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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
38.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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88.333333333333%,94.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur99492 1s linear infinite forwards;
}