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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:rwdcur179273 1.8666666666667s linear infinite forwards;
}
