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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur217046 0.4s linear infinite forwards;
}