@keyframes rwdcur5372 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 25 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 25 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 25 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 25 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 25 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 25 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 25 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 25 4, auto;}
}
div.testarea{
animation:rwdcur5372 4s linear infinite forwards;
}
