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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur133617 1s linear infinite forwards;
}
