@keyframes rwdcur72540 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhcXXXWgUVxTA8f+9M8l+OtnPbBKraWnVdAxJqAQJFVOrdVuw6j4IjfhQRSx9KPatQiip0Kemb75o6UsRGmopsYEi+iLjJjZYbDASK0aMgtEl2dZus5tN5mOnDzHSorXm0wMXhjNzuD/uPczloqryJ6APiPE8QghcwAWGngtCCFwhxCNEZWV0WRFCSuGGwxpNTa9x584Ifr/vWjDoa7148dfssgC8XtVdt24tGzbU09i4gZs3f6NQKFyzrFLryZM/LDlCiUSin9XXr2Xv3l1EIgG2bUsipR33+Tw7GhtfPfXzzwOTSwmQmuajpiaBx+PBth36+3vZtOlNqqsTeiwWMQ4ffn9Je0JqmkYiEeXBgxyp1CFx8OAnorv7ewqFScrKynRFUY0DB/YsGUJGo2FisQj5fOFR8siRL0Qu9xe2bWNZlu44JaOtbeeSIKSm+fF6Pf8CALS3fylu376LaVo4jqODa+zbt3vREVJRVKanp8lkHm/4Eye+FZlMFp/PSyAQ0P1+v3Ho0N5FRUiAfH6SsbHx2dxu4Aow3dDAlZaN51J+f5Bk8h0qK2N6RcWKRUXIUqmE45SwbYcPP2A30A00AOXJ7TQ0NdH98Udfp8bH77Nnz3tUVyf0eDxq7N+/OI2pCiHw+TyEQhpvbOZoYxNYJlRVQV0dvPIyeAMcHRm5hRA2W7e+xblzZ3XTNI22tp2tXV09C/pZqVJK/H4fkUiIt5PUqSqUeR/7rq6z8ysBcPz45+7GjS2k0+f1YnHKSKWSrd3dZ+eNkFIKvF4vmhbEF+T6EyYHuD77MDQ0TH9/mvr6JuLxsF5VFTd27Ng67+2Qrgvl5SplZSpAx8M04H04FEB8Oltw7Ng3YmDgGn19F6itXUMopOnxeMTYvn3zvBDScRxse2YIwWkQKQgMQtgEbRDUXUK4Pf8s6urqEVevDpNOX6C6+kUikZAei4WNLVta5oyQpmkzOVmkUJg5c4RwTwsx0SjEfY8QY41CTPc8qfDMmfPixo0RensvUFn5AuGwpmta0GhubpgTQlqWzcTEJLlcfq540ulLYnT0PgMDl6ipeYlEIqoHg35j/fo1z4yQpmkyMZEnl5uYMwCgr++yGB0dY3DwMjU1tVRVVeoVFZqh62ufCSFN06JQmHy0BfOJdPoXcfduht7ePlatWoOUil4q2UZt7cr/RUjbtikWixSLxXkDYGYl7t3LcOrUd7S0tJLLFfRC4XcjGg08FaGapsnUlIllOQsChMNed3j4Frbt0tnZOZvWgR+B1/+rTpqmjWVZCCEWBMjlphFCEgoFCQZ9KIqcffXn0+pU0zRxnBLl5eqCAKWSK0zTxjTn1syyWJyiWJxa8ArMN2SxWCCb/YN8fqYJm5sb3GUFZLM5MplxstmZAy2ZfJfVq2uWFeF6PIq7cmXC7ejocL1e1VUUORSN+pftiuYCbnt7u6so0pVSDAmxvJdUV1UVt6Ii4IbDK4YCAd+yTv4357Wl2ZhkCZIAAAAASUVORK5CYII=) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur72540 0.83333333333333s linear infinite forwards;
}
