@keyframes rwdcur32394 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur32394 1.3333333333333s linear infinite forwards;
}
