@keyframes rwdcur78800 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 11, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGSklEQVRYhe2WW4xdVRnH/2utvffZt3Odc+txOjSdQgwhatQHbYyJ19T4YHgoBiSM0NAJQVKwLRTRHI8+KOCYECIPJbaTgMSkD774oAHBSAKkCsHalMlQpnM5nTk9c+bMnHP2fe+1lg9MY6cM5aAPvvSf7If9Ze3/98u3vv2tBVzXNjp69B775Mm6vvkq/8fnmiJXB44duy9XMPSv5iqFGmOMHrj3R089d3Lqi4qUzTVvsHH//Q2HfOCrD5XcLsc1AR47fMeXs/ny4fKO2pimarjjrgc/AwDPT0/9REg+Iwid63TWvNnZc8rS0nyGEGi5nDn3wguvL26TfNsc1wS467tfenjHJ8YOje7cVTCttKKoajBx9xF7E+K0hFh2Xbf57vnz0YWFuTEJfnMhn/UqldIfVFX7faFgNw8dejocJjkA0KsD6xutz622LuZaKytav9dXkjiyn5ue2rQjt0iJvZSQr1umtS+XzX0hbWeqI8WqXSyPlUql0V2aVqsBQL1eT31UcgBQrg5oujo66K2JOAzRW7uESnUUI+UqAODOiR+aAMzfHv+Fnc3mkXCuJDwRpWK5YKXsmybve+wvl33GKvpovX6w1Wgc94YGmJj4dE7GpNhZuIRVZ5G2dQODngPOJY4/83OkDB0Tdx8FCDUt2xaEUgpIYZp2gTG2FwCmTzz5sgSaBHJi9w03vjc9/etWkqCrSbmBWPR95jiTkw1vW4Csqu9OeKIk1FBYiiJkQLe3Bn3lIlKmgWK5srkTFIwp1DBMAKCKolBKSQYAKCV7AZpAiggEfUg5pzLMccEXhEqa3obfqj86Mb/yr7OLx//4prcFgFBqK4LOW7pRhKrqoAKRiNC6dBGEEBDKNgEARgmoqm62GQEhl/uJ6oQAEkQQCFNCmJxjNI6ijTgM277rtplgr6r+Sns/EGwBCGLe0RUyYxSNm5WIZ1IgcOIYrh9ibX0V9moWAMCTGJRSUPo+DSUEZHM40P/0PZUSehInWhRFGX/gFDe67ZrXu9QKQ3fBzeqF6r49ztYKxEGHWbYDTXospXoGSWlaFCsSAzjuBppLFwAAvufBsi0QSkEJBbnibxM8gRACcRzD9zy43oBGSahzzvUgcgt+MFAiz6kwli600nFrC8Ba2O2ns5k1aKRNCTNTNJ2jPZ+GCGgQOfAGPQDA6koTolyBaaehqioYYxCcAwD66+sIQg9xEiOMIjheHzEPkDItaPk01KxOeZSUZRiP5rtscQtAtaqLJJZ/UyjtMKaNm8Tay3myx4hoMUNS+nrgAwBmz7yJneOfRLGyA6ZpATJGHL0/e1aW5+G6A4Q8gFUuQbFSID5AfQ7DSkG38jrhZEyN6C5iJTPsSoDTp7v8jX8sNb/xre//s+ZjicaaNuj2zajnmUrEDSolO9vsYmdJgxASkgskYYj15QV0W0t448wCxvdkwRUCpqlIpQzoCYXFFaQciZxhiWK6QGv5qpZXM728kVv4wCACgEajIZ596KFO6PdeS5woon4kDCF1qmpFABSUoN9rQyYuHN1AzGPEPAEARCSGlRlBzsoDLQfqIEAhM4Li6DhUWw903epYarrJedKVjCbbAgBAM5PZQLv9tuuudcLYSTSmaQo1Pg8gl1PSCGUI3xsgChxwVQV0AwBgp23oDNCJgJlLJ5pQvJyZ7tcqNY9pqkcomxGJfFVS+nYgyfxHHhb7R6ELK//ZQmbHrc/+/dwRAHjw218RgcZpoMSQTEBlGjTNxDMn/wwA+OmPb40y6VySTxU80uNNLaFn8/nSO7adaaU0fVlwLCpJ0nz8pZecD63AZZ1qIvrODeKcLOs2gCM/239bW7f1QqSB9kmAQATQGEVGMcWTx+5Jjv7yhFbMF9sy5jOB586YqnkhCOPzcwvnZp3Be81HTrzmvFKvK38FxKlTp8TwV4vN8/1XBw68bFjGLWC04ItQ6cU+OPNg6TIqlqqdyYd/UwOAJx697YHY99/KWSOLglte0JwNnOdfDBqAuNJ0WAAJAE8cPDiuAN90I+/2kPufirifgUIiasZdK6ssj+2+6TwDe/3OyamnAOCB7+3LPv27P/WvZTw0QL1eZ43gB3yYxYff+po19eIZdxj/4SvwyOqQSzf1eGko/4+1Bf+FPk6PXdd1Xdf/R/8GRh3dezo2SzkAAAAASUVORK5CYII=) 15 11, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5UlEQVRYhe2WS2xUVRjH/+fc17nznmH6GkqD0kiCJho1JhLjwhVLWaAJKgWJIkGCkYfgI2OXxbAw3aEREiAxNnGjCxKIC0kIYjQopDQNLe0wbYfpTDuP+5r7OMcNIFPaTolRN/yTu7jn3O/7/8733ZxzgEdaRAcPvh05cSLL7ryKf/gsK7Jw4PDh3YmUzl5JdKQykiTRne98/OWpE8delIXIl616Zc+efoM8ELWkxGIeywJ8sn/ry/Fk+/72rkyPqqjYuu2DZwDg9Mljn3ERjHBCx0ulsjU6OiwfT3599V7gQNvCXHdX/3AA215/6VDX6p593WvWpkLhqCwritO340DkDsRlAT5tmmb+vdye9xfGZtmhdalUJL9v32BjJeYAQBcOzFcKz80WphKFmRm1Vq3JvudGTp08dicdeeqt69tfXcwcAPqdo2OqmskAQDab1VqZLwqgMqW7Xi3z3Nh1jI38genJCdSrVQDAm30fhjDQtnS2gTbs3n3kJgD0dLDubPbdUCuAphL19T2dEB75pTR5O2MZZkRjOjrXrMdjveuR6emBpjP07TgIfDS7JMDJb774SQB5AjFBQMYElQq+jzlViAo8XrMlw9i1q9+6GyLfHx9X2ON+4Ms+1WVJo2hIwFy1DDYzBS2kI93e0WpBoJRsBKgPwV0Q1CDEuCJhPODBJFdI3qrYheyRvomZq9dyx3/8zWoCIJRGZE4nwkxPQ1EYKIfLXRRuT4EQAkKllgAAZYQAAoQT8JAADwUBuj3XrXiNRtE2zaLEpQuKPVPcAjhNAI4XlJhMRvS0vkF2g5gGAsPzYNoNlOdnEZmNt7b/u6lUCDDf81XXdWN23UhX5ooZq3q70GiYk2acpTo39RrNFfCckhSOGFCFJWmKpRNNVV1PFqjDMCvI37rZEoAHPjjn8DwPtmXBtOrU9RssCALmuGbKduqyaxkdkhRNFaJeoQmg3JirReOxMlRSpEQKaTSaoFWbNuBQxzVg1astAWrz83AaFjzfQ8N1YVg1eIEDLRSGmoxCiTMauH67aHjdyTkp1wTQ2cm474mfZUpLkqSuC5HwxiDwe3WXpmNEY/OO3RJgZnoCpllHI3AQbm+DHNZAbIDaAfSwBhZOMhKQHsWla0nYH2kCGBy84QI3LmWz2csdlVu9nk/qVaPiUEtsiLi0UxBZbQUwVcxB0XUoqgIqCDQXULkGmB4SUYkn4jEWSyZ7iIMnSRR/PrARAUB/fz9XaLzEbXHRN9xz1Hav6Z6oxIXKWwG4xIMaCyGZbodSbkC5NYeURfBE9zqsTnQ5q1i8kFCi4xFFnwuxsC8vlSgfi1VQLF4xzXKp4Rm+KqmqTPXnASSWA4hEI2ASwAhHKBH1VS5biVC0lunIWJKqWIRKI9wXFwSlVxxBJloeFlu6wXg4+Wwq1rX5q1+HDwBYdicEgM8/3ezGogk/qaUsUg3yqk+vJZNt1yORWEFT2TQPkJN9Pz9w/ryxaAvu11Aeru/wYcHYuWXN75tLJ9NFRZCLjmV+SxR6ygm8ofHJ4e8vXjrz3Qvbd561c7nRH6anjaGhIb7yq8Xd8305AOBeFY4eeW2vZ9u/J8KrcjwIW05+1DFOn3P6gab/aKUAKzNfALH3jU3xwTNna8t9unKAlZo3Qzz8heS/1sO14N/L/0iP9Ej/n/4CbB9I8oWzG6kAAAAASUVORK5CYII=) 15 11, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur78800 4.1666666666667s linear infinite forwards;
}
