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0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur2679 13s linear infinite forwards;
}
