@keyframes rwdcur251242 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 32 32, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAABvFBMVEUAAAAAAAAAAAAAAABkCwsAAAAAAAAAAACYERAAAAAAAAB2DQxCvUEdJysmMjg6nz4vbDomMjgmMjgmMjh5LDFCvUEaIiZoLjOZJysgKi8mMjgiKVM0QHaRJSkTGRy6UBqxsbI8imJDdY82bGFHkZBmhmqgxaFiZWc+TY5WhcotOF3l8uUaIyc3Q4kyPnWBgoIyhTeCg4QmLlaoY2WbnJxRYslIeaBMlKGcnZ5udbGZlCrg2DBsKCxWaNVRl7BMW7s2Q3muqS2BfzVbbuEuOHKupyXFPBjdt7HFHBzBuzeUNVpjUp/g2TaaljHHk4LRyzfu5jahfzJvcTNzQnhXadZOX72alzf78ja7qjVTZMpJWa+6ICGoXy1eXCJaljaBKzDsxMR/ehs/TJwXHiIugy0gKi+oi2HWYF/U1dWhbB2hJinV1dWDhYfbgoLmsbGFk4iJvYqdn6Dk5OWjhYZvjC2uIyby+fKIs4nW5NbV1dbRyS2vrIO9sLCnEQlZCQXy8vKQEA96DAeFDgySDwifEhHFFhWtExKwsLDj4+PU1NRpDAteXl6bm5vDw8P///+BgYG6FRTQFxYAAAB+Dg2c2ifHAAAAG3RSTlMAOFQcjePHq+Nwjcc4x6ur4zhUHMdwx43jq3CpST35AAAACXBIWXMAAA9hAAAPYQGoP6dpAAAD3klEQVRYhe2X65vTRBSHm9QmJGq1C4rX9a4BKd5A8bJWmaq4RWRpsyUtULZQF1eLCgZpUQq4u226abIz/Yc9M2nTdNuZ7uPDBz7s79OZSc7bOZeZSWOxPe1pT4+iJDk+GsTlUPGY1O/3HwtmJYF/gijq4LmkKiSUou7DGG9rbDbBJ+i+13O3iC5JsrLl9rxQvT6m6hI66+tcAHHg5Y7jJxKk3fEi6m0zwCabdYgYQBlj3iCXuW9ssue7AEyIAtb/fdD1Ae76/xdwv4vXSXcdLG4WuYBOH5LQ3cD43iYNZh+PQBynxUH0XJcB7tJ0bspcAHcNoDaEcPefvgigkB7fn65ia7svDEEmIv9BMkEqL4kzAayhNh7n+ceU9gyA9zfsqa7CBYhSOBKnEyVVVYnvurPcXehEeHVnGmVdG6zAZftgsh9abHUdd7ACTR8vZXCQhCH0iL8T4IclDkKIT+uFEOCSiXoQ4o4Bpkr3dwMQHCgybIbgKHA7w8iH2egE/h3HIbxGpq3sO+NnyZ1m887YBJxXhNMHkqbGNH9H9icAXsvXYqo2ZTNIbJJmwY0sojW2wWkYLAPSNEKASUwWMCpfdKgH65gF4P72wB9amrQbt/+KLPzWrWEEbaJKTwgJ7Jn8pP2nfXPofuOP338LLHdLkZNPPZ0SxwCas6/XMf7VYfplrf4zvnkNqk+Ivv/A6k94LSV2fwYA4I9r4HGVkFr9Osb2FUKqV5srz9qXVzFOCrxTlUuVgxcvgH+5ZIF9vrhMjzDbLOTPnVs6+6NNRwJA6rn6GVz+4XSlUslZi9T+/vQauOQL+VPffXtq6ewSDEQhQPTwxnLxmyxCJrNPNr+u1b5CqEIHlWLxZC0pSsEcW+JykWS+BAAeZCKzAAAcAJpEE2bwedu2v/j8M4g+9+kJsPMIFcxPPkbHj31k24sfrqx8cPv990RlVBuNxrWLF2j0J7yjpllAKA9NUUp7x0zTSpMjtEO4twKV673rNVj0h9MIHULIWL1Mq5A+TgdXWIeIyhh75+23bjRY9AYy3nzDAsAqBaDS66+VAFAXlzHotFeP0OgLeWpbpTK4LFq58plXyrn5l2mHvMAHzLFOq1VNiN5ktoFy0BQWlBF+u1Kdh8FBQQBBGWsZhNCgjAYKFJQxA1eKsIz7D9BOm2eAQp7a1gCQg0jKuQz/QB8qmUymSDWToc1jGIa1kM0uMELJOPxSpjobQMW+TbNppmxopV+k07sDRO/osdtWcCc9VED0M6PlR28KwZ0UVVwZfWr5uj46pXtKfLY3lTb6zk9IcFOEEm/liEb/NCT6JyTUtHf/A0uwOThJU1CHAAAAAElFTkSuQmCC) 32 32, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
}
div.testarea{
animation:rwdcur251242 1s linear infinite forwards;
}