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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur65620 1.2s linear infinite forwards;
}
