@keyframes rwdcur105502 {
0%,7.9%,100% {cursor:url(data:image/png;base64,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) 17 21, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
12%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHIklEQVRYhc2VW3AT1xnH/2d3tdKuZVmyJfkiWRYYEwLGY6CkaYfJkDbpdCjp0CYtTtNpTdKHtg+lTJ7STCYPHV460/Qy0/JE7M4AYy7lYpoQEpqGFloM2MIQAhhzsRzdZVl3rbRnz+mDMDEFjJvQTP9Pe3a//X+/8+13viW4jw7t2dNT3+BsCQWDO3o29cbvF/c/074dO7uTiQSPhsP60cHDvZ87wEBfv3AhcO7nVKe8rGn65YsX3xvo65c/d4jAmTM//TgYLDDG+MT168OHdu9pepg5pNmLwb37ftDs8XwVAAr5/N+iodCJFatX/3Ggr3/XE08/daHZ41kZj8b+AODZhwVAZi/e+8tbXc2t3l97fb6nZLMZ+Ww2HQmF/37p/PntAEY6li191evz/fiDo+/+/pFlS71mi8UHANFQ6HAsHDnbs6n37c9MNNDXLxwc2P346Nnhw5l0usQY44V8wRgeGjpw5OChteNjY9OUUs4Y4zMyDIMXi0Xj8ocXA3898s6GT12B/9Rb+w+s9fh8W0Bgt9bWPqGqKpo9njkN87lcZXR45KU1T67d8d+AzKmBvn55/MqVMp+n8rlc+fixY9+fj7cwT4YlCxYtuv8R5Bycc1QqFVBKoeu67G5sev30yX9uG+jrr5/LWJrr4YwaW5q3CsK9WWlsGmmtANVVj5HhYZhNJjzy6KPwty9cZDabF5lkUz2AjZ8JgBDBP3PNGMO18XE4HA44XS5ILjukJIWqqmj1etHa1oYZ2GKhgGQ8cXwu73kB3BY1kAmG4XK7UFdnr94TCMYCo3C1tSKdzaJULFaNJQnW2lpMxePhhwPAGBDPwiEqQAGAasAQgExiCqHzVyAYwOIvfQGyxQwQAlEUYRjGA23nBZDLZF5mjB8lqJ7bwnQGbDQI4UoatqyBDVgGnAG0wAjKC2ogrPJC7mh+eACFfP5sKpWiDe56KXPiMpQTcchG9TtTEFAJ4AaDQkUoVzXwq+PItk+CPd3+QO85B9FsDZ04ubNDr/ue/XgCBATFRgn6l1sg+RpgUsxgBoM+lQNGI1ACKUhMwFRNBRcX0/cjqfgrPZt6T3/qCgCAZSxtsU/qILeYC4usaOj8pOMBwKIqQKsb2eVRSLsvoaEgo3NK+UrnM4/9Y3Rk5Njk9RsvrX/u2ehsX3E+ySev3exyn0r/1mKIJO3kMBU51EkNSSMLxe8GIXcW0my3QvOokC4koKY5aJsq+rqWdCiq+vUvdncf2nfoYG4mdl6TkF6O/sSmm4SKxCC/sApT65rBCIfr5DSSx86DMXbXO7X+RmS7bdV6nQmBcw5vm6+zc8WKnbv6+2/HzQvAmqJrCAgyHglEFuFevQSp9V5QwuH6VxrJo+fu2fFCVws4OCzBMsolDYQQtLUvXOtwOL45b4AK1VWRCJ0AME005PN5AIB7ZQfSG3xViNM5pI4E7oKw1NvARQITJ6C5UnUzViucbvfzMzF3NGF5zxYrgK8BGHuzrVMC8DFjRpHxaolFk4jgjZtocDohCAJcXe1IEIK6gxNwDheQZAE41nVDkqq2hJDb54zwT/JQXfcO9PXLPZt6K9KsxD+CiFeFGjgjJaloU224mQgOmk3mF0qiFASoT0yWESTxN5d2LX9RURQAgGv5QiRFAtv+m3AGbkF8YwUkkwQtk4OVclAwkBoZlFJopRJa/f41tXV1B/68c9eYoL+95ReCA1dJHfsNUbmTlRmihKjhVERVZGUNIYSVG+SzANCYleGxNw7FozE2u9zOpQuQe24hKqIB12gR6cFhUF0HvRSFAIKCQ4BJM6DlC4hFo6i12eDx+db529v9UiGVe55wsUkvlSFKEjhj8EjaOWZvOZUtTF8CAM1v26ady3xbKUnoyClbxsKhQVeje4OiKLePYMOSNkxtFIDdV+H8UEMidwr2sAEOAr7YDlNRx43wxMiNZOR0KDgJvVI5k4zF9hMACP3uO3c0j2fz3pmeWAtgK4DHczm/4JjsAgcQXmH+SFvsqG/xeptqrNbb78UiEaSvheE/noWZVvs7XUMRe6z2eqaYe38iFtr83d4fFmfnuu8o3ja0feUz8eCfGsVsJzEDtEiQHu+GO+MDACS8YFGvkGxYusDd2NIMAiByIwgtEETbGIeJEug1Aq6uMr1xYeLKaz2beov3ynNPgG1D2/vMsrkHpbzlycg46tIpCILIKkw8b8gbLe7rWCJwAgaOokgh21UYhgFTlkJi1Z3nGwRaWNP0q8bujtcIIXdPqlu6578grxUWM84s5UoeCV1Hja6fpZX8L1t+tmewWHrDmgzc3GoeT7+oTGjWGsMEMqUDAAxCkK3jtNRuPU2WN73ctKD11P0SzwkQyya+pcrK67JePuCJhcM6MO7ZvLcCAKqi5gFszhXzr8RC8fVCJLfKViDWnIlCt5ou1rQ3fdDkcn30oMT/N/o3EJxdmca12PYAAAAASUVORK5CYII=) 17 21, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHWUlEQVRYhc2VWWxcVxnH/+feO8udGY+XWbzMZDyJ7WAc23ISJVQQoULTqoQUAi2NSxHYLQ/AAyHqUxtVCFV5QaJQJMhTaiM1leOEJHZJozSlTagrnMR7Vu/22LOPx7Nv995zeBjbdWSbmFAq/k93+c73/33f/c65BBuoq7OzucRkrnC7XO80t7YENor7n+nsO6eaQsEg83k80uXu91q+cICOtnbu1uDQr2RJZtlMRrp/586VjrZ29RcOMXjz5i/mXa4kpZTNTk31d53uLPs8PYTVN91nzv643GZ7AgCSicTHPre7Z+eePX/uaGt/9+tP7r9VbrPtCvj8fwLw7OcFQFbfXPnbxcbyLfbf2R2O/WqNBolYLOJ1e/5xb2TkJICBmh11x+wOx8+uXv7gj1/aUWfXaLUOAPC53e/5Pd6+5taW9/8rACDfdq0o7t1aXX3MWV21v8Bo1KZTaXr/zu3ugNf3Vk3dl887t20r4jgOhOSXU0qRzWapa2p6xD0395snvvX0hVX5rAAMAELNrS2x/4ju4rnzjw/19XcN9fdfmxgbY575efYwxWOxbM/HV38EAL2f9Lzhds15A34/mxwbv/jIQ9zR1q6eGB3NPtR9FcRQX9/FXC6nLD/zzLvZUjcekLCe4Tqq3VpdvTE9Y2AAJEkCz/NIp9PqmtraAyqVaiWEEIQByI8EUFpRfpzjuHXfSf5FRDNJ6CwlGOjvh8DzsFXYYLF+Vqxnfj48Mzn5cnNrS3gzfmt09YMrt5ZbqSgKGxsdZcFAYOkBZYv+/LWUy7F5l4tls1mWTqXYzOQU+/ulS691ne40bpR7/bI2kqwgOuOBxWqByWxeykAwNjiMxWAQt4eGEY1E4L0/CRaIwlJsQtDnv/vdw89vOP2bnQGAUiAQQzGvBZIAdAoUDogGF+AeGYUAHtsf2w1Bo4ZWrQEAZHLZh6bdFEA8Gn2FUnaZIH9wJBejoMMucKMRGGMKDmEH0Atk+vqQ3aqHtNsOfU35puraFEAykegLh8OyyVoiRHvuQ+wJQK3kv54MAlkAmEIhyjzE8QzY+ARiVXOgT1Y9NPeak3AjXe/59FSNVPjDomtBEBCkSgVIX62A4DBBJWpAFQppIQ4y7IV2MAyBcljQ53C7Rv7Itxh4tbm15cYjdwAAtGMRbdGcBLLEnKw2wFRfidXbU6sTgS1WxBp8EE7fgympRkNY/GbDM3s/GR4Y+HBuavrlg88961udl9+M+dzkdKO1N/IHrcKTiJlBlWLQzWUQUmIQndaVf8KyNEUGZGw6CLeC0EUY5Eo972isrRF1uqe/0tTUdbbrQnw5dlPbUL7v/7lRUnM5gUL94m4sHCgHJQyWTxcR+nAElNI1awqcpYg1GfP9ujkPxhjslY76+p07T3W0ta/EbQrAEJb3EQBRmwCi5mHdU4vwQTtkwmD+ZwShy0NQFGXNOq6xAgwMWlcW2XQGhBBUVm17vLCk+DubBsjJko4nXD0ALJIMEokEAMC6qwaRQw4ohMJyI47wpcE1ENoSIxhPoGIEcjydL8ZggNlqfWE55oEhzHYeNQB4CsDY25X1AoB5SpUUZfkW8yoerukZmMxmcBwHS2MVQoTAeGEW5v4kQnQQxQeaIAj5tISQlX1G2Gc+siTZO9ra1c2tLTlhlfFPweMYp4fZmxZSRp0RM0FXt0aleTHNCy5AdvChLFwk8HZdY8NLoigCAMwN2xDiCYznZmAeXIL49k4IKgGZaAIGmUEGBdGrIcsyMuk0tjid+woKC8//9dS7Y5z0/tHXuGKMk0L6e6JjZpql8BGi84S9OlEt7iOE0KxJ3QcApTE1bEWl1wM+P13dbnPdVsSf24Ycr8AynEKkux+yJEG+5wUHgmQxB1VGQSaRhN/nQ4HRCJvDccBZVeUUkuH4C4TxZVI6C14QwCiFTcgM0aKK3lhy8R4AZJzGE5mh6PfFtICauHh0zOPutpRaD4miuLIFTbWVWDjMAafHYb6dQTDeiyKPAgYCtr0IqpSEac/swHTIe8PtmoOUy90M+f3nCAC43/rBA8NjO3JmeSYeB3AcwGPxuJMrnmsEA+DZqbmb2V5cUmG3l+kNhpV1fq8XkUkPnNdi0Mj5+Y7oZfj3FkxFU/GPZv3uI8+3/CS12mvDo/jE9ZO7ngm4/lLKx+qJBpBTBJGJJlijDgBA0A7qs3MhU53TWlpRAQLAO+1CZnAWzjFAkAkkPYfx3ao3b82Ovt7c2pJaz2ddgBPXT7Zp1JpmpBPab3gnUBgJg+N4mqP8iKI+rLVOoZZjBBQMKV6GukgHRVGgiskQaL7ypJmTE18r+21pU83rhJC1J9WS1v0XJDLJ7ZRRbTaXQFCSoJekPjmXeKPil53dqfSbhtDA9HHNZPQlcTZj0CsqkAUJAEAJQayQyumqghukoeyVsq1bejcy/rcA/ljwezq1+Gu1lD1v83s8EjBhO3ImBwA6UZcAcCSeSrzqnw8c5Hzx3cYkMcRUMhSD6o6uquxqmcVy92HG/zf6F/m2xwR2ngMYAAAAAElFTkSuQmCC) 17 21, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
44%,51.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
56%,63.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
68%,75.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
80%,87.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
92%,99.9% {cursor:url(data:image/png;base64,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) 17 21, auto;}
}
div.testarea{
animation:rwdcur105502 2.5s linear infinite forwards;
}
