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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85%,86.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur259579 10s linear infinite forwards;
}