@keyframes rwdcur111389 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAUlEQVRogc2YsUoDQRCGv8QgKSQRsZCUYikSLFJLahHLlCLWKcRC7ETEIoWE4MPkqeTs9Wxuw7nJ5W5nZs/7quSyO/P/M7ebu20RTiqYE0IrZHCnrkQViF2YFaeRkqVZ7FpIsTVhHa+UK+OEKXBpGK+UNnZVc3HaBrGCmGJnYGoQJ5ge+i64+XsmigQs0BuYG2kRcYLewLGRFpUIiYnat84ixsgNjI21iAmtZmOq77gj3MBtJC0iulSvqhvXjapIwBvVDbxG1iJiQHUDg8haxJTdRo1bvD4jyg2MatIipqjKja++Y0KxgUnNWkR0WK+2+655B6+VJ9YNPP6TFhGHQJqQpAmJq/5BjESxXuM2iY1iIBZL1juw/GdNlVk9F3kGUmDXOlmMW2gGkJCsLuQ+z6yTWR8PQrb75A0A9OlHyWnZgR7ZM74v3rt2Y5gzzgHtJgMQpwuWHTiHYvHeb0OrpJYGFgFjP6ySWrVyH/iE7R2AP7dRH/jSJrbqwBzKxXtjTE7krDqwdfH6WC5miw48QHXx3th7bXKLDgRV32HVBW0HxhAu3ptzoRGgNfCunK+OoTEwAM40yTOGwJF0ssbAAmS3jyM3V/zHJl1AbeDbEyEit5h3gB+JEAkvoBfvxXiWzJd2QLR1FqHZUsVrwEq8F+vaLOgWYh0RiuJqTsoacc75CwAyqQDmtVCvAAAAAElFTkSuQmCC) 23 23, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur111389 10.666666666667s linear infinite forwards;
}
