@keyframes rwdcur96227 {
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:rwdcur96227 1.9s linear infinite forwards;
}
