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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur171745 1.4s linear infinite forwards;
}