@keyframes rwdcur31145 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 12 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 11, auto;}
}
div.testarea{
animation:rwdcur31145 0.8s linear infinite forwards;
}
