@keyframes rwdcur189081 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 14, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur189081 1s linear infinite forwards;
}
