@keyframes rwdcur11133 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur11133 1.3333333333333s linear infinite forwards;
}
