@keyframes rwdcur40237 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe1XPW6DMBh9VDlAWdKpcyfUAYkhN8gtqgxM5Qy2z9BMGaKeoCs3yBApQ5UpczaW5gbuAAaD/dkmCZ36pCiAjd/7fvx9JuKQEhok45gSXES9+5m6YBD1hAnJAADJHACwv5yQneNaAIPA/vkH2eMLuKj6izBpLkItrs3nImrJXJgZTwYvcVH1F1XYrewCFlsvaU+AZBwgrFGCWq/opJ/f9vl52l1vDu0aOvaXUyfAK/FYdcQ6aYB78bGs/4uSnO8WoMgVcQgpJYQQ8aDf6K7pkSfz68l1EcfKeGx4QInIEN9GSKBnJAYeUMjOcd/6eyFP67WHAjiTxsDUyM4xOJOdB5SIyaxX2K1acmAQAqrqtSjK+nfrHA3WHPhL/AuIGDMDz0V0/0Q8VsDbK7DY9nLN3wtc0JNN1f2RsHoAaLyQp11Ho0iKkibXBe5WhvVAiAd8lrnG1ZilB3gFcCbBxaHrZKGCFAKsBxwhaIWI6Or4Aqit3xzIIucNAWcSXFkzVkjznqvCBu2C9kwYEgptjre0hwowhHw90fVe1Q1H4jkFqJOv8ziewF2gmoMpL0qvF8Z5gKqQ74031uOTlewF1IdHMAJDYAgISRwD6+VV1gOeEHi9YLMymXeNRy/jBNy9gILKAxtBnlq73mgBLrh2im8XDfELqLjgzkwhK94AAAAASUVORK5CYII=) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur40237 1.3333333333333s linear infinite forwards;
}