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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 25, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 25, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 25, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 25, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 25, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 25, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 25, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 25, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 25, auto;}
}
div.testarea{
animation:rwdcur236978 2s linear infinite forwards;
}