@keyframes rwdcur27138 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
}
div.testarea{
animation:rwdcur27138 0.33333333333333s linear infinite forwards;
}
