@keyframes rwdcur50112 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur50112 0.4s linear infinite forwards;
}
