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15.151515151515%,18.081818181818% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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21.212121212121%,24.142424242424% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24.242424242424%,27.172727272727% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur39329 5.5s linear infinite forwards;
}
