@keyframes rwdcur223740 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 13, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 13, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur223740 1s linear infinite forwards;
}