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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 12 14, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 14, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 12 14, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 14, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 14, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 12 14, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 14, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 14, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 12 14, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 14, auto;}
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}
div.testarea{
animation:rwdcur233747 2s linear infinite forwards;
}
