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0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur261290 0.93333333333333s linear infinite forwards;
}
