@keyframes rwdcur56812 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 9 10, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 9 10, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 9 10, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5ElEQVRYhe2Wv4vaYBzGPybHBaVKhlKwgz/Qwa2hQze3TBlu6uJyUJdu/ReS/A0d2g7tVjooN7kUHEpdCrbbCaUQkBK01NKInEeiNemgt1gMRi8u9YF3ed+8z/t5w/u87xeOOup/V2LTgK7rApACToEZcG2apn/bAELI2J1SqXRWqVT0XC53DtxfQR0M4G46nX5aq9We5fP559lsth4HRJhZRpKkCoCqqkK5XDbjgAgzOvF9/xQgCAJUVSUOiK1N4oI4ifJxEAQkEgna7bYJMBwO3+i6/pNlUnZKSySADRAXxWLxYTKZfOB53hfLslrAJDaAdYj5fF5KpVKPer1eRVGUj8Cn2AHWIM5FUQRglZpMFJ+9DlEQBHQ6HRRFAWCVmkibupUoybK8NBMEH4h0Xe8MYBjGP32O43wXRfHqIADrqlarvuu67xaLxa8o83Y+hDfSNI1ms3k5Ho9f27bdBMYHAdA0jUaj8dVxnLeDwaAF9IFJ1Cc7DOCPIAiz9U7DMNA0jW63+3I0Gr3adeFtACae530D7t0sXK/XAbBt+/NoNHoBXO5bpIRVRJlCofBYluUnkiSVp9Ppb9d1fwB2EATvLctqmaa59Y23SWF/4Krf718AH1iWZjPAXbXrVTvqqKP21l9uU8+Rrs1MHgAAAABJRU5ErkJggg==) 9 10, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 9 10, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 9 10, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 9 10, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 9 10, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABw0lEQVRYhe2WO0sDQRDHf6fhCi8JCMHKQtTCTkmhrQTTWVpLwNoPcBZCvoGNTQpLhRQGfCCYSpNCEFNdo03AFz5ClIuRcF5ciz0VX6d35mzMv9ndm9vZHzvM7EBbbf13KV8ZBHQAXYAKWMC9Ao+tBgi52MIkk5No2hiVyiHF4pqA8yAgPpWAfpFK7QBCzM01RTw+L6DXuZk/ARgRs7OXcooQui6CgHALQYhmUwUQQqAoCkLX0wCUSkutCocbwBsFBfFjABeIK2Sm+MoWTwBfQKySSMTp7h7GNA/I5zcAMzCADxD1+gCx2CjZ7BCp1C6wFzjAO4hpVFV+jESGgKgXP74B3kCUy5BO42SNJ5+/AniGePUWesRjVrS0qtWur49R1bu/BVCc90zXiZycrGBZFS/bfx0CABYXYX19AcNYBm69bPV/A4oCDw9ybhh3GEYOH5XRDcCms9NyPXhzU46NRgk49VOW3UJgYppHQM/LwcWitGQyctzaspiYWOPsLAd4iv2z3DqiKOPjU/T1zdQ1bVCrVqvc3FxgWbeEw2DbVWq1fQqFbeR74Ktj+q4liwIxZGtmAfeA7fxiO+tAWrW22vo/egIP1siYZVNO2QAAAABJRU5ErkJggg==) 9 10, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 9 10, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 9 10, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 9 10, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 9 10, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 9 10, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 9 10, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 9 10, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcElEQVRYhe3WsWqDUBSA4b9GTChNCCRLOiRCHHyPOHfq4tKhHbr1FfQ+Q/c+Qqfuhe7ZSyEQgkMDpZRQEhSvdqiBdIio0Sz1LHc4nnM+vHq5UEcd/z1O9iUcx1GAU0ADAmAthIjKBigpubPxeHxhmqYzHA6vgPMEdTRAv91u39q2fTcaje4Hg8F1FYi0Zp1ms2kCWJalGIYhqkCkNVKjKNIA4jjGsiyqQGRuUhUiV4MqELmLy0YUKiwTUVheFuKg/SsDoR4C2CKSEI1GY+V53gOwylpf2oEymUzo9Xo20M9TVxrAdV1arZYOdI4KcF0XKSUAycmZa1sLA3YHL5fLom1SAaGiKEGewcnzYVmAle/7b7uDF4sFANPpFADP8/6svu+/kuMPgPQbUUfX9ctut3sDGFLKz81m8y6l/NI0jTAMA1VVte0ax/GHlPJ5Nps9CSEyI9I+mO/5fP4IvPB7NQuANftfcZjk11mH11FHHQA/OD+xr54NtRoAAAAASUVORK5CYII=) 9 10, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 9 10, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 9 10, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 9 10, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 9 10, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 9 10, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 9 10, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 9 10, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6ElEQVRYhe2WsY/SUBzHP7SXIxC5MLjgAGnowEJsHNzYOjG4s9zg4mZI/ANa/gIHB3XRTRdyMDgZprIY8LZjMSFAQ8RcDyHkuFCQ1gEGQ3LVcvQcju/S5L3m+/u8137f+8Fee911ha6b0DRNAKLAITAHrkqlkrNrAMFj7l46nX6SyWS0ZDJ5DDxYQ90awP1YLPasUCg8T6VSrxKJxNMgILzMjsLhcAZAVVVBluVSEBBeRgeO4xwCuK6LqqoEAfHPJkFBHPh52XVdQqEQtVqtBDAYDN5pmnbOKilbpcUXwDUQJ5IkPYpEIg9t2z5tt9ufgElgAJsQi8UiHY1GH7darYyiKAbwJXCADYhjURQBWKfmyI/PjX4i13Wp1+soigLAOjW+FrWTKMXj8ZWZIDiAr+N6p6faaDQyRVG8/C8AuVzOmc1mH5fL5cWtAOi6DkA+n6dcLp91Op0Xpml+AMZ+fLZOAUCj0aDZbL6xLOst0AUmfq9sL4BfgiDMNwd1XadYLALQ7/e/Wpb1Gjjbtlfw+gQT27a//VnYNE0ADMNAkqTqdDp9CXRv0qh47cDFeDx+X6lUhGq1Kmez2Z+GYfyQZfn7cDis93q9z8A5cLVt8b8BXHa73RPAYNWazdfFZutnIC3aXnvdPf0G3cjTgoUW75kAAAAASUVORK5CYII=) 9 10, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 9 10, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 9 10, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 9 10, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 9 10, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 9 10, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 9 10, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
}
div.testarea{
animation:rwdcur56812 1.75s linear infinite forwards;
}
