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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur130081 1s linear infinite forwards;
}
