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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur222761 0.6s linear infinite forwards;
}
