@keyframes rwdcur76918 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 4, auto;}
}
div.testarea{
animation:rwdcur76918 0.4s linear infinite forwards;
}
