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10.169491525424%,20.238983050847% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.338983050847%,30.408474576271% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30.508474576271%,40.577966101695% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur9988 0.98333333333333s linear infinite forwards;
}
