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7.2916666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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17.708333333333%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,19.691666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
19.791666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.833333333333%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,22.816666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.916666666667%,23.858333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.958333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,25.941666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.041666666667%,26.983333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.083333333333%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.166666666667%,30.108333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30.208333333333%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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33.333333333333%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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36.458333333333%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,38.441666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.541666666667%,39.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.583333333333%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur91065 9.6s linear infinite forwards;
}