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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur153561 1s linear infinite forwards;
}
