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76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 24 23, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 24 23, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
}
div.testarea{
animation:rwdcur77736 1.3s linear infinite forwards;
}
