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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur169255 1s linear infinite forwards;
}
