@keyframes rwdcur183991 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhc2VMXbCMBBEP37pqXOOoeAGaXMKu+QsKa1TcIO0FNlzuM4JlEKSLRkIkCh25j1jGcme2dldCcCzIprhsGVNEQ3AmiKaNFhLRBDwul9NRDP/Y2kRk4DowtIizhxYWkQpIHNhKRFXHVhKxFPxdDzx/PZ5ba0HNrUFTA5E8uH9JUVNJMyv6mhycmDD8ZTXwjJFOJJnyFz4c5xFORy2fnh/8cNh6y/N10TDH+X2XlwlHw5bz+u+rI874CWPBAIQmAtEzi6+/72AiHsF+Fbn6Wp7rOuw+NhZKeTWR/MPfrs2kVv8kdKMoG9xux0gDHCZiFs74UN7gAFmYJHckhqg7XssrCjeubkVPwIZIGjnE10HZkhCEn3bjs5WEeBbeQwcFAFqysM88BH1HJBC8Wsi68xwBrElMkxqqqYANHZfSZpyr+wKKE/DXxAHHhvJu1CBMdZEaMUNahdhEXlg6edGlPx1BGyci22ak1/Pe16b1RywZLkF8l4pemFxB0g6LLOg6kHks/6ei3NxLEGXnQvVT8IPyef9PzqjkATnHjsLfiwijR3l3v/v8AVtballvkfgygAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur183991 4s linear infinite forwards;
}
