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11 2, auto;}
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11 2, auto;}
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0.87463556851312%,1.0661807580175% {cursor:url(data:image/png;base64,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) 11 2, auto;}
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11 2, auto;}
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juzQUj2xY0RatidsyjnFBKA6zm3EFKIqwS+VJRb5oRi/zlhqf2fKH/Az6LaU/mToSXOocOrz8j+U6TntlRqbJixZeer0wvQHEyETcMxBgUgUgJg7j2XHr5Pzsz5S/j2V+KBT6Lf123tNlE6Jxxp/wNX/mncU4RpaG0huNrvStp+vfe+kpX6at49tf4Gv/f8N+RI0EdpipGagAAAABJRU5ErkJggg==) 11 2, auto;}
2.9154518950437%,99.9% 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11 2, auto;}
}
div.testarea{
animation:rwdcur122663 17.15s linear infinite forwards;
}
