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6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur176459 1s linear infinite forwards;
}