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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur134301 2s linear infinite forwards;
}
