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1.3969838450097E-7%,-0.099999720603231% {cursor:url(data:image/png;base64,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) 3 3, auto;}
2.7939676900193E-7%,-0.099999580904847% {cursor:url(data:image/png;base64,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) 3 3, auto;}
4.190951535029E-7%,-0.099999441206462% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5.5879353800387E-7%,-0.099999301508077% {cursor:url(data:image/png;base64,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) 3 3, auto;}
6.9849192250483E-7%,-0.099999161809693% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8.381903070058E-7%,-0.099999022111308% {cursor:url(data:image/png;base64,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) 3 3, auto;}
9.7788869150676E-7%,-0.099998882412924% {cursor:url(data:image/png;base64,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) 3 3, auto;}
1.1175870760077E-6%,-0.099998742714539% {cursor:url(data:image/png;base64,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) 3 3, auto;}
1.2572854605087E-6%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur197784 35791394.566667s linear infinite forwards;
}
