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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;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur105694 1.2s linear infinite forwards;
}
