@keyframes rwdcur239268 {
0%,5.6142857142857%,100% {cursor:url(data:image/png;base64,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) 10 9, auto;}
5.7142857142857%,11.328571428571% {cursor:url(data:image/png;base64,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) 10 9, auto;}
11.428571428571%,17.042857142857% {cursor:url(data:image/png;base64,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) 10 9, auto;}
17.142857142857%,22.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhc1XbY6rMAwc0LtQNeVGXbNHqnMlMuJG+P1IAvRjux/t0z5LtFKAzHg8dgTw3wYZv4jN8Bxhni9ImHmY5bgh9y/Ink6nMM9hHvvNg+bXa6B50PzlJMLMqxKxzzrM/UqdotirCQBAkIyICI+4AMwRQVtJXN1/MQmvGe+VMPPIG2jYMwqUzXOAdn8TMiLnyBGt/gEyfFWBN774anRAyYYEAIMAAEIaj90FB7MwErTyzHgcAQmWM5QEQFBKANThJ0EyzDzyLlOaXXYALXJEMWaOMMvlv168atufRHG+W+RcgHZGK/c9h+dYiXhsl+V4TTuWQZTD3bcOKP4I0gpwJbG/PL6vQn9vUVKXxhEACyEBZgRpAARJgFT9Ut9pPwJIC9gHhr6Kx4Yhw0nADEaW/ZvhQBTjsvAUICVIAM0AAWnsPjXkFxzLcDeY2boiAJIqblFJKUHA+lwjq3R8iHG3BJehLiXh7e2tSI+SMFt5avsJKuDcUSfw4Wz5kAAZwOXpJqWuH4Za+21zAUhJBZxWALW+VFQi8Sguhw0ZpGFZJsxzDym1Z8JogJW8W+3P5zPmuYeZVULlfoKASox0AEBKR0C3Q+pm4XQ6xTAM9aVmuHrvcMAwDBCK0imlCs66RggqtW/gXAWB7pjyrkFIC7NtUyghSbUNq/wq/8XxbYBjLRObH7S1qCBoHLEf1592QTsDWtZCmQsiYK2+lVFKwrJMGN7fixo7T6gSgBKU0tcJ7MM9x5aVYA28Zj5NGzi4CrOqg9qq+0PrC224xTgeu/F47JLSJu0efHjfVMG+I68n5zdK8CjcPaZpwjzPIA3u9TiXIGz6S21NbWKuuN9S4DpKlwAAUf25Zs21+MAyndvwvgB/moCUunnucTgsxZg7mZsS03RG37e2Hm8U//MMgQbV97Z2CSQkCcs07YjqJvMWT3mghbkHCzaWpQA/ynofL1AAWKYJE4C573Goa58BvzyMFvzN78lf/Zh9Jv4C1n1T/nMQzv4AAAAASUVORK5CYII=) 10 9, auto;}
22.857142857143%,28.471428571429% {cursor:url(data:image/png;base64,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) 10 9, auto;}
28.571428571429%,34.185714285714% {cursor:url(data:image/png;base64,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) 10 9, auto;}
34.285714285714%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRklEQVRYhe2W3W3bQBCEPzKpIl0IY3ZErFxGypDOLCNd0AOV4S7EPNyRFGVRP4aB5EHzQEKn5e3sz+wdPPHEE0/8Y1SPfiDFgAQIMAZICfDDe91FYHZY4OxUChTzupNxenmYxM+bFsqxTlEHyBBBjn5ECDsGnB4icct4OGWiCKQgYmlkwM5ZAOO0vZvEVUPFPhOwMUaIiABpWZVCQMpvgLTdck82Vg3ath3qpgGEThouO54JuDxOf9tgG29v90S99sfhcMApgT2Vfx+a6XhOu8Y+YX7jkkFpuOjgFoEciauUEslp6jhpjNY4JaKE7pPvxjoogoh3UKySWCWAR127KjrHnvveyZMMJ+dTI0LsNQtnv0fxfpHElRppKFtXMPdESEjCdn4XBjljCRBxiRjAhVmxmoG23SAFpYbD4XDIjmxSSqikXuOjlEkn8hjnpZRnBxqVNffFKoGu6yqFCGXtGzgee2zo+35pXNYUS3kusFifx/Z6D0BWARAh2s2Gum6mjU7aATvRvL7m8pzvMRvlLJzh7onVtu3QNK/jGQR46oW+73l7e1s6HeuOya2RR9n5bLh9FhR0XVd1XQeAIoZxOH0qxwJnyrkwmK6WYHXblKqUtlXf99R1w6GuFyUZNWCbY99nhZRynuPuDFxC13WVVA+bzZGc8OLaJk3a4+rh9KVLxDkUMeQGFBb0ux1NOUe2N86DL5XgE8olxZh+txtp3XQO35QBgIj9YHsSie+8mPz4LgLw8Rv94uPD2H++LbCHoCun3n+Lv4wVJEe/WR5iAAAAAElFTkSuQmCC) 10 9, auto;}
40%,62.757142857143% {cursor:url(data:image/png;base64,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) 10 9, auto;}
62.857142857143%,68.471428571429% {cursor:url(data:image/png;base64,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) 10 9, auto;}
68.571428571429%,77.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhe2W3W3jMBCEP+muoWCjKtJGsHIZly7MhctIF8xAVRzchXkPFGXlR/bFebh7yMAgJJLmDGZ/KPjGN77xjVtgVlYvZXvjdfy8hdwwSC8FCQyQimLsbhFw9U/mXszS/KY6ShgOPvMbKEBj92kR1wWYFbD6W4SAe5NTRYRAEXzWiashkACishl4Sk3PG6V1ME9FEij+Ssj2JrPi5siav8wuOIZhvhJJ3dLmJIixxuRmAe6p1ACDuyPNhtsyYNbIhbm17dU1QcR41YnNEEgBAfhsttnyqHmQVAvBDWcxCQwihJnRdG+hv7RYszuICEyxzDcShbD5vfG0cIDAHE+l4L7ZKzYFSOrmUzspiDp3Xh+jMrc4cA6HFHhy3Ks694T5y4ciNgWYWTEzgCKpO+VMzIdrdiC5Yy0sYq5F4cmXKrHzgVh6L+KiA3d3J8wcsDJN00KkMXD3haCKEDnvl2RcyK2uL3Oeyrp9X8yBaZowNx4f7wA4nTIS5FN+tzfv90z9gL3vEM2AVec677mchFIXY61lc6cfBjDo+4FY5UN7fkn+qkMtVbFwt2Q5l+an2qanVC+iegHRnvf7Pbvdjjlnaphg1Rdqbmhe1K0C1jD34mbknJn6npeUXq03Yq3U1A79ujteDMElKKLLOdP3A6bXJQqtG1ZyIU45f3hRff57YIXD4dCZT+Xt1aS5GzV3EBx0+NDtH18RAHDU8enh4e5XN38KHI9HQs/8zplhtwPB8/PTZqi/5EDDNPX0AyCRcy3RYdgx3t9fzbGbc2ANKTpEtXyqR47jdXL4QhW8xfLlhOo98i9gtn3r/bf4Ax/pQ7YyiF1qAAAAAElFTkSuQmCC) 10 9, auto;}
77.142857142857%,85.614285714286% {cursor:url(data:image/png;base64,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) 10 9, auto;}
85.714285714286%,94.185714285714% {cursor:url(data:image/png;base64,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) 10 9, auto;}
94.285714285714%,99.9% {cursor:url(data:image/png;base64,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) 10 9, auto;}
}
div.testarea{
animation:rwdcur239268 0.58333333333333s linear infinite forwards;
}
