@keyframes rwdcur193155 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur193155 1.3333333333333s linear infinite forwards;
}
