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17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 2 1, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 2 1, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 2 1, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur74328 1.1666666666667s linear infinite forwards;
}
