@keyframes rwdcur60912 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+ElEQVRYhe2WsWsTURzHP1c6iu0QsDqIxUvpUCzYDkIGR09wcomdrEMGsS1CO7SLQQfrYBcttFCQdGo6tJPIZesSCHiJVTqc6RWCSyNkiH/Bz+Hyru9yaUnao4P4hSOP33u53/d9f7/3vQf/oSHbFLnsnMZpyV8PGkZ0efzoX19fl2azifvyGbVajb17e2QXL10IX4FsU4RFpD2eMR3JmI4A6OM40KcGnSTPNkVmB+CGM4FKfsxWMI6VQCcSw4ObfPwDOgmF5cOJ2EicoE3+jOlItinSkPCTMZ1gfNGUfadNqN0pFQA2f/vP8uFEZF3sBFLeAQBFc4zZAUgYI8wPjQD+WIeLG1Mp2kqg4EudlNRD/3elflKKjOlIjlyMvdBGQtV6MSda3ZMCScmYjri4FyJwagnasfBUJ1WlIdXz5uyNQMIwDKdQiMRVrEQJgPOq0N/NIsuyDNu2Qwl2ZhLMe1da6c+Pzh+cRYR3p8zR6gvjJyVKFM0xwD8100z3/AHrSoFOUMmVNRfNKfB6f0/XTaijvSeuMwX4ptSrO/ZEoOL5Z39nJhFJrqMXm44SOKP+a1YZgGO2GLKHIvO6RSsi3ZCIEjgDFc9/acULu6H+sbJt21dg/0QJF1c6WXZPTbg750jtQ5mKJ1J1trl5Ox3ZtVMoMPngAYnv0Bj3Yy6uKL9wcWWU0UDhrgnI7qoYj6fYkPvcOtpgZDIdzC0ly9rKBKwWaGgkVMIcOSlRCpEI98AZ9f925wUVr8rE0QYAVWeb6eQCv47guR1WoW7V+Wxs0hgPnxjlGTo6K5BH2AedzF3TMPL5fFDDJ9fSPOJr8BdFYs0qUzTHSHkHLCXLpLx6YNPF1tqS5p/R3arkAPuAHV6zUhcZflvm05ct3tjvAzX0kqxZ5dB9QkHFdMeMElCnQJFoEciYjqS8A67OjZ2ZXMcPczMSa7frzt5ttUi07V5dvza8SUOdBIWRyTSvrIWAmPKMTruOBRVPRPVEPp8X5Q862fhvzf8i/gKO5M8M786QCAAAAABJRU5ErkJggg==) 0 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2WsUsbcRTHP1dcClIdArWbwhkcpJaaoZCho1fo1EWd6pKhVF100KXBDtVCnRQsBEqcPAeFQpFzcwkEekltcbjGE6RDTeEG/Qteh8vvcslFjTG1UPqFIz/evbzv9977vff7wX/8ZWgA6VORsHGhW9NuSkBH+lTk9vu3OI7D8fExe4/2SJ+K3JSISAYWljRYitp/Jgpk3ISW0m0ByLiJtgisDTKHKHIlYKoLVs6qIk7Y4B7jtEvErcscVs5gqitqXzwcRmWjfZijJmBKtyV9KuJJ7ZPS7WB9XcpzM6C+rq97PSjB+i//WTwcjvi1R8ASmspC0j0AIKcPMtUFMS3OTE8c8NdhODhtLEVdGQD8VPdL8on/u1yuliKl25Il27KASzehqvNctsTHHfCkxExPPMjCjNvZKndzAhRmn4dFlfCkdC3i8wWE9gFATNM0e3c34qZsefIAtFqGjmacDMPQLMuqIdiajDHjdlboW0dTApQItfZEpNf9Tp48OX0QqHbNHxNQD0V+wgYAOX0c3KvHie6BuvOgEer3hDob1IS8noALUHT93t+ajEXIw7jKmL6SgDWjAMAJG/RYPZH34RGthFwlvo8GkzCMousHLbq10zB8WFmW5Wdgv5oJB0cuH9mXkG9P27I9bUvRFTFNM3JKNiL3RMTBkSxZyZKNiGi6C2R7VbRn42TkMb1HGeKJ0eDdfH8h5BmD1V28kRFiX8EbggEGNPCHVZ48Do4oW9N74Mv9lxTdEsNHGQBK9iYT/bP8OIIXVm3ty0aZT9o63lBtx6iZEUbjDJiVUoxV2/GhrmmmaQbpG7s7ylM+B39RItaMAjl9kKR7wHx/gaRbDsZ0ruKbD83PaL/X74O6mbBcFul7U+DDzgavrXeAn41wSdaMQs19QkHZJpgIYkYFGAgPKut9wPJ9UrotSfeAO9ODF5KH8U1fj9jC5I0FKBFUyRXCV/KiK1KyN4N38cQor4zZQJiaGY2+ui1QrQhgmqao+RAW2/5b87+I3wXN1mC7IxCeAAAAAElFTkSuQmCC) 0 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
}
div.testarea{
animation:rwdcur60912 2.1333333333333s linear infinite forwards;
}
