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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:rwdcur133587 1s linear infinite forwards;
}
