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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 13 20, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 13 20, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 20, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 13 20, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 13 20, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 13 20, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 20, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 13 20, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 13 20, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 13 20, auto;}
}
div.testarea{
animation:rwdcur96601 1.2s linear infinite forwards;
}
