@keyframes rwdcur228115 {
0%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYheWWMWvCQBiGnzuyluIuLXQpunQr1N0fIE7+i0I3f4CzOHYuOIj0B3QUHOrUJcGlYMhUClJcw12H5NIYEpqzxgx9l4T79Hvf7/3u7ovQWmsKIIQQRbFjwYmJcoNaa121CMe8PH58AuC+vQMw7t5WyZtA5i2Ou7dorU/XAtiv/FTkkHHg1ORAtNEAHb8WnojKRdRGXjcO7nXWsUP3jfWfDHGWz+ixFeL8/pN9cpO/MVkl67vNOhFke3uWFmDIG5MV28UzANvFMzLwokQPT5xdXiOEsBJh5QBE1crA42vq0RgMgR67zRq1nLOjb5su/yrOIl196LucD4bITp+v6ShxQzVbQNQa40KZ3FYOmOqhR+i7NAbDpHoJhMDOJqGtgKyQ7QJk4KGaLZyLNsp3rXOVaoGBWs6RnT5hTJQmD303edqglANCCJE+ghI4j+2XsTCnE2/A2chqoFm3QDVbsf3R5pOBh4zJ1XJum668gLQLCpB3P4KU78JsBGA9zmu/imsfRv8TtX4AZT8BrS6iY5ALIbh/eU3WTiYgjxwOnAV/IW/fXO3FKnegqHKDys9ueobkxKoXYEQUxb4BwGELUHGDRxkAAAAASUVORK5CYII=) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur228115 0.8s linear infinite forwards;
}
