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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 8, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 8, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 8, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 8, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur208114 0.4s linear infinite forwards;
}
