@keyframes rwdcur76502 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5UlEQVRYhe1XXWiTVxh+jlWGDAYDZQymu/XCi46hy6oyaaE4pMrsZDimUoutWtqmTRotjKF4odRa6py4QRHKvOpA50+TNCbGNOmXr4mxJYl/G9Rah/NiYClYUIzvLs53vv8vP7vZxfbAgeR9n/d533Pec77vfMB/HaziiD+Gqaj/g70VaZZPzp8ontiMtb1laZcmSW3WxDXnWEu/n04ML2Ko9i0cPtPAznvG6GDjVWt8zbmiOYoXENxhSB662Y2lhSrUnv7UNm7CLdOGQRczx2HLJcc8SxyTj7gIC0+BhaeIhrzAlkusvm8je3eecNx9nQBgtnaUTnaOEgA8bAjRzcKfasLn7Y0Q8RhxVdY+DK0iMUaPjBuCU4cmS4rdaZE1jk6r/AIGqggDVWrAeGeSsnvi6v/7jRECgKkmiQDgB88Yid8AkNulcYO+BJn1imLlUZAYZl/cLRtsUa9k4czVBsjML6ZpwfoB0PoBTsy0Jim3O2EJCnuNtlR7mgBAbje2Z3qPxtPr6rHUbPjwHUUUwMc/8d3+5LMArYp9zgAg3SrTun4XC/skYkSoO7WBLSnwmGdvv1R14m6ZqgddzE7XEd4RkHcEZJ6JEPT38t7e8iQt/pCPz/b2AWNsqi1Nmf1JuuVJktB3LOBsEHQ2yAm/bbvB29BkXO6I0vd0W0q1X+yJEgBMuLktpvT+7lfcfqzzGpn1bXFFAl2RjIQznjF1Zpn9fOY/em5YRERBYZ91YxbTNyCTB2XynDDoCTgTAVzsiaj+RJe27PEOXkDIl6Cpvbxlc5v9ZNYXMDwJ36viAwC2Z7lrqkmiaLcmKrjvF5arcbPLXqi/N31fwwCgvm8j+2h4EwOAn6vfWPRtsZADLeSclyioFDDZofU/1s37fcEb5nvjoEypFt6q80r7ytUHZRlRlhEAfNd+mQDgwQ6+1ObkQ7p9IJ4DkZ4Jg3immcf8vpVz9fq2eHUHJEamOUGpA8bjJjah3TFMKoX5e+MU75Ytfr22YwEAsJgGLaaNpPEuLWHgSEJZap4w7pbpuvJ8mGrWTsDjOr9Bw07XFvMSaF53VLLfxA1BMWVDTrZKtnY98l/H6PYh3h6zriP+GgeJIWYofI/qRi0CEdMLSb9aTpol8SwKEkPYcju1cz+9L0H9XbyY6X28Jfe+DGvc3QkShdtplYW5EEgMoLyLSLrVuPnMGnZwvJKtrgd7XQBeF4CZAGhFwyeq7+F2vhp9nddodjNfiW87fiW84a/FmQBoJgAS8avrne+eJW/FD65aq1+zzT6uEm7ZBQBA/nKF/VOw9ovS+hV/GU3/UryY6p3/4Gvrf/yb+BuzI3MN+VxydgAAAABJRU5ErkJggg==) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD40lEQVRYhe1XTWwTRxT+JgEuSBU/UoUQpUK0VpA5IHFAREGUAwKVA27DT1ETlZ8gfuIQQ4ydVqjihhIpyQVu7QVaQbYQF4ckhjgkdoKJE0wIddyEAKJgpAThJlgoIBT19bCe2V2vd21z4dB+0kg7O+997/N7b8azwH8dLG+PeIBM15dtzIszd+Por+aB07H625y4sxuFzugC910uRkmj/Etv1/TR+oYSZmSL4u9NY8wxDe6zE5LPlfnWswwA2Mk+EWjRw2f6YD67IsRnJ+6XCQWGwSUbIRkHknFIfpsI/oO9hT4eVYImVi5Rnq1N1FB9VQ649Szj/pBs+ZUPP60lMVKY+rxOPHe5lUZ8tOVCRvJbx3vIiEuNzBngyisiInULx91s8MgNAoB/VKYrr5czAAg5e6nd1SOCLP7rhfxQEVEykYuAwtOgwuQkCpOTCJ0IUMx2SZDOe/0WALC5biO7u7+dAGD4uzaS197gy/ov2M8nfDT6tURFLbuEeM5XeBrZS7GiEbSiUWs4VvqbmI/svpJXPact9WTEC2TIwCcfyaOh+qow7v10vli3NpeywUo/RQ51ivVwqjRq3C/zUr/dTwseuJia1xRlEqhMklUmrE0EADdUdc2EPlevbj09S6cq5bman0OTAbXKxSPHGQDMLShA5EinoYiS+g0MAFpTQsNV3WRtLmWAvFv8tUEqj79Dh7ubsmbhXAh0LmTcKANHtULO13RSegbu75WbM3Louo4nGz88UZAnChrbLlG4qpv4Hh8u9wqnfod8BgTdSuAW182cGpPzGxoMx0HD8Ry2CgB/bVDYddTK6Q85FVFDBzoIAMa3XaR+Ry+N2iTKyj+VBE0l9QZDB+Uuv3NY2+39jgBdOdmleZdukwu/AM0wohlGne4AjW+7QK2uHmpT7QKe/l+cxkHUQkLHtOI4v6HTu1cgPn6s9mgMYzskneOtmqCpkNZUbySsTaTmNlU+kwDNJBSjcGUX/bHHo3NS74jIvjYaOKY9LySnX8zrHV5K5zXE9ARoekI2nP6sLqeG5IjtUg6g2A7tYaTmNcXLOIgP9fuRnZfpfKr2g6k9PrTvGgHA3Yp2YRv95ndFhO0SBZ0BMuI0xMQTEB8AMLb9onD0uXrodrV+3/vFSahtvHSunPH0AYiPTOc9oL2MtKoOI146NYdRHMMr2XIL2OwsMDsLLN27AY9joAbHNeJ/UgDw0rJU2BeNTOJUlVz3v71uPI6BuP9yi/HlN+utePSeXn3RGtnvz6+aaZVnNwMAr7ubLHs26fy57XsLAIBoJM/6pbB6bXb+vL+M7oXNxaxZ9x5fW//jQ+Jf/KhTfBJ1N9wAAAAASUVORK5CYII=) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYhe1WXWhbZRh+vorejGm6gj9QK7I5xfTCK5khoDBYA71Y/ZsTFDfXss0uNutPMrDIQFBcbanaIdVW2vqzNGtXVxz0J+3Sumbpuq5uprG1ruAouEHFGNwuZPh4cXK+c05OzklyJ+gDL3w57/M+7/u9308+4L8OUXDEhjXa+m+WFqSZP/mBuH3iTPxanpd2btLjUVPic4cH4K5pEwBwvruBT+1rFVZcJFy2OYpsk28bIe5OQVrCJZBwCYE7JGXTlp+NyRIuYYjZNmLbOesCPCHCkQIcKYQrw0DMIwDg1KFO3vvokqT9trpZG19z8nRdKxHzCMQ8Qo2HJ1TY8mF3F6Wl8fv1R+R46nhAjq9GK7KKz3QdppWWHtk7oFYerJbrV3z/ipg7cVAR+VujbnaNCgCIdjcy0uaXSUoe/kUZBKu1TuRVQNNRYmMK2JhCtLueifEqKXrXhj8BAE973xeXBl4nAFweeo2q75n6Y2IkUM+lief42PZT2uZL66HpaB5L0dZMtDUbiMuTz8vfi6MvFbSeyRtbaaULZOtAeveermvV1nn0Iel2VvSLua9rOR/cL/2zXx40CV8ZfoWxvkN03PeT0OvaI7SHCO0hoOxoAIh85Led8bnPzP7MLg3WHmemvgpjB3RVlpQtCgAourMI8/3mGapw1xwTABBpUQqZ7fXSWdEvAOW0THccYfmuMZxtDzB3F6I7iOgOy2QXvnrD4Bt/q4GZHbjyjTLD+dB+s04OfSDuJuJuLk/s5Gyvl+oZvzz8qgyK9fgIAN91anfB5Hv2y5Spb01YcxJrzrzEpjuOSF6kXRlHuxvlt4XBfQSAlelKxj73cWmiirn1U6VEqtREWDhZQwC4GDxg8MV6fJx4t8nwLZOTj76EYAkFSzj1cYArM5WMtPgZafWb2j/2dmPOLl0MHmC0500DT9W3jvprE1Ubqus0EBPhF0yBM10NtoVMfuDXjrRO2770W8XErWLtkumr5Q9nXjYF6U/E/Mm9vNBnnG34Ha1Lw74PmalrjWQxkVSIyRtbCrp2E6O7qI0zOqbTtcd6MaXpsDjyIsealVnNnVDO+MLQXgLApYFqyY2f2a0VMV7F6c5GWmla47qD0gAsT+3UHTk/z/fWmYQiHemb8Auv0ZehlT+uOahatvseMD5G1A0H6JZOp2GVxvpJVpYUuA3gNuDe/imw6uC3vnaqf1IAsH51q6Q/+OQiBr2fEAAcN9eBVQfVeJQlC3/+SyzdQ5Ol8WP4WTk+2xIw83RcK+RXWTy3UFaU/5FTv/DWfJ+jmCdyJ/0f/yr8A5FmMG4UZsyLAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe1WTWhcVRT+XrEIXbTRra2xjcVA2yB1o6WLmjJQjF0YA8EGExfWJHaSaqaZGQtKsRi01AmG0tAa84eNzZBkbJUw+Z2ZzE8aM9PayeRHlCbGBlwIhikEacDPxZv75r28N28munChHxx4795zvnPuueeee4H/OqTNGmzFfZrNr2PnpjhzV96WMHWsw9r+nLizK+2M6Bz7nV/jiPWC3tZAF/cPmfowD2CfV0s4e0wCgLlwKRc9+Si52CzdGawi/9yKgy+3SdnsNofDbioC4FavlQPWzwgA4Q6H4XaEOu1cjFuYiSN3HG+jIinMjFQo377mRkY9NQSAGX85hz84o3Mw+nFqzIArOypdRKWLAOC/YlcMf4q9ZEqyMFmqzN/qrae/NWWr4tuILbqRunPEjiSwI4nhpjPc9vgfytTTzw0qeymcJcZPEACmB6pZ+MKABABL88V8vrxFOlKbKtQUH+rO5ZAFVxPhatIo/rxwVPmPj1Rq5iLd2vTfvvmW5j8+doJT10/TiBcwysD2B8D2B1iaL1aU8wvHpJinmoHLDhZZuqXp/lPK3KHKixIABC7LhZlcyVOo7sWPsehoj7QSekbhNYfbSritBIBQl7yyhVCZJupYf63yH2q309fcyInPnQSAKXcdAeDuUIVxqlX8xvBWEd4qnULU87ZmLNxl0+lEuho0QQiMX7Iz2GnjbOBVZuJXsZQRkTLGbpwkAAy+/45OeeKKvNrRj9J772vW94UfJl+Ri9Mtb9c3716g4M8cQKKESJTw9rdvEgBmfa/JZ32kgqFO+Uj5WtLOepzaghM62fjVQ9oizFsF8laVtrrvxa8kADhguSYdfkM+Uo8+lrbnOtFzNh3E+u/yZ+RaA2fG5OBnJ8oJAHe8r1PwZ0ayiEgW8WZ9vZw+z8lUIZbqVqZOu8jKxBdOnZ73rFwbUU8NBX9G/xL3UuJezvrKGe5wcOSTRo3yd9flwILt7+lIgh1a3diNap2O4M8YAB4WUJENEHeByIr/kp2+FgfD3WnH0b4ajd1cWM5csPs0zbi1WCsg1grYW/spAeDHaLpoAleNb0EAiA5YlW0QQQosxi0UvObOAWB1D7G6h8FOG++OahvKxn4QatPuuboBqTupmjd7AL/tpiLqVcyl7wPRikWFq29BNab7ajl03sZMnJnx624KCVx1cKovXVBGJ0IN9Zb5W+1Uc+XmXGD5KQoZPq9/cAx9aFPO+rT7FMdd6SY0MyKPqzk251zgXj7VsjRfTKN7AAAiX8pHtL+ulRvtzFxkfywuPKknKFyWop4abnnkIQ4eb5cGnQ3cZVnBgScm9faFy//gVSyQMAgiF+w3d557AGp8v8s8mGd/+RtP8P/xL+IviSpravWIQLIAAAAASUVORK5CYII=) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD70lEQVRYhe1XTUxcVRT+bmvTJqYu1GVrWxMTIzVa4kZs0igxmjRqXKgLU2GCUAp03sy8eTNM1RSwhdCB0tH0V0g1xg0bE9AyLQVtB6YUWgZSmhhTpTQsXNjYzIIoBj4X772Z9/+YlQv9krOYe8/5zrnfuT9vgP86RKkBi2il1/wWHC6Jc83Oc+jwTGzFTiTWxO3rlEXKlrgCkohfkTm1bSNGt7cLAHjvtkKpbIstvgKSZ451XpNpnGEeG6Fb9YM/kBleBAB07ukWenIAeHRpBT8PzKMCkjDGpHHGUznX6vrxZSHwXVTb/PoGJX7z7MMY3d4uPhuUmHviIZx/rlsAQPWMwr82CLxd9gy8OFzRg17qVnb/E9MKKhc+clzR4avNBIDOYdk0b+RyinNswR3kcQd5hPGhuP3YpyIxrrBNIx7ZdlQc+TFGAHh1Xk3aNCnz8aVlAMD6VaD7crSQrPf+QoHPCTZZXkdLITiNFgEAZwcl7n8j5SthaCJCkki92CPODsm8+8g6dLyUFE6crijHcZbjOKty6iqOXVRX3jMUpnQtTAA4MBUhANRNKwSAqtmoSd7kJS3WoITO67cIbEUvt2r9So4o7L4cpXSt2Nfam0XSuumII2Fowj5u5HXFJvRzE/p57tuDJsdERjH9bpiUbUTBSbWwuhtmNV65e4gA0DEsU+d3r2BzmticZt20wqrZKBPjClNp82oap9QELZkEE+MKT18ozuuF7b+pFnz0StycTON3L2BHltiRJQCc/l7td5Mm577ZmKd8rWPNrvOnBoK08jujfI4on/PdKCeG7S2IjanK1E9HWZNTFXjtl2btuGp3hy//3kVi7yIB4OX5BIFiD2tyCnX5nTbZ55eivoUb+Z0RyBOBPAGgbyDk6th21V1uAAjk1HY1XleLOjko0crvCCGTQqbJofUHVU59gzUZTsCpdISRiQjbMqpa9ZYTcPJChB9n4gzkZNbmonTiNyO0zIKh2AYdem/1VhjRMBk2jdnaZOF2R3CJCC7ZnA5et288oHgbGgsEgENjMXaMxtg5oo258Nofo9Vl1TQc0QieemB2+2BG7fPf61cBqC3q25UUTTcUdl2U2b77mNiwsoJ4ZVK8PxunldcdDb+zYFAvnHPfqRsymA0xPO6shBXGC8rK6Y/631gwDckhc48btQdJP+u6UgDQOaJQ/z5w4lobau+xYBq6tAsolHU+83sWLMfTgcMK77e55ldzYN+TAgBqcnG+cO9PHHgrJSrnY3zn1jLq3zwh/OJKLwAAAj/Zqq8N9uKLXV32WAdfnH/aM8faPhSr/N8HR3y105e/5H9G2DfjXczXz5fO+T/+TfwDfEhGPEJTUi4AAAAASUVORK5CYII=) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9UlEQVRYhe1XX2xTVRz+jrgliFlEog9DiRElJFsGyoyuSvTBxCU8rFHAv0RhM9vs/nRs3tX9kW1lcx2skzEbm/i8xCEYDA9VUMuAstF1E9yW/WEkmD74QKFpDA+E+PnQ3rN7297b9skH/ZKTnHt+3+/7nfs75/7OucB/HSJXhzBAM/sTOWpmTZ7Fe6aBk1GM0ay0M5ICqE4J/N3FQrhfOSQAoPmyk4NlncKIa4HXNMYDZkYfmhjDQ1CbBV5hgVesEaua1x/doAtmgVdofXxoMs2c4QTG0MEY1iGGdbhwbg3KMSQAwHOqjguPPyZ5myNR2S+KjNJ1upHlGBLlGBKq/xg6clo+fIN+qk0de/bOmOy3nv9c9t9Y+TqteNMlJ420tEibgQjyEUE+quCQuV5ev1fUBl0Jkb8l98fNNQIAWgJOKn6HDHJzw3oAQBUcQtXLagKV6OISYlhCDAcDh2mdH5aif+XnAQBcrx4WB6aPEAA+vDrIuC0fA6/1ix7fQb65MMJTW+vk5FW9SnRlXgor3LTCrSO+tfiVfH57bjin9dwSPUEjXSBNBm6jALdRANfpRknetrIi7d8WNQhbsJ/VIZe01072pQh/cM3Nuok+Lj2yR2h1TVGMMRYjvtmKIqMEAMXfbvrGykVnij05S8MnbUzWT4tC+FgIn47gGO9mbWggY9odfoUAUD/Zq/taHOOdrFj0sPXXNqbT12EtAlyLgCHhkytf6GzdZ5uZnIGPrsXXuTp0JEUnkz6QN0vkzbJi8TjrJ3upfuP7rq5uHvtE/A1bL/TIsfZflOw2ZkLfmLAxTGwMZyXmGO+UPIe/jUC8FqhjlTNHCQC7lj20TzhpXTjOzPolMaIklkL4eCa+B2qmXDqbfaKXbT9/qhtL5mSjLyF2kmIn2Xq+g7uWvXT4FSp+JSX9XT+1ZMxSzZSLDYFeHU/VN/Z6+R7V5vm+UUfcPT+S4th8qcd0IkpibxRFRqnVNp+65S5huStJtsk+vvv7lylO2i9if2iADVf0xaj93GqW3D/YmaxrjLIoURYlADwTNSkaabBXc27snj+m99XomuOlW5RNgz1zx9idWPvqYPxo3T8TP4iqpo9K7juzQ7JvnR9my3g3jTSN8eKflA1AxaJHOir+z9h4ObX2K/7ORCXUF6tkrezxwh9UW7p6D+gvI4qmGMml02gYhTG+EwY3CfA+wPsYsL8PlN7g4Bk71UMKALbcuiPpc08+hZGT9QSA66+XAqU3qPojuMnwYvqg4QQAYOppgR0LMmDzoRqdOVzwsOyXhG+irs8G7LARvLdKCm01vRVn91/wvFn9NsF0cUb9nP+M8Nxv5pOZ2Z675v/4N/EP3Bcl20zPuHAAAAAASUVORK5CYII=) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD90lEQVRYhe2WXUxTZxjH/4eEi8VoSLydW4YxYxuySbwyu1j8SMy82bqFBpluF0PKCoXR9pwCTq2D4kqtKAM1koXIZiLJFrMlBvGDQksjFnRaqjVbRBeW7GIJrsm84GL/XZyewzk9p6d0N7vY/sl78Z73eX7Pc96P532B/7qEYh0W14BW48//WRxz1cbzeMcycK4qcWlV7IJGcewzBL4UeQHBt7oNvma22zBiGcNycAwOHXA3zggAYLt/ltULaRzcc0L48M5JlhIYqm4RCvkVpVF4qDQAaLoZZN93TQQAaTpguhxirIe7FoaZj2GmErOPQ/Azg7XIYC1qEBIAYGnNc2i1fSkAwF/Lf8AxGyYA2JOn6R+XAwTfbBeuvvSRAADSNQ9rEBIUzhD8q99DYYQYRogAIEaOqI5v/zxkCbGlz6njrpshipHDzOUVVCOOUGnt4x66bpk7KsH2zg8SABoSx1W77Y9HdD5aZsEE7AjTjrDOcMeTr9X+/nsDujFPvEfXP3C7T9ffe2+ALTO9NOMCJntgCeuwhHW6v7j+4gdCw9xxSpOHeL7KKTg1fxva1i6v+eQhAkBZZkll7X40zAtVTmHTr09UrqW2YpRbMUoA8MTkP3s/fUY/nXMrSyLGuumdkOibOkoAaJ7pJQDU3e03nWot31QbMcaNGDMYfDJ7QvfNbXIM2+IBXRJqkjc+ozsa4HupQebjq1qPONcjzvo5OWDH5VaDsW9KPk6d11bOtjQhGezefShvUmdCTujYD59S4edNoBTzLMU8P759kgBQm5J3eF2yn2J2SaSJDhXQeOGA/m9jPfnhGn5+i7JFomzREiLGv1DHm7+pp0OThDc7E23xIGuT8mmxp+Q9tO9OPwvzyzNEeYZd37sIAPUJ+djY0qcNTtppV2bFN9VlsPOPtRGAXDmz/LzxhS2ksIW0pwYoTQfou+rVGbtuBQkA7dFuA8Qb1W/Mhrk+g43Cz5sAXl+m2nJUl+zXzYoY6aQ00UHv9DHV1jGrPwG2+2cJAC3RHlqx9ap6RlQ9Y+hiIwFgz08r9V+azH+hNGUvJ99UF5UkFe1aGKbCtQ4OAJufEpuf0h0NsO6uvuzm1gNf7HNdX1uAcu8DhVs4gcrfqTaNdiycV/tKKVZ2uPYW1KoxEWLHFTfzMS2S+I1Kkyb9bJhZKb9mJ0Ir7ZKJkcPUslYXXNFrv1BpB8eNL5rOK271rDsTvRRviKpNbfIUcxnFBVf06iNq2/bHIzS7BwDAlb2WB79tZq6fVYjCj8VX0kbAgwrBMRvmckkJvqpuFY5ebmNqQzku1uw0+j+o+OevYlUVVvXbQunKgvzin8sv/2idzMM3imf+r39TfwMJFV2RSpUbCQAAAABJRU5ErkJggg==) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe2XS2xUZRTHf1clmmiEhUslLlyw6KLGYKoSJK2pjQ8kojGCYKT0AaTt9DWhG2IMCwMtEhIabZsaitPQ2gf0NdNhWoLU6cBQbUpVqKbW6sKFhKZGtNLhuPj63c69c+88Vi70n3zJne+c8/vO9zr3DvzXZWQa8MsPSDL7o09kxkzbeXo0+cB2ZeWmx74nlUO4FQm3IotzoFtWLsbpv4p5O3ST5j+ayMrF+PROB/E+Oi4VP2mWgQ+sgNGcMWLcS0P+M45xnoGIHH8lx7DHFRxyH8d1BTr3IovzsDgPwY1hCg5hHMnfZCwsPIBn4KQA5NbPScVgkwC8evKGxO5cNQcsu3ULHd+5N7PtoyUf0e1g6AtL8P6zV1LCiru/Mn3iWU6+jiugM98bxPjwhc1GxeC47PZNCUDjtqeN7c3fCcB7nV8LQPVwu+hngN//XGOyZrxjJi8tvf8Qopvd5hmKWPpqAuEEn9yGebH7J2Mm6Bh5cow8ASjpnpBdvmsJQTWBMUtf2UBUAMr6Llv6d7dPmr/jufG6z97xMI+bz59sf8oAeL7+Z7lY85gBUNITlfqCjYY3FBaJCUdffM6I3VWH/MG1S2asZygix1/KNpy4rurksHRyWOwz0cC6kUtqzwPjCXZvUK1Kae9Vi+1Af1SKuiakOjAumu+aQACfBPAJwNbGGXXQzkxY9z2o9v3AuajZX3vBLwCegLohnmG192+1fiMAFf0nxM53VJgxCWPd3+rh0+bMirpUMtXnP0+A6IS8ocSDmYxvUYRpiTCtBvGfSnpia0f8pr3Sv7pl5X0qAW9wTN5tV1dzS726GfF8LUsdWGIdS6wDYGpmM6DuepV/Fap9Y8trzbg19980n09sfdYAOJK/yTi140kDIHvDQALfUSEWJcSi68y9IZVAef9qNaxa2e+a0DkB2NcTleLuKysFqsPCSsUnaIgEDVF3uvcjAXi9+bo4DV59vscE6TpQO/ylBV7Yoc7My43fi53vqCH+Ft0KOyaktNta981D6HANyweVb93IJanyRxLs8WzXBAD6uS393LY4VQ6tDnhwVK3EvpVT7xmKSN0FVR8K494HeQ0/WRhOXEf1siC9LJiO73w2ZQmqGlQHsqTrsmN/vHa0Tcv+PlWY7FxXdfGb6KZnaM6q/sfE90Iw7LpabsyU6uBX0U33vdmy+lLac2ZSKgdbRT8DvNH0rWnf5bsmOnEnVlryMS+6QXofIiU9UYuPneEk10+ynaw3YiwTY5k2ZiVn2yOm7bWmGys1vkW2HJ1T1/Nsg9yNKXsbs9LGrOj4nax3/SZM+encyvWE7PewwTEuE9+0EwBottXvdFVEVkp+xv+MPmYyaTKlZGfM/F//qv4BkBmAHoJfmuUAAAAASUVORK5CYII=) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe1XXWyTZRR+Xgx6s3ghtypgTDQBf7jYhUNDsJmLGDVKoiZEBgwq0nXt+jPaBcmAqUhhbjYiGSXLhjNz2cbWAes2tsHGymC4bmFEo1EUd6EJJKSJS6zg48Xbr+3X76ftlRf6JCdt33POc853znve7y3wX4co1GHPAmimr3+4MM68jffPmwfOxt7V+XHnNDoc1Qb2lEC4Gy/wWng5hkZXCAB4u+I6iytWafw9JeYxlpgpgxHwgTigSHjLHfz+/TAA4IhznVCCA8BDjyxi4VYPPCUQmT7BiHnlDLMLdaYdt7+ltXP0h/ntp09jaHSFcHzdz/j0o2g5/IwAgC3OWf75x1JYStMV0eMwRCgIKvLCqtuqJyiz/KL7RL4vxgkA7tZhlT6TS89PtwXxH6Rst0NMXF8mvMFJupsl8eDIclETOk8AKC29QQCorL/CxLLFJOPf8LSfSwVrPXY7xacHTVnqXklnWndG6h2n+tn0xqs5S+gMTJEkmmqeE+7eAS759UEE7GuFHqchGorBhmKw3BFLlnSQAFD91QAdhy4RAN6vmyYAWGtnCADljjlVeT1tQ5Sf6UoovLkeAqGVYGilNPSeHKGn/RwdBy+lHHf4v0l9t+6Z0SV0BqY065m8hugsAjuLQPupHpWh97MJ1e9d+65oiKo+kmtW/1WV7qUXf5aVbBmmwm+YQAQbGMEGWmtnWO6Yozc4SVdHROVg2y/L7z82IfXdZ1N6JbH3amWVdp+4QD1+wwSi2MYotsme95xJ7nBZzndtc6bl8zVfNNRXdYWZza+Lefg4D1/OjeLuGNbYeBplAjv3zrDCKzdwWdmPBICXk+Oak38BR7mAo3LG10snpYcV3hiV8uttMk/nUM7EM/l1EUcf4+iTQcJ9hoa+4+OmwbZWywrY9l0mADi6+pnNrwuKKCmi6gloHiOQ3mCV9ekJcHVH6GqYor9ZTsnOD9QT4Oo6y92fT3CrO8Yd/hj1+FVIYJyKAOk2KFB6q7QiE7sOqEczu03Z3IZYxBgXMaYxsn94WddROQ0zEwSAmuBF1rSM0ts6QjNezcsogbtI4G7qtzckCe5//I7KbrNtlgDwV+I+ALJFJwJrROWBq3SfHOQh+/Pi3tJ7CJRbxCbrHLN5DXELA1QEkAeOs/c0AaDqkyirA5N5Xc0yD6hszpz4DaepiLJW3aZ2ttVPq2ZdqRQAeFtHqNwP9Ljywk30UhFlzf2lPICcB/V3smWd+rKix5EN03fzT+hWOT6GjQIAKlwxFq29iaaNrwuL5Qafsl1D45uviVx+BScAAN+hQ5P9Ef8TOP7xGo2vnu2TeMc0Rl4XxXm0F9a/JFZjU07+gv8ZzaLNNJlnsblgzv/xr+IfRGZa/0ihkCQAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur76502 2.6666666666667s linear infinite forwards;
}
