@keyframes rwdcur101872 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcklEQVRYhe1WQUrDQBR9Udd1VcqELqQFoWcoFNeSlVdw7RmMF+gmCwnEK7iSriWQMyiWlixKB+nK0q3ERUmZ/GYyf1KkgnmbkD8/7738vAkDNGjQoMF/h1PnISllVrUuhGDzntgIR9NNFk032TgItT3jINz1cThZTq+fvgpkN6PTyv7n+LtwP7k91+oYDVDxutCZqDRAxdPAsxK9uHsxmjjjkqWBh/VqBgDwXz+216vLQg+tp4G3Z4KCFUJV3Abr1cw4Natd8Bs4ugF2COkodZ+k1e4X7tUMHBRCGqayXLTafWPoahsoM0SnYisO/PUfURmGwxHLUJLELG4rA49hlH0uF3ibL3e1Qc8FgNKa/+Ab+dnbMBdXBQY9Fx23u1cDgI7bhX/vG6fFDmEuDmzfdjF/L6zntdwAndTBBnRktM4RVWGVATWASRI7NJC0xgmilQH1KCaEcOjRjNY4RzO2AdM5UAeTCdYukFJmlKiMmNND8QPjKK3kn46QagAAAABJRU5ErkJggg==) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhe1WsWrCUBQ9aTubSSTBoSgU/AZBOhe79BN07jc0/QGXDCLYfkIXS+YSyDe0VBQHUYqT4lrSQV54Pt99uU9buuQsebm5Oefk5jwNUKBAgQL/DOeYm5bLZWq67nkem/fMRng43qbD8TbthQOypxcOsj4Op9HpzdM6BYCo6zpiDQB3rXMj6Uv8na3le6Oue6BHGqDEj4HJhNYAJTgL21bCl/evpCGxvjARrJ9v4XZGmfhmNQEABG+fu+P11V6/Wp+F7cyEzCWDDGHUdR2duA02q0k2Nbcz0mZAa0DX+FtQua224V+AtQ2BwwBSr6RUru+dy0HUTdYYQopIGFJNlMp1MvkU2AZ0htSp2IoDjP+CU3+EBKhgW6e92WyxDCVJzOK2MtAfDNOvxRzv00VWa9R8ANDWgscgl5+9DYW4LNCo+aj41YMaAFT8KoKHIHda7BAKcWD3tPPpx951URMG1EmdbIAiU+scURlWGZADmCSxowZSrXGCyDaQ9xlGIe/zjB1ClUhHzOmxhvrkuvO8HhOsHMrEnuc5qpBa40zgByZn2aDxdMeeAAAAAElFTkSuQmCC) 16 16, auto;}
}
div.testarea{
animation:rwdcur101872 1.3333333333333s linear infinite forwards;
}
