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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 6, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 6, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 6, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 6, auto;}
}
div.testarea{
animation:rwdcur215340 1s linear infinite forwards;
}
