@keyframes rwdcur21586 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 21, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 21, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe2SX0xbZRjGn/OnwKHllJauY0ehFJt9h0DDRkLWLQomxMg0KTPGBL3BCcsMXuqM0ZhdeGOy6JUxM4suuxETEwaSGC4gko4N0UTY2MYpbQpzbEA558A5nBZK21MvpmQZfxQT401/l9/3Ps/7fO/7AXny5MmTJ0+ePHn+Z6h/IxJF8a1TtdXn6IQirusKjCykaxp7QZKkb/brxexX0PFC86X3Gr0fryhLbsaQwdFAMpV0nXSkX+bKyiunF9SB/ywAIeSDjwLPvD9+6zc6l0punZcUWJACS/sLkw3RIiGlKMroP/XccwWEkEq73X6FZVnout7fat94l+H4p22b2q6au4o2P0WVf8bzfFsmk4GmaR3hcPj3fQcQRbHc6XRe6+zs9CUSCYRCIdTHJ/72RXOqCk1sQTAYRDweR29vb1RV1eckSVrcqZ7epTkNwCUIgi8SiWBkZASEEABAT5zFor8Vnq7zGKYrMExXwNN1Hov+VvTEWQAAIQR9fX2QZRmCIPgAuP703MaOf8D3yocmY3V2q8tLaKg7DK/Xi7GxMTWtq1P+AuOp0fsaBEFAMBhEIBBAJBLB0NAQGnPziJtFvyykKK65uZljWRajk1EUehq705ubDvlBbPDJXttWEDjzec7qcJtHm1ro0f4erN34+kuKomCa5iXTNH1vlsrf39AtmGVcqKqqejT2uTl4szIIo2EgXfkaTdNRmqbP5HI5lJzo7H627XVMhIbN+f5P3gmHwxd3DUAIOVJftD58sKbJmUrqmLkf+2Fk4nbb4zXHarxv+JmVr0qotC2ctT/SMRrWchZjKus8Oz4d+/bx+ueP1vUfrqgOFhbzWJoOqbdSxS2SJE1uWwEhpM5Nb5w/bks1dHiLUbo6g5nVJIFD+Mnlci3JspwBgAfy6lTC4RlI5Cx0joKRBTW3YFoH72RLz96UosN/+YmiWORyuU5U0Gufvlqi4GQ5C1le4BZTcHNl5XcVRYlvTSBQ433pCLtyudHBuo+TGnjqm2AoC7gzPojBhwZub9ouxkz+nCRJxk5/5klEUbRV0/oFf4Hx9ouCDbXHWmErO4R7N0MYC0/j15VMfDLjOP3z9OyPVG1t7SmeyV7xcVn+AM+jmHfCWnoA2Uwa2tI9aIkEHibSmE1ZvstkMqfD4fDGXs0JIUUsy172FqbbBasFdqsV9oMeMKwFidVlJHUVy7qO6Dqj61mmg2UY5qrVfQhcdTUKnE5Y7fat3TjFBmizs7DpOrhotN0wjOsAvtgrAEVRXRzHtdt8foDn4fR6t+6sADKaBk5VYY3F+EQ8fvUPIsqL1EG/n1oAAAAASUVORK5CYII=) 15 21, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhe2STUwcdRjGn50ZYGd3na3DFLYLdbMU+c9KSQVthK5SEyS2mkDVxlA9kIqJphxqNDYmHow3E9PUGDE1JBoSox4MH8b0ZkRaU/uRMCylnYEFSm2wLDPDzrDD7rIfeCkE+SoYEy/7S+bwn/d9n+eZ+b9Ajhw5cuTIkSPH/4zt3wyJovjGscqy9ylLE+OmhlgG8kWD+VSW5a//64DraG083DkILK19Pq8vSb1c82jnTvXonTQTQj74sHbfGfbKCADg5/p9GPXxqJiag29qniqosNeE7d6kpmmXtqu55RUQQh5xu91dDMPANM2+I+7EezTLlboWjQ37w2Yci6nFu8M2z1mO45rT6TQMw2hVFOXOjgOIoujhef5iW1tbuWVZGBgYwIHI4AO/6LauwxAb0NTUhEgkgu7u7rCu68/Isnxvo35qE3MKgOD1esvHxsbQ398PQsgDzZchhKC3txeqqsLr9ZYDEO5rbi8AuNJzzkDj8PiMBY7jEAwGIUmSPpmgrkbj8U2Nb+s6Iln7VUmS9GAwCI7jMD5jwRloHAZXem6jmXVLSAh5u/TI6Y/rXmq1TWsLuH6h60tJkq7Nzc2dvpOwyUHH/KtZ2r5hACoRxeVM8TuGYXw2NDSUDYVC1xzVxw8ePnEKls19MF8diWiadn31DLNWRFGU86VAx/J5ZGSkfVVZ6gn4X6+ita98fKFr9dyUrsWGM563ZFn+8f6rdgCoPYRTAGDNRShFUc6v9VsXoOHMt5nq+gbqUt/3+KPz3XVLeuXW5HdRQkLjs/F22pYVASCzRMnT2eIORVFubPhrADzdfAIAltZq/uNACHn8gD3+S3Ggnk8umBj9c+Kn/sEbzZuJbodnq/f3VewtaypwcJi5NaCHko4GWZal5frKDhBC9hdRiY/qXMmaVr8Du6KjGI0uEDzs/VUQhBlVVdM7MRZF0S4IwqG91Pwnrzyk4aiHgar+xd5Loogt9NzUNC2yEqA24H+hLk/tfrEw8+Tzj4nwVQXh4QX458dAx7WTqeySQBeW/Kaq6uI2zV1llHm2vkDreK0kD0889RyKfAGULMUgxKcD+an540zhnpt31eiYrbKy8hhHZ7rK2Qy3m+Pg4Hg4d+1GJp2CMTMFw7IwbaUwmcz7IZ1On1QUJbGVOSHEzjDMN/6CVIvXmQe30wl3sQ80kwcrOosFU8esaSIcp00zQ7cyNE33OIv2gC0rQz7Pw+l2r9wNL9bAmJyEyzTBhsMtsVjsdwBfbBXAZrO9ybJsi6u8CuA48H7/Ss0JIG0YYHUdzokJzopEev4GDNmIc06iSQYAAAAASUVORK5CYII=) 15 21, auto;}
}
div.testarea{
animation:rwdcur21586 0.66666666666667s linear infinite forwards;
}
