@keyframes rwdcur112299 {
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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:rwdcur112299 1s linear infinite forwards;
}
