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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 2 4, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
}
div.testarea{
animation:rwdcur45687 2s linear infinite forwards;
}