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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;}
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}
div.testarea{
animation:rwdcur17407 2.5s linear infinite forwards;
}