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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:rwdcur133473 1s linear infinite forwards;
}