@keyframes rwdcur134782 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur134782 1.3333333333333s linear infinite forwards;
}
