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33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
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66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
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86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
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}
div.testarea{
animation:rwdcur118183 2s linear infinite forwards;
}
