@keyframes rwdcur729 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur729 1s linear infinite forwards;
}
