@keyframes rwdcur141605 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur141605 0.5s linear infinite forwards;
}