@keyframes rwdcur11132 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur11132 1.3333333333333s linear infinite forwards;
}
