@keyframes rwdcur235533 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur235533 0.93333333333333s linear infinite forwards;
}
