@keyframes rwdcur104526 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 16 19, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 19, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 19, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 19, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
}
div.testarea{
animation:rwdcur104526 1.4s linear infinite forwards;
}