@keyframes rwdcur96228 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 11 9, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 9, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 9, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 9, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
}
div.testarea{
animation:rwdcur96228 1.9s linear infinite forwards;
}
