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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 17 14, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 17 14, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 17 14, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 17 14, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 17 14, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 17 14, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
}
div.testarea{
animation:rwdcur103746 1.2s linear infinite forwards;
}
