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0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 0 0, 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:rwdcur38370 1.8666666666667s linear infinite forwards;
}
