@keyframes rwdcur15625 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 16 28, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 28, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 28, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 28, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 28, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 28, auto;}
}
div.testarea{
animation:rwdcur15625 1s linear infinite forwards;
}