@keyframes rwdcur184221 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur184221 2s linear infinite forwards;
}
