@keyframes rwdcur208909 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 8 3, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
4%,5.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsklEQVRYhe2WS2xUZRiGn3PmdDrTyzClF+nQ4nApWAaKNZSiFBIggYaQ0HDR4BJjTIyJMSauWLpx7YqFCzcmwMLEDWiI8ULUohDUEgJRQK5aKC3lMjP/5ftcTNtAQqdQKWx8k5Oc5M9/3uf7vvf858D/KqMdO3Zs2L59ezSTHmG5xSgWeysejx/ftXPnymcCoKqiqh3Aj33btn3U29ubeKoAznvnnMN5H4nqB0EQ/Lpx48aepwZgrRVrLc45nHN47xeLyLc9PT0fd3V11cw4gBsDsMZircVah3Mu9N6/A/ze2dm5aUYBrLWuZGxRU0lgElgj4yBZFfmyo6Pjk1wul54ZAOdkvPK4qWctbzPHrcAZMMZhrcN7vwc4lcvl+p44gCsJay3G5qmN17Cubidd0W4CU4UxHmMszrmMeP/50vb2/e3t7U1PDEC8F+89zjkK9h4ikEwpuaYVbE2/T7O+ONENYx3O+1dV9VR7e/vrjwoQK7c4N5PZpCKrnRfEhiypWEcyLUQJoSpK0Bp1EDcNXC6cxotFEYCqIAh2NDY2rqyvr/9+aGhodNoAmUxmk6q+7JzHW3ghvp5kCsJqTxhBFAU0xlvIaCeD+Svc9oOoCqoKsDgMwz0NDQ3Ddak1x2+OnHmox9QnoQgigvVFnPOIE4gpQZUnSgmJtGdOuoGmoA1jLMaYicsakxaRfbGKP/ZO5lEWAHAKqApeSlkQr6UK454g4SFSxAcM5s8/YJ6tWD1xr7b66nQBRLVkKCI47xGneCugoArqoGAMF/O/YUwRYwyNsTa2zX+PbZm9VPrZRD57cjKDqT61AlCCEIx1FO7GIBYiBYVIEKvcLoyQt3dwWEQC2tJdhLGQhemXmBX78JujQ/mzcHB6AOMd8Gr44dZBFt3tprk2SyoVkagNQYXRwjDWGwSHSECmduHEA5IV9YfyQVCYbgcsACoIjnPua07f+YpZN+axNLmZbO0y6lIpRgo3EPFIqWHUV2cgKI3ICseG7djC4wKM/Q8wHkRVh5M81+wA14qnqRhNkruxhWJ0E8EBkKpsIJ1oGs/IncFiMHDLTBMAEMZGUAJRQFE8gsWL4Xh+P6CAB2BF8waisBJ1IMrJQcO961e6JzUoD6AqpeqVzXPepbaijlPXj/LdhQMU5R6ljD5Y3POzciCl9nuvv9ywgStnUX4E94UwEdaQTS9n/uzlrF+4m7+GBzhx9Qg/Xz70wJ7GZCs6BmA8/UOG6QMExA8HKmtRtkAQqS9RVUdpck09LG1aQ2/bm/w5dJKfLn3BueGT1CWaUQXnREaLHBsuBpPOv+QxhfqW9YcXC/sWLK/pXLW0blV3LKQvDJkXhBDct9s5y993z9NcswjxUDRy9veRqGv/QHfZj9GUAONasqA/bEkSzyapylbzSmWM18KArWFIOgDGs+K94p1QtPrZ0eGKN46c6Z70DICp34IJnTnXLWeg0Di3v/BcksOtSY60VZFurNTeKGAXKhtAEyrgRXGPMH94jA48TM2t/TQniObGiS9KyJyamO+LBboLWFVwQfeBwYoT5y51/7cMPKpaW/rD5krCeZUkFiRsyz8muvDpwOqy7Z8xZVv6n4nvtPQvpNvFFep/0VkAAAAASUVORK5CYII=) 8 3, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
16%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFg0lEQVRYhdWW229c1RWHv3PmeDyZsePbjLHHl1A79gTbceLEdm6EYJKSSV2MUKzQC0+gSn3gAVUtD4gi0fYPaIRUVPWlEkJCqlTRUgQSEVVTaFpomoaoiWUPJvgSO56Lx57xXPbeZ28exkF14GHshrT9SUc60tlnnW//1lp7Hfh/0djYmO+riGuXu9BXWfnq42fOPPFfA7BsO2jZ9ivj4+O/eXRsrP6uA7iu67hKYbQeB66cikajdxVASemVSqGUQrluWBvz1kMjIy8fOXzYf1cApJSOlBIpFUoqlHRxXf19A5eGhoYO3jUAITWuCGBEHVJ6UUp3a63/PLB37097e3udrw5AqZIDwqFHHeeM72ka5TGUCCIljqv187ZtX+jr7d21GQBPuQvb2tqe0a6uV7KK/Z4o3xt+iP7afhbiVcwXlhBuGm1k2MI8GQqFsjU1NX9LpVJ3DqC1peUHWutaJQP0OCM8MNRGc5+PA/URrNQOPl5ZYU0l0KZQgWVOeTye+0PB4B8TicTqHQEIt7T8UGu93ZV+dlU8wP172rAjEGi22dfQSrvYzXTckBBLuDoDltthWdaTwWBwNpFIXPmPAVrC4WddrauU3EaPc5Sju9uxu4AQOHWws2E7+717SMeruZ77lKJOgnF9lm2fDoVCPQ0NDe8mk8n87XHLLkJtjKO1wXU12jUYdx2/DmgHqx92jQR4buQxDvhPoEQFQkqEECilzgBXIpGB6HDEbIi7mbbxGq3RugSABAxQCfjXt1KA2nsq8FCLkBpbCzweD47joLUOezzZN33OT3qBiU07ADjGGIzRaG0wElDrTyoAb+l2Nesys7ZAUawhhOC7fU/w8L0nEUJgy+3ZgepnNxRlWQ4MDg5ijLENBmMUys1jcsDK+qWBIpCDm4k1FvOfIMQaHo/gkcPfZLhzmN+eH+HsufPTU8WNU73cFNi3HNAmx/Xcv4hNHKW72o+zAoTXHUjDbCJFqjiDUnm01nS2d+Kt8jK+/1vE56MfvDxFdmsAxtglgAwX8r/j6fczjMZG+XpXD90RP7520GswuThPRtzEdSXH+07Q1NAEGjJZ1Oxq7YfxAoWtADgG7FINSApmmn/kZvlo8hyvXj/A8UtRvrGjn/b6ev46+x5FFUdrxejwKJZjQR7iy6RuCCYy+c8rZ3MAGINZv7QWaLPCilzkcv4qU2vv8PrCfbRWNjKRu4Bw0wDs6dhT6hQBN5LE5ovMFOOW3qoDGGPoqunmyMBhzp47S548mjxZtUpMxZjOOWhE6YvAzuadoEHlYXKBfy7kSd8euKw2NKbKe2v3kVA3L3znBa794hqv/eg1Tg6cpNSPOTSrQAHQRPdGaappAhdWllGTSS4m8uS2BFBBRGPslDGGgLcKDDTWN3J65DRv/OwNLr50kRe//SLVvurP3xndN4qFBQLicZbmC1zN5DbmH8qcBV0Nfy/s8w++YumAbKwM3TvcPOyvtLEtGzyOh+ZgM8f6j/HUiac41HmITC7D+JFxdgR3YDJw6RqX3pzh159ct74wGa1yAABaO4zdGsD/NT8dXQEePNTJI/e1M9gcpta7ndI5YFHKuSz9O/rwUVyEX77Nz1+K8ePYx1b29rhlz4K5aUvPQfZyo/koWM3kn1K8HrlK30CIU4OdnOhooaO2Hq9dCY7l4LgOFGE5iZha5sNkfmP/bxrglvJLFrNLFGZh5nKrufF+ir90zfOriJ+DB9sY7QlzsCVIo38bWAZuJrmxIJjM5r+Y/y0B/LvSc5ZKQzoWMukPAkycT/KHrgl29dVwfKiNhzvq6J5PmveWhDUnl78822XXQLmqvsfYTQH8OwOEd/sJu7D4+zixqWnrSx244wC35K0zVG3D9tgQn9t4+v1P6TPeC50Dx+ZljwAAAABJRU5ErkJggg==) 8 3, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
20%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNklEQVRYhe3WXWyb1R3H8e9x/JrYJo4fO291WtKENa1HB1RYraphialoJUJVURWEkOCSFYGAGyTuudoVCGmahsSkXUzaLoZEJCTEBexqL6wpi9rysoYmBKdJHDd27Md+zisXbiVKL5o0jF2Mn/TouXjO+T+fc55zdB74MbfJ9PR0+L9ZP3S7BvF4/MmZmZk/njlz5sD/BCCEWBZCPCGEmD99+vQfpqenJ35QgNb6itEaa0zYWfsUcOnEiRNvl8vl8R8EEHQ6FaWUVVqjtcZoHbbWPuOcu3Ts6NHfHTlyZGw3ALGdRo+ePLniYMhah9YOrRxKB2jdQWsljTFvGWNem5+fr+wUcNsZAFBKXVFKoZQlJgcZ18eJy0m0TKOViBpjzwKXi8Xi6wcPHhzaCaBnO43G9u49YY05pHUPGXUPz4+9RDF9iMZWH9XAp2NaGBuEnTMl4Gw+l8t6nne+Wq22vhdAoVAoGWuPaQMRvZdHCiV+dtijNHyIUXuAjXqUWuAjTQtrVQTcUYT4VS6XS2ez2bmNjY32rgB7Rkd/Yp07abTFqSzHBkqMTMVJjIWYGBqglDlMXk+yWhc0VBPpmjinosBx0YX0XYd07ggwMjqad9Y+aazFqCT395YY35+GPQ4xAKlsD1O5QUqp+4n7Q3xa/4K2qeKsxjkXA34uEM963mjvIe+9vy5u/NbdqL2tReisXbLOYa0hMA3WGw2M77r8LDAG4Sm4+0iCx+8tkxMTyAACKZFSEgQBUsl+q+WLU33DyW/X3h7AuSXnHM5ZtGtxtVVDNwAFLu5wGYfLOVzW0RO3OBtHSoWUkkf3neLxyRmklIR1rtF0kd4dA/758cebQMM5h3VtKv46qgGu7cAAYSAKCJDG0NY+UnVHX9r/AK9Ov8Kfn/gLDw2f2ryqbn7ntgDXsyQAR8DXna/xNx1s0r2aQAAYCKQm0D7qOmDgrgwiCuOD45T3Pf153aC/XXQnR+0SUARJ1fyHxeUmyQtJYnUIDQAJYAs6gaKjfbRWCKHJpDIgwFrYClhrGW7aCTsDCEAo1t0FXrvwa44ulynmJpjM58nnYsR6oVH3kbqOtRowpHpTIMBY2Gyz0t7FDCx2bxbFGvPyXc5/9SGJK4PkIxPcmzrMT9P72XQbNOQy3cUB6UQaHCiFrba42ta7+wTXo3H4dOwqdfkZK+1/cLE5yzurKRxtWnoN0GSTWfpiSXAQSGRTU+1o7K4BN45QIRwgsbQJbJ3A3njSHf2Ddz9IJBQGDe0OflNTk+pOAc4tCUAIwfHRh3n5Fy/w5eYCn3z1CbNzs8wtnruly2R+EmzX43doNA0Nfacz4Nx4Bb7QQLjSXKaQLbC3UKB8+CGe++VzrFyrcHnlMv++Ms/s3LucWzrHSP8IWLASWj61pqKhat5NdbcNSHZ+o1vRx2YF6uTi1kLU31L0EUFEIdzTQyFboDBQoDxV5uzDZ1mpVTDWgAYbQLNNranxv1t324CPLno880B1pqfv87Ev+fupD86rqTEvUsym2NefYiCRIByOQigEYdFDIVPoLoUAdAcaPmtNzS2n4Y7++X//L09m9lQXUtF73njzIsnBGANDMUaG4xyYzHHfSD/FbIrxuxLkExHCEQEhBzKArQ4VXyN3BQC4tuzZayCXoAbUksPVhXSMv2VX+dNgjP7BCCP5CBPj/dw3nKLo9TIRwXmttpgL7K2Abf2U7iS9+WooFSOciRLPRUgPR8nviRJfVSy8v87aesW7aRd874DvJuFVSUQIGYutr3q37/B/l28AMamZeXxoUpMAAAAASUVORK5CYII=) 8 3, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
72%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMklEQVRYhe2WTWwcZx3GfzP7vXY267XXsXdtx6Tu2HHi1NSI4ILqgpwUkX4FlErAAQlU9dCKAxInJO6IAweEOHFCQCQkRBGoSBSpEdAPNVWhhTgslAbqOKZrO06wd3fej/+fw7oRB3udGJwTjzSndzTPb57/874z8H910KfPnj1y7ty5J/bTI9Fp8djx48PJZPLFY5OTk+NR9OLC5cuN/zVA2GlRVZ2IoKpPEgQLjz7yyOfuKoBzTpxzOOfw3veJ6g9Onz793NzcXOXuAFgr1lqsczhr2yDOP6aqf5qdnf3ivgNY59oAxmKtx1rBOsE5XxTvvzczM/Or6fvuG903AOecs9ZircVZ6DdTJEwBZxIYKzjn5kX1rampqWejKOr4rL0CiHMOax3OJJgKH+KJA88yKFOIyWON4pzvFu+/nUqlLkxOTkZ3CtBxGw5VqwdE9SviBe8yRKkZjg6PcG/+BDTyLDYXiX0LLxZVGQmC4KlyuWxLpdKrq6urcjsAHRPwIs57j/MO59plDNNKbzXJqegTfHbgywxyDDF5jBGsdVkR+UYiDF+emJg48V8nUKlU8qr6Ve8FZ5Pck/ggw/1lUiUllVNKuSJj6fuRZpql1rtYaSLqAa0EQfClcrmc6unpeWltbc3vKQFVFVVFRPDeYZzFO4WkEBaFbL8yeDjLmehRzvY+AzaLMRbTLm7ae//1MAxfHx+f+vBeAZyqoiJ4cVjn8E5RVcgqYVFI9ipdZWXgwCDqEm0AY25dztrjIvGFuehb2TsGAARVZCsF5yxiFfFAqGhaCdKKoqy31miaFsbEmDhmtvcxqqkJjDFgc38byJzZ1iC5G4C2o0DVY73FWxCjBAaCpKIefByw2qjTMpv4wCAS8tHDp6gWnubC27/ghcXfXHon3t5gVwAARRG1bNpNNq4ryWVItyDRHaBOsS345+ZVjGsiWERC+gsV8pkcc4c/Q1Ie/P5PlnF7B1BF1PBS6zzrtTrHl08y2jfMwb4EmQNgGvDuxl9wvoXimB58kIP5InjwwtIN11+7EbPtubD7CFS3RuBoSJ3fNs7zu7WfMbJ4lA8VTxH1HCOVTfD3jQW8OECYrs4SBAGiYHxwecWxfmM52hsAgAKqgqrFa5OWX+WPrSVqjdcovNfLWHaGdbMMWymPliJQUIGm4c0Vy44/MrsBuPbbKyEJMkE3m7rZBqFJU5o0zQp1U0NwQPu8GSgMg4L3sN7itZWY1k4GHbfhxYsX0a0xlFJVvjn/Y7728e/yqaOfJ0Fiy9AgxLfM+7oG6M0fQgWs041/3OTSerx9AW8nAbSdfZgM0uRT3UxXTzI9dJIn73+KheU3+PWfn+OVKy/cuv+B0YdJBRnUQyvmr+/FrG3sUMDbAkhT/oLnxjOBJh5wFoIAwiT05vv52D0PMzt6iqvXr/CHq6/y/MJ5xvtOgIB3SiPWN+smuNms7/yV3hUgbH7n/HiWn67Fv5x+p07U283j+QwPpdMUk0kIg5Chg0cYKhxhfuwssYvxXjGxcrPJ653mDxDsBvC+ykO1cCBP+nCOwgfyVKIS88UcZ3IZPpJKkg0DQEFE8Q4aDZE3roVzP1oKXllajPbegfdVX4ykDq23oDU4UlupXKc2muOHY10cGSnome60fjKd4EQiIEQVY/XKtWaw9K8OBbyjBLZTV3+N3jzJapb8SIbSWJdOHMrL410pnW8Zfv/8teTTP78Ure0bwH+q0F+jL0t6KEv+3hyFYkrkwvVw+eLbO8e/b+o5VONQpXbXffekfwMBeO9RV9bpGgAAAABJRU5ErkJggg==) 8 3, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
80%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFhElEQVRYhe2WXWyT1xnHf69jB9skJnZsHOwEkhBMCA4ppEmhQkvoB5SJVqEtveikdR/qxdbuZp/SJnWXu600TaomberFNokJTZt6UwltBa2bRhsmYB2JoM2WEpI4dpxv+/V7Pp5dmE1MygcNpdrF/tIrHenonOf3/p/nOefA/7WOnj19uv3MmTNDDzJGzXqT+7PZFr/ff2F/V1fX3kzmwsjoaOnTBvCtNyki2lqLiLyA44w8ferUi58pgNbaaq3RWmOMiVuRXx4/fvx3AwMDqc8GQCmrlEJpjVaqCqLNMyLy9yNHjnzlgQMorasAnkIpQXt+lKpBa9tgjflZb2/v+Yd6elofGIDWWiulUEpjK3Vk9UkS3sOYShJP+dDaPGFF/tbd3f1qJpNZd6/NAlitNUoZHC/OqcaneW3/txgMvkStyqK8EFrbOmvsjwOBwMWurq7MJwVYtw2b0+l6K/JNYwRHNXOy6RiHDsfoa95NtJRhrFhhXs2i7TIiZqfj8HIikVCxWOzS7OysvW+AdDodFpFvWyOgkhxr/BwtD4XZ0ubQ1RSnJ9BDMb+N2+VZXDOPiOd3HJ6s8fk+H4/HLxUKhdx9AaRSqbCIfMdYAZVgMDpAa7YOdoHTCMnGIIcbOqlf6WBsboEFPYWVMiApx3G+mkgkAtFo9M/FYtGsFWOjg8iKCNZatFF4yoABgkAT0AmxR2v40smD/KD7VbZJB8qzeEqhlKo1xrzm8/kud+490t+3VzYFoEUEsRZjFZ5nwLuzqh7YDuyEQAfsSTURkgQVT+N53n8+rVTW2uLFti3vRT4xAGARwYrFWF11wKPqQg0QAsLV8ZzrsuAt4nkVvEqFL2Zf4lC8F8/zCJmdE9u29NeuFsC/EYBUrcCKR8XzkBI4K0AZqAV0dTw5P89CJYdSLtYKzx49TeeO73P24ll+/qeRiZvu6gE2BAAQBMMS+ZU8pfEMWxvvAEQBD+wijM/NsOIVULqCtQ67UrvYGgnzhf4vU5haHP7pP1gV4d4ARNBS4Fczb7J03uOJjw6yb8826tscnCjoPHxYuIWr5jBWc7z7KRqjjWBgqYSXK0euzrmbBBAREIuVMrfNu/xkYpSzE1n6rgxysvkR+lrSSACu5/+KtstYa3i853GcGgcUFBco5hRjKy568w4AIgYrZco2z013lLHldzifz7B75AC7w0muL76DscsAZFuz1dUKcvP8c8pjslJwVg2wEYBGBBHB7wSIBAKsyDIiLq5ZYNJMkHMv8ZdFH8aWqLYItCfbwYKpwHiB6zMu82sFWLcNh4eHkTtpaI+0M/zD93nru2/xyolX8Pt8gIthFmXzWFYAS3OsmXQ0DQZKS9gbOa4WXNZ8yq0LMHBgDBGxiFBbU0ukLsLgwUFe//rrjL85zrnvnWOo/7/frM8/8jxBfxA0FIssTrmMLpZXzz9skIIgLb4ap/flkm/mG44EDukl8PuAIKQaUzw38BxDjw5x8+ObXLhygTfOv0FfR1+1clyYmWVyqsLHpWlnzZtx9cq4S48dEH9rmO0Vdfmxoc7eE/taONqyg+b6GH4ndNcvGCiXy5S9MrFgDFOE377Lb350la9dHnFmNuUAwB+uOXpLQiajdb2/vnGNtzs+pD1Tx+H+Vk5k0jycShIP1eNzAhCqCREKhKAM7iLcmOZqvszyevtvCABQyTtM5/GmofBBUorxOq79vsC5PSNk9kU42ruTJ9u3cyDZQEOwtmrr3DyliRU+WHDvtMb9ANytcs6xt3K4t2DySkqmk1t5r3WKX7QH6co2cKxnB4NtMTK5eRmb086NUmXtAoR7qIF7VcMO8TeFCbeFadofpjVaK6W3C86VP44466bgUwP4twJRIRLGF/TD7fG1q/9/Rv8CdzTQLHXMOekAAAAASUVORK5CYII=) 8 3, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
86%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbklEQVRYhe3Xy29cVx3A8e+dlzNjezxjezL2jD3UduJx7bhO46TguG1S1KRpG6KWKqhiA7QgsYBKpXTLAsRfAAukCikEFYlNaSXUDUj0gSysugiXlFhtXjRlSGzP9Xjsedzz+rFwy0OK7cZtsuIn3dXRub+Pzu/8zrkX/h9bxJcff3zw9OnTj93KHOGtBsf27euPRCKvjY2OjhaHh187v7BQ/6wBoa0GRcQ45xCRr+B557908uRXbyvAGOOMMRhjsNZ2O5EXjx8//sqRI0dytwegtdNao43BaL0BMfaUiLw7NTX11C0HaGM2AEqjtWBUGG1CGONSztqfT05O/m7/xMQdtwxgjDFaa7Q2WBWnaL5ISo1iVSdKexhjH3Qifx0fH//O8PDwlu/aKcAZY9Da4KkOjiUf4fmh5/h89Akieg9axTDGtTlrfxKNRl8fHR0dvlnAlm3Yl8+3O5HvWSt4KsvRrvs5dHeWAz1F2uoFLlfWqeoVrGsg4gqex7cymYzu7OycLZfL7lMD8vl8QkS+75wgupPp1L0MjiVJFEKMZHoYCY+zXI5xreETuCoiJuJ5HAuHQo90d3fPLi8vX/9UgFwulxCR560VRKeZar+XoZEk9EE4DbnOVibbx2ip5bmy6rNulnASAJLzPO/pTCYTTafTM77v281ybHcQORHBOYuxGqUNGGAXkAVvCHoPRnnqgWmeLT5Dq+tHKYvSGq11zFr7g1Ao9HaxeOieiaHSjgBGRBAnWKdR2iIa8EDaBMkIkhfiA7A320OLS6GUQSn178dovU/c6uv9LW+13TQAcIjgxOGcRWmDKBArG8WLAwmQkOA311lTNZRqooKAU4NPMJIcQylF1Oz+oCN2KHajBJHtALKxFDjRKK1wTQjVgQYQAwy4BpRWfarBEtoGOAen7n6Yoe5n+M3cK/x6/vyVS01u2BXbAgAEwbFOue5T/RDSafCaQAegwK7D1cp16tpHW4VzHn27+2htjfPY+JNU/Oqbv7qK2jlABCMrvOSfpfpGjaNXDjI6kCFV8IimQPlw0f87galineb+vQ+QTqbBQi2gvhwkz1WCHQJEBMThJOC6fZtfXLvAy6U9TJyb4ljvNJO5AYiFWPDnsa6Gc477ivfhhTzQUKlxbdnwQT3A7HwFABGLkzpNV6bSvMjV2p94s/wyhQtFhuIFLq7NYl0DgJH8yMZkA+V1Li0qFpV/4xt8O4BBBBEh7EVoDbdTkxoiTQK3xqK6TlnN85dqCEcDCAAodBXAgVZQWuHcUkB1swRbtuHc3BzyURnyiX5+++1XOfONM3xt+uuEQx4QYKlg8D8CQG9HL70dvWChXsdcKjO/0qS5I8DhsRlExCFCNBQjmWjj8J2H+dGTP2Tux3O88M0XODF+4n/mnLzrJC3hFrBQWcNfDLiwtkn9YZsStEgfYUaeDnvL3/UkfDCowa4QeDHIprI8evBRTuw/weV/XmZmYYazM79kf2E/OHABlCtcWQy41ljMbXozelsBAKbvLEUKcTob5s9HHx46cGQwy9HeLvYk24lFdvGf68xBs9mkqZqkWlI0q/D7ec78dIHn3nk/5+8YABDrKtGRIJJrJTmQoG8wwYGJPA/dkeEL2U4KrQlC4Y8hFlDg+/DiLM+e/ZCf/eNqbtM9sF0XAKDKOZbKmCXw38uU/HQrC39c4dWBOIN727hnXy8P9aU50NVKTzy6sbFW16mUGixUNzmAbgrw39FYytFYQpVg8d1sabk7wTv9i7z0uRb2FJMcLmY4lmvnLn9N3ls13qWGuvEd8HF8ohJ8kkhmS6HdcRKFXewejtOXikn9D773t9n3c5/539S20dlTCvX0lXb0lXzb41+8jNJq//YkbwAAAABJRU5ErkJggg==) 8 3, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur208909 1.6666666666667s linear infinite forwards;
}
