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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur259005 2.5s linear infinite forwards;
}