@keyframes rwdcur112382 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 10, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEklEQVRYhe2VwWvTcBTHP8mi9tJCZYZhN/GgRVfMaY7MHgZ6GCJ4DMGDF8Gbh8H+heJF3CAgKF48GfoPlMF0p7AVh4fC5lAPnW4iQ3R2MKzO/jyUhKa1XZLWk/me3ssvv/f9/t7vvfeDGAOGYRgizP/KIEivayc90v3NpVB75UGQJxMKpUc2pfImyYTiE/RPBRiGIZIJhaK1zKnnW6TvPCZV3goVoy8BxWJRyqSPI18YZ2j4DEp6hKcLzzxx/cTGsixhWZa4lb8kXL/9n0KhIGZnRoUxqQr5uxCU14UxqYowVyB1W3CJAabMuwA4joNt2x17ZmdGBcDOt5/s/zikVPnaNW47ul5BYyzn2Sv2E882TVOYpuk74fzitjS/uC2ltJuhyKFHBgCujp/1EamaTj6fx3Ec5I/rNMZyf83IwAS4J92trPq+j6STvgz1I+LIje3pbhcDsHdQJ6tPRxJzZBsuzT1k+caC56uajqrpHXZUBFI7vPZJDL2ROdx5y693r5hYsXzrewd1ALL6NLuVVV5uVANnIdJbsDZ1z+efe/EAaF6PqumwUQ0cK9Ak/DJxWvp9sYGSyXLs/OWO9ffX5qjV6nz4XAM666YXBvIaAqRSJzw7TCEGfgt6ZaHVD9sFkTPQSqpkskCzCF9X7VBxQg8QtyNakbvfbMUw1R9ZgCsCQLt9BWjOg35HcowYMWL8v/gDDTS3bktKWB4AAAAASUVORK5CYII=) 9 10, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
}
div.testarea{
animation:rwdcur112382 1.3333333333333s linear infinite forwards;
}