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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur164367 1.6s linear infinite forwards;
}
