@keyframes rwdcur4063 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur4063 1s linear infinite forwards;
}