@keyframes rwdcur191127 {
0%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmklEQVRYhdWWfUzUdRzHX/e7h8FxhydEcMqORAUTRccGjAPRWmaYBlq5cT4s29I/0hK0ZeYfbv5RLqdtaiy30lwwK9sw50P9gYOEXKsupxGQq4GA8pAuHj3u7vftj/vdAwd3EJ223ttt3/v+Pvd5v+7z+X0fABzASv4jqQCRr0Gud7EauPAvci0ACoEooBeoBvom80PRmhUl8o24mVolCoFvDcSJxTwlysoRJWsQWi2DwIeAaUIAYY0Rrc/Hifw5/xjiGR16ZzE7xJucFns4I2SBkAWioxOxZSsCsIeDkABQg8WgpWrXNMmaw7lJQmTqiD5byl5NBgWo0Yx6aDZDRQXs3MVi4Hx4AEUWs5aqj9RSZv6kIMqsrNXNJA2Adpo4yVvMng3r18PgIKhUcOAAzJmLFbCGSiTEkhghXkoU4uwjQr6nFRdbEab8sO0wqdE6dvCx2MMZsZl3hZYoB7AOmAOcKFyKcIx42nH4fQRQGboCkso/owazBVZVIbEwNVQlHotnpk5PLADXqMHJ/beBz4GbwOa6WpquXfMEFxQAMD80gM9c+IYaC3DgdQlD7ngQkgo/tBs3wFBQzJDLpaRVe1KGB5ACEypKMMOTJyUNOcEQbXe5LTsYBuBx8lAh7QeyFKO96fPIysz0BNvtAPweHsA3I0Z/NySziOOSgcxAiF4n97+6QR0AqSymhB1x0Rh/lNQ4c3LZf/ky6PUgBBw9Cnj2hBAA3n8fUCRfPQfVRJPME7wnTWduIMTher7kHneUKlgp4wQOB1y9CklJnqCKCrD/RAtwKXwFAt5Dl3fg9hMZSaKY3dKjzPBC1A1wd2sl+7jNTV+c0m8cDjh4ELZvox0oAuTxAMa+GMEtACQ8c7EkUMpG6TQnz3XRtRo43kfv0Al2vzOT9OQ0sjl2DFpb4dQp6O6iBniFEP33A3jrELAKBr2DfrVvToXAxHRs2KQqqrwQnwJVHTQ/10Hz0svbfIdRJdAUynhsBVT+Hvha4NKOMvfKhCkY4gKe0696IsNgjV0F6rEtCDRXKa30QiSSONmzY1wpLfCuAr9RVxuwZSc0tlAbPocEfAIkTAVg3FXQ0QY/24DGlsDYUiVqvM+UzEcDKGprl9lnQ3bVj56PhVenajIxgNKC1h4Xtg2MNNZTBAwAZOvgxVhYYaQAz7XrAQAAbf1ObPv6Rxq+YznwTTyc2miCJSbIMEKuCaxatj8QgLYhF7aLvSMNjSwHzwb/JxyJ1UCqHlKiwLwgi7wXnt4AGCIJoAGwfT84Uu/wmytquuugbtrKFYXOjHkMpMwgyWjQJ/zw66ae3259ECkANfDaLTfPBpkDcGOEgdzyl9eJ7IUMz52FM30WUmL8rObqmogBSED8eOaKqq87nHf6MtIQlmQs2hiKMxbNx3MVj4jUEzyXnU6Xae2qosL0IRUpf8nMl4xohl3GBrv9i0gAjN2Kg9R06UqFXHtdTutxk9rjxtItsyZvWQmQ9FAAgM5fzl+pNvdLGHQGSIonJTNDA+REAmCyWtb4dY0Qnd2is7FZHDl06A9A9zABMCcmbnqjvPwzYC0hbrj/S/0NAsyC9MB0Bs0AAAAASUVORK5CYII=) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur191127 2.1333333333333s linear infinite forwards;
}
