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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur229518 2s linear infinite forwards;
}
