@keyframes rwdcur65520 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhb2Wf0hkVRTHP2O2f8xEE0LmhIyLK5KLjpqMCg4yDBKybyBRQoy0FQqaf8RCDApjB6qFoNkQCvYPcZYo7Q8R2opkacHdyhVh848hW2kn1PzBvhKCVqedbU5/+J6+eb6nrmseuMy9c8893+8593vvuw5AsDfHHnNHYrkAgmpCffJYwAFyADi7U4TjBN8hoJE4bvAsAo54/qHWHYWJ1v4y9G2tv7//cjwel87Ozp6jANczcQBfHWRBUVFRuL29HY/Ho1jNNzY29kUikT/r6upefFAyISDN7iro/TyA8vLy0o6Ojgtut/txcwCXy1U6ODgomUxGBgYGBNjlY7ZcQ/8qkARKTcC6KNcBEonEfCKReN0qmNPpdLrdbhwOBy6XC+DEfgQesSDUbACO7hfAaBsbG2vpdPrp2dnZmqmpqbeTyeTEg6yHrTJvAtLT09PU3d3tO+A6vVq5e3pZmPk4rQPfA9TW1l4JBALnTb4ngVa2KjNCtl6EHQ09lDUZAlu1f0zjIdP4oe2EFqgLeA0YtiFitA+xzv50OBy+1dLSsrRCQgRVBHVfkk4t0JV9CJoDXTf9nxMOh2VpaUlWV1dFURS5z9ouAmYNOIG7Wr8JeMKCwD22Toj5m/H8z/yQElQEdfxzLp6prq6msLCQgoICgsEgy6xmLRBUS5EXAt8ZsumychLUckHNN4x9eokFVe6x4guHw7K4uLirAprvuKCK3ZfPCayyc5N9A7wAbBgAJ4FG4BrwBaAAZwDmmM+cpiHnDr/wyXOX2Hh0k96vX8HDUzZw9iTMwgtp4AXGbM3tHfrmAMlwO71r/uydrLEt+tDQ0DNlZWVTGnCpgUSeVv5Jy8AmAOM8IEJSJzVmqQFNRF3aM+09DbRRm84z+QYF9ScjwLm6N8Xv98tHle9LimW77K1PmAY+rDkNn8QbIluIzjeIvPQub306x4+TGXayvc+a1NTUyMTEhKRSKRkZGZFQKGS7TXbZdxmdUvx+Cdjs4dULfzDfV1VVJW1tbRKNRqW+vl4+KD4nOonfuCm9vb1itNbWVlnn1+1y68rXt2C/CoigSobb/wqqDBafl2g0uh08nU5Lc3OzXOPLGUH13eLGZCQSySKgKIpMM7F9tZuP6l4a0Egk0/q+FRcXy/LychbA6OioVFZWXge4y+KzDQ0NEo/HZWFhQWKxmASDQTUr9FZ8vQpjglpiBDbtUTKtsRZBlUAgIDMzM1kEYrGYeDyej/UYf7Nw+bNTF0VRFHn5VMcw2Q8SvQoldplbK1b7veH6Vvx+v6ysrEgmk5Hp6Wnxer0C+AwxrIObSNjM2F8servqHhev1yv5+flSUVGxfTEdwuwvILNQ2CrbmEm5jx0S+CDU1BIToC4eX5Zo/m/T9vJIXjiH53AM9h8wM0Q3Pyd/FAAAAABJRU5ErkJggg==) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur65520 1.8666666666667s linear infinite forwards;
}
