@keyframes rwdcur19923 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEX0lEQVRYhe2WXWxTZRjHf+fs9GNdabtamklmx1yEZYQZNgIDCXhBlCGGC1CjI8Exk8YEgiZquJDojXHiBRogZNkFKJPAvABh2cW2iJjgAugAL8xIBbqu6/q1bu3arT39OF7ADEzaFShw4//mzTnPP8/zy3me97wv/K+nLOH2ElNur1MyjA9CagCCF+BQnyB0OhVFedwA/rDROORqbLSKgYCgHxpK43QWaVMpkwWCV2HkBzj8PRwPPiaAb2th6ymTCZ3drpdKSw0WRcnIHk/IPzCQ5PLljFaWtVpwdcCRr+HAzQIDAHxuhXdOqtWGuuZmKVpZ+cyCmUg6nYxeu+YL9fUlpVDIZAHHPli5txAA4l0Aflj0qiwPn2hrE039/SN/z0SKilT6urpy265d83UwOQFJQyGKAxTNek5DexdsjF6//uwb4bB/qLpaXywIogTQ0THqHhsTY7D3TRhMFgoiizpegUB43TrHjdZWRWlq8g5BKAHHVheyipg9ZNWDoNZoiiQArTYm3X5fvR12PV8ogNktuKPOrfBy59KlkRubNy+sAjCbjSVWq9cZCOhfjMU2fAQ7XoDKQeh5pK2ZBUDrhPq18bjuufp6MalSqbSCIAhlZaXmhgajprx8wufxqCqnplZ9Am/XgNUB530PAyBkD9nNovjpufnzFcvOnWUGlUqlvzuqKErK4fC5urujktdrXgCjXXD1C9j2e4EAAFrK4csLVVURsaWlwiKKkvZ+LqfT7+nqSqTcbsMC8PTBxc+g+VI+AFlaMKMrETD1jI+/ZB8b840vWVJaIgjCfwbXZCqZt2KF0QhDf968aVsDiVE48ksBAAB+DkDNb15vrV2W/cOLFpWa7+cKhSLBkydFSzp96ztBWP0xkNcJlgcAwE8uWPuXy1X1nlYbumWzGe6BmJ6Ohvbvn0gnEtGrUNsEpPLLm/M/MFuvn4Yre7u6SmxOZ8B9L4CCRiMBpho4sVEQ5hitu5TnFwD4cT0sbzWZpuNr1pTqtFrVvwNZXKwpbmhQC/F4eHJ4eHEzbFsMqfMwMD1X1jxR+z6Auq+WLYu4t2wpK5MkjS6b0+n0uo8dE6RYTEnBH3bY1J0rc54tSOggI69caRBzFQdYuLCsfM8es76+PiHD6lNwqS1XS/IEeK0Vwp3t7YLZ45l0z+VWqVT6xkarWZLiURDJdaXLdwgzUGVPp32n29oi5tHRQCiXWVEy8tGjwUgqFXfCNx/m8j7ALiAF1S2JROjM4cMpyecLZT2EentdLre72ARnm6BjqlAAdyBqt8uyp+fQoaTk9094ZxtGRnze/v555XDxfdg9OFfCBwUAkGF5kyzf+vXgwZQ6EJj0zATi8VikuzujVpQbHbDpeD7JHgbgDsSqt2Q5cenAgaQ6GIy5FSWT6e0NTIyNJdyiuG/3Q+Z9UDXpwNlrNA6HN2y47qioCE6aze01T6j4jDbrRdFxzmaLKhUVPTuecPEZrTdYLGfffUrFH03/ABMFsPm0Q4zRAAAAAElFTkSuQmCC) 1 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 8 2, auto;}
}
div.testarea{
animation:rwdcur19923 0.83333333333333s linear infinite forwards;
}
