@keyframes rwdcur29126 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur29126 0.4s linear infinite forwards;
}
