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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 24 24, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 24 24, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 24 24, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 24 24, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur169364 2s linear infinite forwards;
}
