@keyframes rwdcur79824 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur79824 1.3333333333333s linear infinite forwards;
}
