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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;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur143299 2s linear infinite forwards;
}
