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0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.828571428571% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.928571428571%,40.971428571429% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.071428571429%,46.328571428571% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.428571428571%,57.042857142857% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.142857142857%,69.542857142857% {cursor:url(data:image/png;base64,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) 1 1, auto;}
69.642857142857%,83.828571428571% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.928571428571%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur60954 0.93333333333333s linear infinite forwards;
}
