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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur61292 0.8s linear infinite forwards;
}
