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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;}
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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;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur213891 0.6s linear infinite forwards;
}
