@keyframes rwdcur4921 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 7 4, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvUlEQVRYhe3WvWsUQRgG8N+dKSwsRI5UVn6EGKzsA4qVhZYytehflD6VxWoZC6ugYiUIgmD8wEpE5EihYhXlzmJnZXLuzc5eBAvvgYG5e2b2eead9313WeIf41jBmmGybjqHG87hj4Yp02bgDE5EaiWKpWMNpyL3VzBMxG/jMk6noiGEaQhh1sh6HyODDLcy5ceAOziOrYYIIbRuqKoq/XkBn/ElZ2CY4SYDzuI9tsL1K1nxlLt18xq8xkWcXNgAxngH1YNHh8j0tDMnt33/YTNdwyin03VP33GA87iEew2RRqIlKnfxKe7PIheBBgfqSLwsWNtgjBdxz1gdzVaUlsy33ENa8BUf8FFBFEowW2qlY0NHEubK8Ld4uHF1IdfVzi5s4g3229Z05cDC4hD3PlU3p9ZI5Ay0ctXObnOyov8jNrDa9sxeBlKBknmCkfo90svAH0ivo2ReglwSDnEOb4+YhNt4hsfqtn6onEta8WbmbkvEX2HPnIZUUoYjdRI96emhEX8eDbSWYYmBxsR6NDLS3UF/RsE9mR7QxwB1Ha+ak80zmKhb8FjH90AfA6JwaeVM9Ht/LLHEEv8pfgFLqJm3VpZDBgAAAABJRU5ErkJggg==) 7 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhe3WP2sUQRgG8N+tKSwsRI5UVv4JMdhoH7Ba/AyxE60DfhBB0qdSwW8gUylWghAQjH+wEhE5UqhYRbmz2FmZnHtzsxfBwntgYO6emX2eeed9312W+Mc4UbCmStZNZnDVDP54mDBpB87hVKRWolg61nAmcn8FVSJ+C9dwNhUNIUxCCNNG1vsYGWS4lQk/BtzGSey0RAihc0Nd1+nPS/iMLzkDVYYbDziP99gJD+5mxVNu7/EuvMZlnF7YAEZ4B/WNO0fI9LRTJ3fl+s12uoZhTmfePX3HIS7iKh61RBqJjqjcx6e4P4tcBFocaiLxsmBtixH24p6RJpqdKC2Zb7mHdOArPuCjgiiUYLrUSseGOUmYK8Pf4uHhvYVc11vbsIk3OOhaMy8HFhaHuPeZpjl1RiJnoJOrt7bbkxX9H7GB1a5n9jKQCpTMEww175FeBv5Aeh0l8xLkkrDCBbw9ZhLu4jmeaNr6kXIuacWbmbstEX+FfTMaUkkZDjVJ9LSnh1b8RTTQWYYlBloT69HI0PwO+jMK7sv0gD4GaOp41YxsnsJY04JH5nwP9DEgCpdWzli/98cSSyzxn+IXpOuaL64X3doAAAAASUVORK5CYII=) 7 4, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
}
div.testarea{
animation:rwdcur4921 3.3333333333333s linear infinite forwards;
}
