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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20.833333333333%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur215359 2s linear infinite forwards;
}