@keyframes rwdcur43061 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 10 4, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 10 4, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 10 4, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzUlEQVRYhe1WWbKjMAxszcXgaOZm8sn6fXiTZQcwJH+jqhSKodRt7cALCQEkQQIEgPJcEXlDgADBbMU8Re7b/feGgAACAaJqPYtRQTTPWA99XTzI7KmqVQ/hHRG6PwOAqiZwq594Y5UQLYkBoP7YdPPOEn3sAZKVBOFvx45IIWi9Ur5V1UckWCSgN/bRA2dkkHJipQypOdu3bQNEMCvBKkKAMjkv1lavb9w8u9GnW3rPdN+t0Ehdj10yjXkwqwD2RNz39wl4Y7DZzo/JOPOCJbHcCVPXY4s7cqyz2gU9qzFq0qWlXIya2vYCdq5CB1L+C1JAOpM07zB9PpsFUgyL42OJjeBldlgSzwh0GNJaU8emhUUEIuUgv4qqld9tWJKIMQIAtn1vwJWEQTDolkgyBNbRvUqgl/P4nu0IhcSjEBQvtMRrWX+E0IEfIVRwv0EtRqDNgr7m83yYjFbfaGYjed0DAnNDqd7Ydx0AhtWshMLQehACqYYO5MFkAKo6abOF0MrOaKVbSOx5mQ9+TjwBuSIwSHC54IlcrV2v1nJLrm/TRp2UoJVXa/lUpA0fAeQq3t/yAOC9IPfq/PseSFxwhN9YvkYGGH5QAf/lZ/IH2uOg/TstCnoAAAAASUVORK5CYII=) 10 4, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 10 4, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 4, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYhe1XW5KDMAyT9+TuzdKTaT/ycoxDmwCzP6sZBhKIJWTHtMAFqIIkSIznKzGXYIlTSgchqg+LIQuxc8GLeVQA0ckjF+5MyyFIIwkIZy7Yulli17wgJJvVgJ0DjGObzpAk1ZEdaoDsrhhx3rkaY1lAju/IJqlo4iauLTmg6mw2xzgfO/CpNj4LGAg4vmHkwETM9s5Qm4JmvSFAkJrIoc38BwIyZmnpIqzIa70hoD+p/kBM3Q17RWgE5NzX2Gdv7e4Htv8sCHCQcgA9bhmLjGMwX7J3T7gnvgFJQyQEKC1wni5zjVTyPekr7BhYcMBp6dpZiIEiqFwXchFIJfPkFwTkYO93KgPpJ2JwxeZ9ELMKHVqx3wG+AR3b9CzuhgNi3pKoBfZOqd22F3V+1nj2ilDEFJWJ24rOFWg552Ujlh2QQg4Ar/lTRTK6O3uZH0ANbFTfIaOv3k2/DcMAMwH+azkLeoMxWRzDWkC49y32+8AJXmr2/Ak5cJ8DQODCN03nEQeA7MJfoO6U5/4N/eNu/AICo1MV0nUjXgAAAABJRU5ErkJggg==) 10 4, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 10 4, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 10 4, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 10 4, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 10 4, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 10 4, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 4, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
}
div.testarea{
animation:rwdcur43061 2.6666666666667s linear infinite forwards;
}
