@keyframes rwdcur52320 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGu0lEQVRYhe2WSXNU1xXHf3d4Q09SC2RJCGzEECAhzBjjgZQgcaXK3maTKn+WVK+yy94pPkUWWYSkKDtxQhxbNiUJyokxNJITgQRIQt2v33CHLN5rASlwJYvsOFVd/V69c+/5n/8ZBd8hvjNTB/YABmgD56tPq8DNp1Q3gAeVngNGgB3fcbUBHohON9UvMCyBEDgO1AFZ/b69vXnmN/tH535aqcrKWAjEQA6kQO/T+5fuKOEAEIAHnJecm7y6F0gqPbTvzIQVagfo6kJdeXwEmAAatzfP/CK1Ec2gD3C6ukBWhh9Xzxpo/u3+xbV88Qtqx05SUzmsLJQApk4Mve+JTheqA0MWmpXRvHqfBt4Ajmzmr842i0Wi+BCRSgFery7qArcr8PGXaz9aUMIT3P2Y5qk3KZwlv7tAuPcYdnkBKTwVo27I9tB4SBmzIfVt4OfAfmpytuWWIQoQuo9xIZQ5MAksASw+fPtGqAzt5HO09vRadUbSLxgMJOu5xNxaRIcQSQNlTv2rcmDb4MhTz3XgJBCvZzOXkkcCqaHeiBgL7w8ZyIEp4NTNR2/OsTJPIA2jk1PsmBhlx06DrR8iHt9P++ARdhz5HrsPT9Mqw7cfmPKdmW0G2lWcZYWqDoSryeEPdH4b15jA2E2sD5EYAplCmZy95W9rH8T5PCMHdhHrFWK9QW6beA+j8UOMC2jVNlDC4Lwi8hJgvLL5TAhGgEOUpdR7ODj4q7C4DbVpBibCDtbw0TgCUNKw+iCetRZaLcNIq8DzT6TMENqD9yjlEcLhhcY6kGYFF0xTuBjg1f9MwkPAu8BrwCUE4zsv3MN+png4iNnMRwj094ldhkruksYHKKJXaOqMmvwaISV4Q2Gb5HmNQGZo3advxsBZAmnp9TRFYwxZluVy5eg2gIOUJXWa2dFx1gtYylCiQJRZS7/bJQs9ggA1WUdLg3WKQS6ROkbKAikMW9kYxinStTsUIw2a0YBAW4wVeAQDEwN8RVm2DJNwA9Dr6b6DzPdBCrAO62MyGwFgp06wtS7ZWElITUhmIjIb8lj+gMw0MDYiKdokq0toadGThwm2bmA3viG1MYH2hP2vkI9uUpWt9p0ZDSB8Z+a9bzbP/ramE5Rw1PUWxocYp1kbjBOpgn4Rk5iIfHGO2rFTRMoQqpxAGrR0RDIlcyVYJRzOC5SwKGmIVIp1Gus1WyvLHDzQfxu4VVVSqn527P1/OC9xXpHamI1sJ33ToF808F4QqRwQCAF6YhohBSAo7syjxqZwXrGZNxmYmEZ/nqjRJJAFDkmsU5SwOBTOS4LmGK1wbRHYrMLu5canf15KTUhmQxJTY6uI6OUxAxNivcR6iRSOhh7QjrZohz2UtLi9Z1HC4T2kttSV7QM4J4lUQihzJBYhLIHMUcIiyiSsU3bdCSCU77zH0dMTH9cepC08goYuO7EHEhNxL9lB39TLhBEe50Hf/xJ3aw7w+Ps3tmnvmzoeUWa3zBHCI7FIYZHCoYUdNjE3bHpadLo9AN/5XWP+wTt98CjpSEyI9wIpSziNIEFJA70leruPkoy3SIzF9gX9b6+jj54ltwGPfQtVGXQI2uEmShZESmOqPOHJLAglTyQ/Pv7JBecFxim8Lz0R3hEIA0AkU8KRSfaPzv3y7MRH758Y/9OBYs/reA/J1as8yhokJuJR1sZ6SSAzrA8pbI1AbZGY0WHlDRug2QYgOl0D/PX4+CeNzJbfhSjrFwEeQd+0SEwTYK2KY/uNyav7gh+eJbr4E9Jrn/Pw2gKpDUltjdzWSIo2qW3xONuDcZqqAobSe5oBRKdrRKebXJi+0gDw3uOBwurh4eH/sJPFgHtr1x9aAOH5c4jKRecFuQ3xQGZjtvI2j/ORbbarO/JnADwl7gkIQWoD+kWNflHHlQPltYqBHmVXcxemr0QAKvLY5et4L3BIZJl4DEyNogS/SjmOe0D6IgA5wBCE9ZLE1lDCosuZ3qi8X+LJApNfvPyhqJ88jTOw9fV1BibiQfoK69kYocppBgmUe0cP2BCd7vMBiE7XUS0MF6avNJwXZDYgtRH9og7wGeVS2qyOpKLTxXdmODd5dR97z6D3nSdfuknh9HYvqdhLKKdhThWu50qlkA7D4bxgYGMyG0AZvxRYFZ1uUgGmGrHmzMRHBzIXIPccxy4vANAv6vRK8Ders6WdFwF4nvjODH9Zede/tev3uynX6vw5Om2eLBzh3Ors34vFPyKPzjIwAbOXf/2Mzf8JwH8LknLrGYaHa/d+fCe3Go/g4uUP/78AngKiKduteR5TL+WlvJSh/BvA0R/uxLyiYwAAAABJRU5ErkJggg==) 0 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 11, auto;}
}
div.testarea{
animation:rwdcur52320 2.6666666666667s linear infinite forwards;
}
