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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 18 14, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 18 14, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 18 14, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 18 14, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 18 14, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 18 14, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 18 14, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 18 14, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur245836 1s linear infinite forwards;
}