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83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 21 21, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 21 21, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 21 21, auto;}
}
div.testarea{
animation:rwdcur238825 1.8s linear infinite forwards;
}
