@keyframes rwdcur74649 {
0%,13.233333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAMElEQVRYhe3TMQ0AIBAEwSto0IJFlGEAW++B5hMyo2CbTQCa3J3R3QAfOWtaCgB4VsCKAjrUMU2fAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur74649 1.25s linear infinite forwards;
}