@keyframes rwdcur136909 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur136909 1s linear infinite forwards;
}
