@keyframes rwdcur240906 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
12.5%,20.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20.833333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
29.166666666667%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,70.733333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70.833333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
79.166666666667%,87.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur240906 2.4s linear infinite forwards;
}
