@keyframes rwdcur60932 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 2 28, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 2 28, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 2 28, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 2 28, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 2 28, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 2 28, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 2 28, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 2 28, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 2 28, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 2 28, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 2 28, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 2 28, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 2 28, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 2 28, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 28, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 2 28, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOElEQVRYhe2Vv0sbYRjHP6+0f0LBoYK4ZAroqSTgkizdHMQLEsegYwZDlvYPqEtIC3EsN14ppgi6dfGWQMqljeAkXSrpkP/B4elwvpf7lRgtl0DbL4S7973nfb7f58f7BP51qLQJTGzR7232Y3zPZkHeKGS8DceWqIhUBWjyM6d9/27GRKRWAhNbNHmHLABbXLNTMKk7N345FtISMC1mIkBH2yHLmdOmUcj4/TGzDCTdAJhBE0bRIQtO22/Iv7cHgnWfi4BpkaqAZWddBTs+Cak0YbclPuEQwLkZa/uoDLzjtfwsfBMTW0xs0WtNqn8Aq0VY/Pyd1SLUW+WxPh8cxSa2bHEN4I9R7XDQh1/Wm9g+eORB1ANZ0CN52VlXsQxI0xVpuiLbB6LJdwpmIvkn62PobKM6WrsrBosnhifmxPDPBckh0gOyfSBfn294i1cbnBZ73J5nQuqj5MHBErW7ugR2DYaXo70jjtWRc+yvQxlQFx9U7q5H7q5H7ssht+cLIac6iqU12KuUJ9Y2CUn2sRKo2qYq1X7w/uJFaH+vUiZfVaE0jyMY9Ak9J2FiE+qOHvShZCm6LSFf9Z66DLqmw12v3vmqUgCnldFVLFnenvanbWDKa6jJ753EvrsrRkx0yVJKEwfFBG0mCui2RAZ9L/ooqY6+zb56WXk7TQxAOPIHBeSrSi2teQ0XRclSKvr/nuR8GkwcxU912m2JPPXsHyM4jh/1XZru2ENpQkXJVW1zPqmbVwb+4zfrZxgIFum2MgAAAABJRU5ErkJggg==) 2 28, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 2 28, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 2 28, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 2 28, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 2 28, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 2 28, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 2 28, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 2 28, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 2 28, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 2 28, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 2 28, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,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) 2 28, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 2 28, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 2 28, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 2 28, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 2 28, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 2 28, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 2 28, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 2 28, auto;}
}
div.testarea{
animation:rwdcur60932 4.0833333333333s linear infinite forwards;
}
