@keyframes rwdcur16195 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
}
div.testarea{
animation:rwdcur16195 0.66666666666667s linear infinite forwards;
}
