@keyframes rwdcur230440 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur230440 1s linear infinite forwards;
}
