@keyframes rwdcur117360 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGfUlEQVRYhcWWaWxU5xWGn7vOvTO253qZGY+xxxBjFhsvYnMM1EmDRIGCoFRQxVWUxLSWarVqFUUpP1JSpEr5Q1ShqGlURJUiRUShItDQlKqiaSrUFhChNTR4SWHwOh7bMx7Pvn79AUGgRDVJDXl/3e/T0X2f896jo0tDQ0NDd3e3ypclr9d7wLKsw+3t7e4vBcDj8XxflmVRVFT0h8bGxuaHDrBgwYKtkiQJQBiGca2mpmbbQwWorq5eoWnaJCAAoUhS2O12/+jQoUP6QwGora2tNGzaNcUoEu6mDQJZERLkLcs60tbW9uDnYvPmzSV2Q39ftpni8Z+dEG3PvSYMyy0AYTfNDxYtWvRA50Lu6uqKISmBQiZFdPRjir2LaOl6CauuiUQy2TE+Pv5OTU3NngcJgd0wfg6Ixs4XRN3mp0XNV3aKjgNvC++aTQIQqiJHy8rKXuzu7rbPt7cCYNrt9el0eqvTtxx7hZfBdw+TDE+wZNtebJaL6f7LejKReGJwcLB25cqVl0ZGRiLzClBUVFSVTCb32KwKybmwgcDl94mP3yA8cJnax76Ja0U7030XScZmm8Oh0Bqfz9cfDoeH5wNABnA6nUEZZlMzkyg2E81eDEB0/AaXXv8xIp9ndc9BiqvriScSG4aHho55vd7OeQMoLy+fkmAmNTOJqht3AACy8Vn++ev9TPSeo+WZ/VSt3UQmm/UFJyaOuFyuAz09PUX/D4ACsHHjRnHlypUnc9mMx7dhB5GhfhKTI3eKJEUlFZogMxuibsvTaGYR04OX1WQi8VhfX19DY2Pj3wOBwBeaCxng6NGjM5qujxQyKTKxCA539T1FhuWi48BbeFdtZODU63haOmh55idojhKi0ejOvr6+dxYuXNjxhQEkSSpouu4HSASHMax7F6DI59DsxViLm6nb8iz+P7+Fohms6jmIc0EdyWRyZSAQOOb1eruEEJ8fAMA0zVGAZCiIzXLdU5SNz/Kf00fIpxJUtW3GKKngX0deJDYywMqeg1Q2ryedSlVNT03+ory8/JUdO3ZY9wugfPLgdDoXRaPRbxilbiqWrmLswhm43Y0o5MknZnHWLiOXipIOBZj9+DLTV8+haDr1O7+HyKaJDQ+o2WymfXRsbMnixYt7g8Hg1JwJfBKZzWYbAzLJ0Dh6cSm641YTsqziW78dT0sHqs3AvWI19jI3miLjKHYS+Otxbpx6jeXfeo7F276DLEukU6ldfr//WE1NzaY5AY4fP67fMpLHZEmaTYUmECKPUepCkmWW7f4hrd99mar12ylbuhb/H99m6vxp7IaOoWsYqkT85r8xy72ULVuNrunIkkQikWiNRCI/mAtA3b17d+Z2AgFN08ay8UhFNhrBtFykp8epbFoHEqRCARyWi9D535GduE5pXQtakUVBkilp6sDu9hG89Cey6SRZcWu0JEn6cE4ASZIA8Pl8saGbNwOZZKI5k5jF4a5muvccvb98nuKqWgrJGMPRaRzuauqeeglbeRUiFUNCIpfLcOVX+whcOkuuAPlCHlVVY6WlpWcjkf+9Hu78DZ85cyZjWSVjIi7IxmdweHwoMuSiU8QHJzFLyvB+9Uncj24nM3yV/MUTpMPjBPzXmRgdIp3JIWkayAoUcgADra2tV/1+//0B3I5sDCA9M0V5fSuqzYamaaiqivdrXVh1LUTPHoFAH6lYlOHRMYSrDndHG6HeD0ZSkWkjm8tXCCEwTfPcyZMnQ3N+grsPQkjDEpCYHMHVuA7FZieXiODesIvSpWsJv/cqhSk/U+EIUcmOd0sPteu/HjB0/Y2gx/nmwJnf6ql8fq0kSU0ej+f4XPF/VgLXVYlccmJILfEtpXHvT4le/wjvo9uYuXCKwLWLzGahfO12Wp/Yk3H5lpyQZoYOvfls+z/ues2HAKHQnM1/GsA0zWAyHptJTo9WhPsv8siWbyNvtRg49jL97/4GfUE9jZ37qFq+5m+mKl65sLvu9EeQuS+n+1FLS8tCh8NxzabrwmmVicr6ZlGzeqMoLi0XmqqK1s7nb3S9N/HCU/teLZs307vV2dlpORyO87quC0PXhApCAaEpsjDtjnBz++NzbrbPK/nuQ319/SwQzOVypLM5CrIMikIBCUShd+/qpr/MN8CnVFlZucs0zd9rmtav63pEURQhy7KoqKjY/yD8pM+6FEKwbt0639DQ0CPxeLy5UCg0eTyew4ODgxfmG+C/WbOSIu5DZZIAAAAASUVORK5CYII=) 1 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGsElEQVRYhcXWa2xT5x3H8e859jn2cZzYSew4TrBDSMIgJpcCIQvQlhaJAkOl6wbSwrq1QYq0aJ3WquqQtnZFmvpmTFW0S6Uiql2EOjVdx0YZqNV6E2sZCLIGBiRGxHFM7DixHcfx/fLsxbYKqVVDt0D/r57nvHh+n/N//jo6tLa2tvb39+v5osrpdB60Wq2He3p6ar4QgMPh+K4sy8JsNp/0eDztdxxQX1+/U5IkAQij0XjF5XLtuqOAZcuWrVEUZQYQgNBJUqympub7g4OD6h0BNDQ01BoNyhWd0Sxq2jYLZJ2QoGi1Wo90d3ff/rnYvn17hcmoviMbNLHlJ6+L7id/JYzWGgEIk6a919jYeFvnQu7r61tA0oVKuQyJG9codzbS0fdjrE1tpNLpe4LB4B9dLtfe24nAZDS+AAhP79Oiafu3hevuh8Q9B18Vzq5tAhB6nZyoqqr6UX9/v2mps3UAmsnUks1md1rcqzHZnHiPHyYdm2blrv0YLDYiY8NqOpW63+v1Nqxdu/Z8IBCILynAbDbXpdPpvQarTbIsbyU0/A7J4DixsWEa7vs6dk8PkavnSC/Mt8ei0S632z0ai8UmlwIgA1gslrAM85m5GXQGDcVUDkAiOM75Fw8gikXWDxyifFkLyVRq86Tf/4rT6exdMkB1dfWsBHOZuRn0qvFjAEA+GecfR55heuQ0HY8+S92GbeTyeXd4evqI3W4/ODAwYP5/ADqArVu3iosXL36jkM853Jt3E/ePkpoJACDJMmqZhWTYT24+QtOOR1E0MxHvsD6dSt179erVVo/H82EoFPqf5kICEELImtF4PJPN7uz63iDhkdNMvDuE2dnIXf3Pk4lNU9nUQXTsPIEP3qDpgW+xEBznymuD5JLzaJp2weFwPOHz+d7/vAAZQJKkkqKqPoBUOIBabkUtt+La9CC2VV1YG9egVlRibWyjacdj+N7+PTrVyLqBQ1jqm0in02tDodArTqezTwjx+QEAmqbdAEjFQiiaGdfGB1nzzSeZuXyGwN/+zPWTv6GYy1DXvR1jhY2PjjzDQsDL2oFD1LZvIpvJ1EVmZ35Zbbf/dPfu3dZbBej+u7BYLI2JROKrmrUG26ouUrMBDBXV5JLz+N78HfMTl7E2eihmF8hEg8xfGyZy6TQ6RaXloe8g8lkSk6P6fD638caNqZXNzc0j4XB4djGAXgiBJEkYDIYpIJeOBlW9yYxeK8eyvA24TO1dWyhk0+gMGjbPOuLej1B0EorJQuj9IQqJCKv3/RCt0s74yZfJZjIP+3y+FS6X6weTk5NvfuYVDA0NqQCyLE/JkjSfiYUByCWixLzDSJLEip19uO7dQ9WqDfhOvUrk7AlMBhWjqmDUS6Qm/olWXUv1qvUoegVZlkilUp3xePzxRTuwZ8+eHIDBYAgpijKVT8ZtpVyWTCTIhV88wbrHX0Bn0MhEg5is1UTP/In89HWqmjtRyispSjIWz92YatxMn3uLfC5DQfx7tCRJurAoQJIkANxu94J/YiKUS6fa86l5TPZ6ZkZOM/LiU1TUNVJKzeNfiFBmd9H8yHMYqpwUMwsgBMVigZGXDhC68DbFEhRLRfR6/UJlZeVf4/HP/jx8/Dd86tSpnNVaMSWSglxyDnNtA4oMxUSEBe8spooq6u/rxd69i6z/EvlzfyAbDRGcuMbMVIBsroCkKCDroFQAGOvs7Lzk8/luDfCflk0BZOdmqWruQGcwoCgKil6P84H9VKxoY+6tl5DDXrKpBJOBKYS9Ccc9PURG3gtk4hFjvlC0CSHQNO30sWPHootewc0bIaRJCUjNBLCv6UFvMFFIxanZ/DWsX1pP5PggUnSS2bk4CcmEc8cADZu+EjKq6q/DDsvRsVOvqZlicYMkSW0Oh2NosfZ/Wgeu6yUK6Wm/vsK1Ck/fcyTGL+P88i6iHx4jPHqeREGmesMuOu/fm7O7V74uzfkHjz7Wc+amYy4ARKOLvvwnAZqmhdPJhbl05IYtNnqOFTv2IRusjB19nisnfouxfiWefQeoW931gaYXPzu7p+mNy5C7paRbqY6OjuVlZWVXDKoqLJVVoralXbjWbxXl1iqh6BXR2fvUeN9fpp9+5MDPq5Ys9Obq7e21lpWV/V1VVWFUFaEHoQOh6GShmcpi7T1bti11pnzzpqWlZR4IFwoFsvkCJVkGnY4SEojSyP71be8uNeATVVtb+7CmaScURRlVVTWu0+mELMvCZrM9ezvypE97KIRg48aNbr/fvyKZTLaXSqU2h8Nx2Ov1nl1qwL8AW9exkvx2u7QAAAAASUVORK5CYII=) 1 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiElEQVRYhcXWa0wc1xUH8P+d187sgx3YFwPeBUzWMWAeJmAMONRJFeq4TpxaxWpwaRQsIRU1VRRZrtU2bulD/VBXrZWkkWohpVIjKyV1XKVJLVWWmyqNWruYFCfBBsfGPJeFfT9m36cfnCJLiYLbYOd8mjt3Zs7vnns0M6itra0dGBgQ8HmFpmlDqqqeaG9vd34uAJfL9S2O48hsNv+5rq6u4a4DysvLdzPGCADJsjzhdrv33FXAhg0btoiiuAyAABDPWMjpdD59/Phx6a4AKioqSmWDOMHLZnLW7yBwPDEgr6rqcFtb253vi127dhUZZekcZ1Bo509OUdszvyZZdRIAMirKW1VVVXe0L7j+/v44GO8rZFKIzV+FRatCY/8PoFbXI6nrXYuLi6+53e79dxIBoyz/EgDV9R6m6l1PkPv+x6hr6PektXYTABJ4LlZSUvL9gYEB43rn5gFAMRq96XR6t9VTA6Ndw9TrJ6CHlrBpz0EYrHYEJsckPZl8cGpqqqK5uXl0bm4usq4As9lcpuv6foNqZ9bKWvjGziGxeB2hyTFUPPBVOOraEbh8AXo82hAKBls9Hs+VUCg0ux4ADgCsVqufA6Kp8DJ4gwLRaAEAxBavY/TFI6B8Hi2Dx2DZ4EUimdwxOzNzUtO03nUD2Gy2FQaEU+FlCJK8CgCAbCKCd4efxcrlf6Hp4I9Qtq0bmWzW419aGnY4HEODg4Pmz6zo6+sr4Rn7NyfJ1Pndl8heu53w0YuJcTzxBoUAkNbyEO386Sm6Z/eTN+cAslgsr23dutXzmQBExMkGwxsAqPXbx6liZw8BILNWRV/48au05cB3VkFqZQ3d/+zvqPGJoySZiggAKYoyWllZ2fX/5OYAgDFWECVpGgCS/jlIFhWSRYW781HYa1pRfE8TGMcBAMLTExh94RAki4r7Bo/BWl4NXdebfT7fSU3T+onofwcAgKIo8wCQDPkgKma4Ox7Flq8/A/+ld7A0dg6MrV4KPejDpeHvIT43hebBYyht6EQ6lSoLrCy/YHM4fr537171dgH8fw+sVmtVLBb7iqI6Yd/ciuTKHAxFNmTjEcz+7Q/QA4urN4miCIEBwff/Dk4Q4X3sm6BsGvHZSSGbzXTMzy9s8nq97/r9/sCaACLC0NAQ7Ha7IxwOf02QFd7V1IV0JAD3jn3Ip3Ugn4PV7UU+rSMdDUIUBJjMFoiShOi1cWQiK9j8+GHwvIDw1THkc/maSDTa6XK5pqPR6IefugUjIyMSAHAct8AxFk2F/ACATCyI0NUxMMahsvsbqOzuQ9fQCLSGThhlCbLAQRZ5yAJD4sb7UGwaSja3QBIlcIwhmUw2RyKRp9aqgNDT05MBAIPB4BNFcSGbiNgLmTRSgUVcfP5p3PfUryDICkIfzsKo2qBaixA3m2Eu90I0qygwDkX1XTA6PfCP/gXZtI4s3ewXxtjFNQGMMQCAx+OJz9y44cvoyYZsMgqjoxzL429j/MVDKCqrQkGPYu6VIEwuNzYeOAqDTQOl4mBgyOUyuPSbI/CNnkWuAOQLeQiCEC8uLj4biXz6Z2P1b/jMmTMZVS1aoAQhkwjDXFoBkQPysQASUytQikqgPfA4nNsfQWb2PeQvnEI6tAjf9DUszc8gncmBiSLA8UAhBwCTTU1N701PT98e4KOSLQBAOrwCm7cJgsFws+MFAdqX+qFWNyJ2dhjwXUYqHsPs/ALIUQ1nVxuC42/NpSIBOZvL24kIiqK8ffr06eCaW3DrgIjNMgDJ5Tk46jrAG4zIJSNw7tiH4nu3IfTmcyisTGMlFEGMGaE9PIiKzi/7ZEl6ye+yvjx55lUplc9vY4zVu1yukbXK/0kVuCYw5PSlGaHIcy/qDv4QsWsfQNu+B+Hzf4Rv4gKiWcC27RE0Pbg/4/BsOsXCM8dffrL9H7c85iIABINrLv7jAEVR/HoiHtYD8/bQlQvY+PABcLtVTJ78Ga68/ltI5V7U9R5BWU3rO4pAvzjfU/2nD4DMbWW6nWhsbKw0mUwTBkkiq1pCpd4Gcrd8kSzFNhIFgZp6D13vf3PpcN+R50rWLemt0dvbq5pMpn9KkkSyJJIAEA+QyHOkGE2hhvad3eudk7t14PV6owD8uVwO6WwOBY4DeB4FMIAK4wdb6v+63oCPRWlp6T5FUd4QRfGKJEkRnueJ4ziy2+1H70Q+9kkniQgdHR2emZmZjYlEoqFQKNS7XK4TU1NT59cb8B9EjpILTU61SwAAAABJRU5ErkJggg==) 1 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur117360 1.0666666666667s linear infinite forwards;
}
