@keyframes rwdcur203341 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2klEQVRYhe2Wb0hdZRjAf56drnp20uPlcCd36tTuJAduTssSlRAEt8rhh+aUWjgoNww2LLD1IXIMKjbahJSKBdsEqQnVxsI296HCYWtYY1tqDCFz2a7Xm3/yerhzx/v0wRamMqfzRh/8wfnwnuflfX48z8v7vrDC/4n9oH8OB/shvuM/yqnMHLhBdUNpYmLiVy54tm1WPOwCBky6oZ/U1MxHNm065oQXwi2gzhwkgZ0YHR0gPh50PT4bGs9dver0wolKGA2HwL8qEAMh3G4/bjc4HJCcrBfn5R1+FA7XgivsAplg4/H0YJo2DgcEg+B0qk8UFLxUCp+VQXxYBRQAj8ePqk4L9PdPS7hc5G7dmv8xfFsH5XtntW7ZBABwu29gWZOoKgwP//n9hQsteL1BkpJ4eN++tLcyMj5IgzffBm05BFbN/lGXkbEKy3oZRdHo6Rk/OzGRb9286U+2rGwKCnS2bInK8XieCnR0rM+GzvMPuDnnCrhck6hqGYYRz9CQ1u31XgxCi/j936zp6kogLy+F0lJlfVFR+mOnTuXFQXcJDLSCLEVgbgtU1SYQsAAwTVTILIfQRugcu3XreWprG+jttdm2TXlocDCnJjb2/CTULrUlcwX6+kL4fH5sG0yTKHj8bsiA0aGxsdenSkreoKnJj2GA36/XZGQcjIH3q8FYisQcZPPmRtm9W2TnTmmDK/WzRL2g2PCcHD36q4iIDAyIpKdPNcAn1eB+cIF16w7Ijh0iFRXSCRMNkDDfvN8hX44fHxERkcFBkZQUaYGz+xfRjvkvG8v6Dp8vhGURBVoANtwN+cH4EjznILMTHO27dl3k9GkwTWhtZXth4dNZcKzqPk/O+Q+UQOAyPt8wtm3qQBSkAW2ydq2OaX70DGRhmlE4nTqmqaFpYNuQlgaHDinb6+vL7eZmLQg1TdB3v9X4B4mIUCQu7oqkp4sf5ENoPAKq5Oa+IydPily/LjI+LnLnjsjU1PQ3k/Z2kYoKOQJf7AF90RWIEAkFR0Z+igyFMh3Tk3L2QBWpqXvp7IS6ulE07RK6HsIwbGJiFHRdxTAUnE5wOjV0Xa+JjNzwyu3blUDDogQAhuGMMTZWpoEjB7KiU1I24vM5vm5utk/Aa5nwKYABIRcoLiAJWLN6NXg8Cpqm4PEoRlfX5MI1n4deSOiDHyQuTqS4WCQ2VrwgVXCmapnugXvSDerPUDsMIpGR0g3yIvxRDU++G/bsf3MDEq7BWDfIqyClcGC5c9zz0WnBb0DrZeBHuJQA7y23wIK0Qn4l/FIGReFYf8GXzTXoCELhJPSHQ2CFFf4CxcB0hlOVw1YAAAAASUVORK5CYII=) 4 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur203341 0.83333333333333s linear infinite forwards;
}
