@keyframes rwdcur122482 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFUlEQVRYhe2VsWsTcRTHP8lZ/AM8hOqQVI6kg6B7h4KQ8oYMGTroZroVBEkJ7ebepaEgdLOTu0PAg0CXUqFBxGBAE46Y1JaWtDZiaaGY4xxyF89wkbvE4uB94cdx7/d+v/e593u/dxAq1D9WxMuYSqUs97tSUmaAuo5+Mui7Xr20nt697rmPH0WHTawsTrAQj7EQj2GmzB0gLYjqFXy9emkN2WZ0gOPXtzhITnOQnGZlcQIzZW7+BrGm9798HIihAG69bzxwMvELYkkirOkWjHcMngBKSZl50Wxx/85W3+aZiSWJXFUN1JWSkl3d+MHt2qe+cTAT0Ev/qMEBFC+jgXGhoe1HG9GP7250MvNzexx1pgA4U1Xm5/bYPu1mEo1ES0PbNzDOBXmpoUUNjIuxAQYhtk+7mVmzy5naq7+jzhSzZpdX55XM7tfdZQAN7Rj4bmB8CQLwxyK0731RKSlZr5qo1WoACNIEkkEC+wIYhHDXRD6fd7vdBD4A9VEgfEkQVZDHdpe0AKsc6z0F+SxI5sqCuyGc4O7xPHfPEmR5sFP6UdArZNkgTXppb6dzh3FnsliYzAJFr3/GXwEQRAMe0is458wT6dzh6pNChXIMnrUkEMS1IADAN2DLHnUd/UQQtViYbJdjlU3b55EN5gtgrC7myD77tB28DWzo6G/8rB3aiILIaVpAFXgL1IN2xFChQoX6f/UT7bHjpYOHO8EAAAAASUVORK5CYII=) 0 0, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 0 0, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur122482 1.5s linear infinite forwards;
}