@keyframes rwdcur16023 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 17 16, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 17 16, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 17 16, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
}
div.testarea{
animation:rwdcur16023 1s linear infinite forwards;
}
