@keyframes rwdcur61193 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 22 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 22 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 22 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRoge3Yz24bVRTH8c8dTyZOmrqulaYmDVAgpFKpqoiKorKpkIoQW56AR+ARypYn4CFYsEUs+FOEKiSoBAFKF6iqoipUxk2N6xh7PJeF3VCx7EwFC3+lK48szzm/38w9955r5swpRag8YgTJbBSCovIcj1GtgSjBMlqoY382Rk/hUYG0kijxMFbT2FmJV0XHBb+q2dGzK+ohr9pI+XBxJnykLdqSeAcXsYI7gh9MXBPclLnrJ32vVPdGyoWJUgfWLdjGJdE2zola/qmBnmhH6nuFa3I76vYEwwr0q5W6+6qGwgW8jSs4IyL4HXsYC44KNrAhWlTTl+hg4MvZ5CtB2RpIpBqiZVEXXcGeP9124IHMs47alFqbSW0J1h3IXMUHJbMrP4Xqxs5LnFdYEXUEd3wicVPijKa3JBo2RCdN3Ffzs4e+cUy3ijooawCahlqi3JIu+oI3sIbC+677UCJalUkMdH1rz5vy0uo9jY1syrtYn11/bFoPfC6tSvgjqtkH/s2m03IvyBV2ZYffVyyeKg2M1SWagqb3vK5jQ1D4yJYrhmr2LRhVlm9GeQNdHLMmWEUDK6IXjbQFheOek+lhX64j1S2d8zHKG5iKb2MVLRNNQxu6mupyR7RN+6G6RCqXSHVK551RzsBYQ9AyFb82+zwl0fRAXaZwzGvID3MFIyMDmUE56VPKGUg00JyNVcHLgosWZJ7BssSSbUE265mGgoGaPv+1gaG6sWV/aaGt5nmZi9gUJZaRYcGaAoWBwq6gp6auK9Eqf1Z4cgN/yPS07bmsZtuqLSe1Lak7wNC00wqWDWy4r2HXqoeuW/aZC/ZmvypF8sR35hK5FKkglcokEgEH2EFh+ogSiZpETSpKTWRVbaFPbmBRrm5gwX01PfRFuajQwiXTsp421YXCyERfMJQaKKo5aj75FFoxdMI9L/kKvwk2cdnYWevajuMIFvRk9hzxtVM+xa5o1y/VbGplDOQm+uijJ7oruInUCS3jWSGzi1u4weGb6jtXWjvKLqO5ntS+oI5UdMPEwFGnTdQtykVfiH40NdIV7RvqVSGesgYWDY11ZsVbYDRbLrdEdYUhrpk2HPuijomOleqauvKtxIKesZFELhgo9NV9J1qSeSh123Ta7Ju4J6u2oaumG10wxO3ZutQwlgkyub7glkJfWn0nytM70Dz6V2JEdfN9zpw5c+bMmTNnzpw5c+b8n/gb1+gmQ+in5fEAAAAASUVORK5CYII=) 22 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 22 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRoge3Yz24bVRTH8c8dTyZOmrqulaYmDVAgpFKpqoiKorKpkIoQW56AR+ARypYn4CFYsEUs+FOEKiSoBAFKF6iqoipUxk2N6xh7PJeF3VCx7EwFC3+lK48szzm/38w9955r5swpRag8YgTJbBSCovIcj1GtgSjBMlqoY382Rk/hUYG0kijxMFbT2FmJV0XHBb+q2dGzK+ohr9pI+XBxJnykLdqSeAcXsYI7gh9MXBPclLnrJ32vVPdGyoWJUgfWLdjGJdE2zola/qmBnmhH6nuFa3I76vYEwwr0q5W6+6qGwgW8jSs4IyL4HXsYC44KNrAhWlTTl+hg4MvZ5CtB2RpIpBqiZVEXXcGeP9124IHMs47alFqbSW0J1h3IXMUHJbMrP4Xqxs5LnFdYEXUEd3wicVPijKa3JBo2RCdN3Ffzs4e+cUy3ijooawCahlqi3JIu+oI3sIbC+677UCJalUkMdH1rz5vy0uo9jY1syrtYn11/bFoPfC6tSvgjqtkH/s2m03IvyBV2ZYffVyyeKg2M1SWagqb3vK5jQ1D4yJYrhmr2LRhVlm9GeQNdHLMmWEUDK6IXjbQFheOek+lhX64j1S2d8zHKG5iKb2MVLRNNQxu6mupyR7RN+6G6RCqXSHVK551RzsBYQ9AyFb82+zwl0fRAXaZwzGvID3MFIyMDmUE56VPKGUg00JyNVcHLgosWZJ7BssSSbUE265mGgoGaPv+1gaG6sWV/aaGt5nmZi9gUJZaRYcGaAoWBwq6gp6auK9Eqf1Z4cgN/yPS07bmsZtuqLSe1Lak7wNC00wqWDWy4r2HXqoeuW/aZC/ZmvypF8sR35hK5FKkglcokEgEH2EFh+ogSiZpETSpKTWRVbaFPbmBRrm5gwX01PfRFuajQwiXTsp421YXCyERfMJQaKKo5aj75FFoxdMI9L/kKvwk2cdnYWevajuMIFvRk9hzxtVM+xa5o1y/VbGplDOQm+uijJ7oruInUCS3jWSGzi1u4weGb6jtXWjvKLqO5ntS+oI5UdMPEwFGnTdQtykVfiH40NdIV7RvqVSGesgYWDY11ZsVbYDRbLrdEdYUhrpk2HPuijomOleqauvKtxIKesZFELhgo9NV9J1qSeSh123Ta7Ju4J6u2oaumG10wxO3ZutQwlgkyub7glkJfWn0nytM70Dz6V2JEdfN9zpw5c+bMmTNnzpw5c+b8n/gb1+gmQ+in5fEAAAAASUVORK5CYII=) 22 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 22 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRoge3Yz4vcdBjH8dc3k0nT7TqdDuu6tsu6LesKKqVgraiHXoQeBA/9C7z6/3jwP/Ai3kUU8RciloLWWoqWUpayLMN2Ok6nw0wm8ZCxXXvcROsh70sC+fF8PsnzPN8noaGh4d+hEP0XYUKtdytF97CNZdzAnZqj/IP6bl2K3zB3WXAJXZHv8QV+FOzVFusA1Q0UUqXws4K38R42FkenuI1PRb7Dz9gTZJXjLji8gQJ0zJzV8q5S+BlEi7cRHYgwFblu7mNzX0rcFIyqSS+JK1wboSNyHufRVT7xfRO3TI21bFqyKZLIrQsuSYyxx9M2EOQKI9zFTeyL9PGrK3b9IfOSLeecltpUFvUdjP1pUoP2hYwqFGJlvm+YmWj7XdDHW1hF7kM/+cCa3KZYpqyJa4K8onbU1YUK0ROCLuPkYv8T7C7qIsG0LvFUq4HHPCloy6bMaZncjuTAObWlzt/UYwBmUpGuoOt9b+hbF+Q+su0dEy0DbdPa4i2obmAfx60KVtDBssIZU2uC3AkbEkMMZPpi+5VjHqC6gVL8GlbQM9c1sW5fVypzzBoGSEVimUisXznugmoGZjqCnlL86mJ7SqTrvlQid9zryB7FCqamxov1oDLVDEQ6ygWsixXBi4IL2hLPY0nkqHOCZNFyJ4KxlhFP28BEamJZpoc1LS9IXMCWQmRJ2TTbVuXIjeV2BEMtqX2RXvV2engDLbHrTrrvopZzVmx7zpqjUg+VDbOFYMnYuns6dqx44AdLPveaXTW01SofHZFMglgQiyUikYCHuIZc+YgikZZIS6wQm0vqGuQPb6CQSY203dMyxEghU8j18KayrCPkcrmpuZFgIjaW17MaHz6FpqZecVfwNW4JtnDRzMtOWnMCx9A2lNh1zLdO+Qw7Cjt+q2dRO7yBZZm5kXIsHircFdxA7Fk9s0Uhs6OcVq/y6E2NvFpZO6q20cxQbCBIEStcNTf2jE1zqSMyha8UflEa2VcYmBjWIZ6qBo6YmOkvijfHdNEutxVSuQm+UQ4cA4W+ub7l+j4pq48SbUMzU5FMMJYbSV1ROCrxQOy2Mm0G5vYk9Q509UyjbRPclkmNdcwkgkRmJLgpNxLXP4lS93+hx/SUDXRKffne0NDQ0NDQ0NDQ0NDQ8H/iL7YlDd1XlAa4AAAAAElFTkSuQmCC) 22 5, auto;}
}
div.testarea{
animation:rwdcur61193 0.53333333333333s linear infinite forwards;
}
