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25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur205145 2s linear infinite forwards;
}