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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 18 14, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 18 14, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 18 14, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 18 14, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 18 14, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 18 14, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur240133 1s linear infinite forwards;
}