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0.11970074812968%,0.039650872817955% {cursor:url(data:image/png;base64,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) 13 2, auto;}
0.13965087281796%,0.059600997506234% {cursor:url(data:image/png;base64,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) 13 2, auto;}
0.15960099750623%,0.079551122194514% {cursor:url(data:image/png;base64,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) 13 2, auto;}
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}
div.testarea{
animation:rwdcur195567 167.08333333333s linear infinite forwards;
}
