@keyframes rwdcur183635 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur183635 2s linear infinite forwards;
}