@keyframes rwdcur132699 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
}
div.testarea{
animation:rwdcur132699 1.2s linear infinite forwards;
}
