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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 27 2, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 28 2, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 28 2, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 28 2, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 28 2, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 28 2, auto;}
}
div.testarea{
animation:rwdcur16499 1.2s linear infinite forwards;
}
