@keyframes rwdcur32409 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERUlEQVRYhbWXUWhTZxiGn6UlJCWMMovIGEHKqOeiLGK86F1H2WAM6UUYMhUmDCl0FyO590Yp5EIEb9pdrLa2RcwUelWQwcYcYQwpo5ra4YZlcY4iwpI0pk17zkleL845Ma0xbWnzwccJB06+53//73vPf8AJXy6X6wX8ddkO+Nxsafiq1eqvkmRZVvr+/ft9wLtACAjUgbQmTNP8RpKWlpbkxezs7ABwGOgEOnAUaQ2Ebds/SNLZs2c1NjZWgxgdHT0FhIEuHDVaA2Ga5nVJGhoaElCDqFarVjKZjAHdOGq0BmJjY+N7SRoeHhYgQOPj45KkSqViXb58+XRLIRoBbIPYvHjx4hctgyiXy9cbAQCanJxsPUQzgLa2thqEbdvllkA0A/Agpqen5frEWh2ENx3784mdADyImzdvSpJM03y5DaJjXxC7AfAgUqmUJGlzc3P13LlzAzg+8R6vHbN1AB7EnTt3JEn5fH4RMIAj7GMrdnwgFAoRjUaJRqMcP36cK1eu8ODBAzo7O3uvXbvWy9aXVnWvALuS7d69e4RCoS33crncn/F4/O+64u2AuVeAhgpcvXqV/v5+AEqlEjdu3ABgZWXlv+fPn2fn5+fnDh06NIyz4irgk/SZpFFJDyVZ7nVUUqwpwXYnTCaTkqRUKlXb+2PHjkmSCoXC/+FweAj4HOgDeiQdlbSo5rEo6eiOAJcuXao9Ydu2wuFwDeLu3buSpLm5uVvAJ8AJt/hLSUqn00okEopEIvL7/YpEIkokEkqn095fvmwIUSwWv5KkTCZTK768vPyLJI2MjNQABgcHJUnZbHYe+Bjo9VY+MzMjwzAaTo5hGJqZmakp0UgEv2VZv0vS2tra/O3bt7+emJgYkqQXL14oGAwKUH9/v9bX1yVJPT09A5Ji3soNw5AkRaPRt0J4Sti2/UZPtAMB9yh2GPgA6F5dXf1Nkqanp7WwsFBT58mTJz8CJ90GUyKREKBoNNoUIpFISJJM0/yObc3vjVAAx1A6ga7Jycm+SqWy5hXO5/OLmUxmCjjpyv9QkiKRSK2IB5HNZhWPx7cARCIRSZJlWUs0GH8PwjsRB4BQKpU68fjx42+npqZOAT04zvchcFTOqMnv928plM1maxD19/1+vyTnpIXz/mhoAT62GksHzgm5y92eI+61q5ECgOLxeFMFyuXyX67KO5pgvSod7vaE3N8d23tgp/R64NmzZ7fcBfm9Im8Lz+VsYKMuTTd/BojFYhiG0XQlhmEQiznN/+jRo/kd6u4qfAB79YFisbgM9FKnwL5iL05oWVb5woULMZwm3lUP7CoKhUJ3pVJ5/VnVIAqFwj/nz58/DXwEvE/dFLxzIBTQ/vTp0y+DweCnoVCoLxAIdJdKpX9XVlYyCwsLf5w5c+YnYB0oAEWghNNbBwZQP7ZeBnh9SNlwAby03fsHBuBB+Hjz896bJG96vOkC4BWRBw6U+sRyiQAAAABJRU5ErkJggg==) 2 3, auto;}
}
div.testarea{
animation:rwdcur32409 1.6s linear infinite forwards;
}
