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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 26, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 26, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 26, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 26, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 26, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
}
div.testarea{
animation:rwdcur162604 2s linear infinite forwards;
}
