@keyframes rwdcur79991 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur79991 0.66666666666667s linear infinite forwards;
}
