@keyframes rwdcur113658 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur113658 0.8s linear infinite forwards;
}
