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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 0, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 0, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 0, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 0, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 0, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 0, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 16 0, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 16 0, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur166759 1s linear infinite forwards;
}