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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:rwdcur133804 1s linear infinite forwards;
}