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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:rwdcur133035 1s linear infinite forwards;
}