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39.655172413793%,43.003448275862% {cursor:url(data:image/png;base64,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) 23 26, auto;}
43.103448275862%,46.451724137931% {cursor:url(data:image/png;base64,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) 23 26, auto;}
46.551724137931%,49.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
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}
div.testarea{
animation:rwdcur54430 1.9333333333333s linear infinite forwards;
}
