@keyframes rwdcur61187 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 20 20, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 20 20, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 20 20, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVUlEQVRoge3YX28cZxUG8N+8OzuebDabretajuW2SSgBWlohgXpdhNTPBV+HC74C4Q4hUbXIQahCIbiuE4xZNpvNeDw7Oy8XO/nTJm26jreRkB9ptHvxas55zp/nvGc4xzleCsnKLUSh/deswlp69q98CgvnBx5IHStFJeqzJLLaDEQDU2/pGOiYmhu7YOyW0nvq9tRLZWbVBK566F0dO4JGNBLsmzs0V6pVLitQSTSnMdE5Y5efIEpxXeMa3sENvC16Q3BJ1+u6LpqJUieY+4O4rJnVZSBKzfzC3AcS70u8gwGmoiOJiegL0SeiXRccSlTLmlllEw80jiQOdYw0aom+aEN0FZVoT0eJQ4xF1bIhXSWBsTUFbYF09ESpaEdiHakE0TWNXaU9lxQs1wurI7BoylK0Z81UqdBxX+LnFv0w1MgwFAx15AheCYFdmYGgL/MarROLer6p8pF7cmOzx2WSiq4LAvoS6zr6vpDyWF6/JwLROvroIVUhU6H0pUZH6aapj0x17ZrJRK+3/bAuMRBd0djwpnstwe+cheUIHMtdULaOB2yrbEr0dfXUUkGjVokK/5YJSqk9N438UiH6q7kdtS2JgFrQEw2QY2qJMlqOQN7eayKO7UjtqG2K1gV9SZuFRuGhkUM7GocymeBzv3eEsdqngnVRIcpR6ehZZDF8o/2XJpAoQGFb17YT2x66IfqRxIZcT5Splf4lt2bPsdc0pi46kpugsObQzK5ELRqoTTFVC3LpMnK6fA9EfSeGEkPHdtTe1/WBE5s6go6gkrmkUliMyos+MxQkrb3ESLSnliHXMVE4cOzAlTZI3xHLE5jq6eur9Q3kHtgWbEn11a22ryGRatxwxZ9sONRoTL5S2wdSQWqEwnD5Kbw8gUXj5mYyQabrgoFMJdORStszAalg05FUI+ipZDLZU2+rJG6LXupCcxoZDY+f0KpOt3X8kSONRlelo0aupqX8BMnXfk+JZZu4UWikGjQKtZlcIpchakTMLcZYVy0Yy9Q8fs4Uz5es3wqiddG7op+1Ure4YS7mQOlY40tb7tpQqszUGo26nQOVqbHCzH2lEpWDs93GeDoDUaqwKbWlsaGQyxRS+0+dSx3IjfXct6HUyO1K/VRHcNFUkCqlZo6c+JvKxBUTjGy3Q3AlBMh0DARbmnYNjEq1vlTjrn3UZiqlSqUyN1U7MvNHl+1jqCPI1R4qRP+wZt+xI11TiabtlVNtXy8iUFpTqmUSm3gTQTRUq2yZ+LMjF01lDiXu6KgFd/3EHXN9UYZaT61RmhsL9l1y+HgInqHzXyfAVCFXSHSwrrEusa7WmBl729TvlD400ndbbWJDaqbSlatbKZ2p9E0x8h9jiclZOv18Aov0FgpjXQ88in6jL5iKDmSOfGzPHVNbahNTW4IZujJzqVojqnWNUNk43YBangDcUvmBI9E9iYmAaIjrmOgqXZHq2/NflX8a+RCL22OwJril8V7r9CPFibLT7LvLE1gYHqvds9hTS9EGttEIUtHAZX+xYc8Pjf1a4TffUtdRpjnbun8az6pylKvcEH0s+JXox6Je24SHgr9LfCba1bgjcw/Tr0T4Ja8Hy+B5k7hSG+m4LbqGQatKmcRQ4y2Jqo3qYiFZLCGvBM8SWDTzWOVzc/32s8dViyU8b53PJS6bGyA8U9/fU/T55rtQIbPnRK1xiB2JTdEbyEWl4L6odPzqos+3xSoKDuQG+roGQjsXGkOJXGKqceCCTx8PqVeAFyc7trd7MvSU+oIemJvo2Vuphy/ActX6hExq0cDVqvR99Vj6O/I5znGOc5zjHOf4/8P/ALQDI8C90Kn5AAAAAElFTkSuQmCC) 20 20, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 20 20, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 20 20, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 20 20, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 20 20, auto;}
}
div.testarea{
animation:rwdcur61187 0.53333333333333s linear infinite forwards;
}
