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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,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) 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:rwdcur147005 1.8666666666667s linear infinite forwards;
}
