@keyframes rwdcur153514 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur153514 1s linear infinite forwards;
}