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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;}
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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:rwdcur215122 1s linear infinite forwards;
}
