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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 18 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 18 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 18 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 18 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 18 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 18 4, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 18 4, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 18 4, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 18 4, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 18 4, auto;}
}
div.testarea{
animation:rwdcur156378 0.4s linear infinite forwards;
}
