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64.788732394366%,78.77323943662% {cursor:url(data:image/png;base64,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) 14 14, auto;}
78.87323943662%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur77871 1.1833333333333s linear infinite forwards;
}
