@keyframes rwdcur204493 {
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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:rwdcur204493 0.4s linear infinite forwards;
}
