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40%,59.9% 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1 2, auto;}
60%,79.9% 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g0Pfv2pz/gLoiii4Obs9Ivpg+9x8YROXUkbiF+XR4a9VU1pKzZRPLqfxvqq2p2AC9h4fruvRTAHDQY3ekhQKIgE8f4R/exj541jn6JI3EL9f9FYmgbGjnxyVYOvLnecKu8cj/wf8DJ9srcbwHawgWYDMxBEMZ5hAfah40cSPDg/vjH9Ma9ZwBypcJElKbaek5/s4+Db/+TG7mF6cALwH5rGvxPE+BuaIB4YDTGH25Gy9VK1x4B3rgG++Li54l9DyduXikm90i6oa6i+izwGsYLUVaEkIz4TxagLUSMcbxeGIeNPxCE8Ufeu4GMzlT6/8IpO3qXT+3DAAAAAElFTkSuQmCC) 1 2, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur232669 0.66666666666667s linear infinite forwards;
}
