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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;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur7395 1s linear infinite forwards;
}
