@keyframes rwdcur163019 {
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:rwdcur163019 0.66666666666667s linear infinite forwards;
}
