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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur124979 2s linear infinite forwards;
}
