@keyframes rwdcur115353 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 1, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 1, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur115353 1.2s linear infinite forwards;
}
