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9.0909090909091%,12.021212121212% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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18.181818181818%,21.112121212121% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.212121212121%,24.142424242424% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24.242424242424%,27.172727272727% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.272727272727%,30.20303030303% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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33.333333333333%,36.263636363636% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36.363636363636%,39.293939393939% {cursor:url(data:image/png;base64,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) 1 1, auto;}
39.393939393939%,42.324242424242% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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96.969696969697%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur34087 5.5s linear infinite forwards;
}
