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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 31, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 31, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 31, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
}
div.testarea{
animation:rwdcur242935 1.5s linear infinite forwards;
}
