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7.4074074074074%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.111111111111%,14.714814814815% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.814814814815%,18.418518518519% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur235363 4.5s linear infinite forwards;
}