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9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 1 1, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur33493 0.91666666666667s linear infinite forwards;
}
