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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 17, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 17, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 17, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 17, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 17, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 17, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 17, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
}
div.testarea{
animation:rwdcur196834 0.4s linear infinite forwards;
}
