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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 18 17, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 18 17, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 18 17, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 18 17, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 18 17, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 18 17, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 18 17, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 18 17, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 18 17, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 18 17, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 18 17, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 18 17, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 18 17, auto;}
}
div.testarea{
animation:rwdcur215172 2.3333333333333s linear infinite forwards;
}
