@keyframes rwdcur32396 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur32396 1.6s linear infinite forwards;
}
