@keyframes rwdcur76916 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur76916 0.4s linear infinite forwards;
}
