@keyframes rwdcur73013 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGkElEQVRYhdWXaWxU1xXHf/e92Txje7BhghdqbGdxYkxjDMFNgCxVEpEmxEkpEpSINKFVVUWtqFqBqqr9UkHaRqirKlVqFLIZEdRgYbksWagpNsbYBGPA9njAK+OFGXs8M57tLbcfaC1NWWqbD1Xfpye9s/z0v+eedw78Pz/f23ZZ/s+SX64cl1eWBeXG1z+5KwgxH6d9u+OyLTpEOKTz8FgBegB2nVwwr1jKXB0+/EWXdMfjlBsB3vC6aLYMcCmrj4M1vfNSYk4AQ/dPyunIJHmXLYRii9gfeI8vJ0vxaB4mrJIfbGqfM8SsAb7Y1CVPr/eyIJhBSJngYu8hFBOa+/5AhieI3VTI7LqXH5eG5gQxK4DDO1pk1nVIyiRFfTl8PnQIBQVF3jj2s90fEDJ1TKmRtaaXHeu6Zg0xK4BjF+s4UTlG5WcuAs5xKsueQBECoUkkJluqNjONjiNswXrdzbSzdbb57wxwfPeNKyaBxraP8T0UIWHXUAyBTRW81fMzoUpJ+3AK7Xw296z20xE4POO/p6bjvypx26tzdNs56ciZZsiic7rjGJFEDHtYZ1vGa/jLVDa/VzXjW1vTKb3XVPpFPQksuBcuJBZYxdJlU1w9mE9trPS2eW6pwJmNv5WuqRbGFJP8oJUXFtagKjdMA6UKxsB0mr2/1yBpjyMBoUA5a3ErNgIH7ie6fIR1pS23VeImgKOvvy8Hi8vQ4jp5vgEsvl6SlhSb7E+zIf9lktFxlAw1zWciZ4rCLIHbeI6nCp5loN2DW2ag3hdlp2MJhZlOdm5tuiVEGkDDd/4i3RPLKLqag8O1hvqBE6Tyl2C2taBHQyRsUezCRSAxmhbEpQr6r8cpyVTo7HBRvnYYxZFiMLKft/o0pvqz6agtZZXDexOE5d8vHS8+L3MaO2hfOYF7IMpJzYpddXO45xD6dBC77sOYzkBXbCR1My3IGX8dCc3KcDSbSEJl0qcRTtoxFJ2h0PtUrn6ey1dtbF0fI3r8lOz2rZ2pCQUgvOoBeaHsCWQ8hSGSHI92YyaDWJRMUCQoClLKmYoV/3FyJqAKAaaCUCWmFEgpSRgGaobBed9H4DB5xFuA7rBwZVlQpgG8HYzw2N+2c7Eqh6Jrr7CiZBU6E0isYEqE3YYhdYQUKFJiinQlFUAIQcoEqwU0KRAKhOMG0qqhp76F5lvCq5FJHAMlnM0+mX4EP+wbEYEv7ZHVUsVb0Y/qDVO94uvUvPuS+OjJ30vZPoh4dCXOUCaa1UbQqbOvc+9MkNyCxyi05zASNsnVcykvtvHh1RhtPdViQ5FfZj44SvM5HZtiYaGnns2nvy3SAAAMw8vHPoPv/2MQPWZjtGiKA9W75QJnGYnqAjT3YmK+S9gLywhNX09ToDh3Ab5rCSo9HjrGk4z2WnGM5bFtXZf0OOIUuzOpeCbO78408I2CIhqvpqsHwC/99SInXso76gADW19BLy2j2L6FeLCfuBqhefg4jck2oqlxPFmF6TUgBQ/dk8vZkSNcCTYgMk2eejaM93wex8+4+XX9Yv7urUMLOXiz5ZtpTSmtmn7T90dh2gSfnjtAgkkG80/BhV6ahppQ9RSqasVqdxFKBdIABpMGnw5G/1WQJlcCHxBKmZRVjfLk+kEURy2BpMFkeMdNHfGmRvQnf7MwIkGODrbiamjlhL0XdSqBrsVZXf4VIrkpFNOS5uNXE7z8aBYXQk+jmyZ2u+B0dy3WRVEu+Y6S7TT5onvnLdvxLVvx21fqhKraOCK86GiISJRqtQQWL8G6IBeZSrefHHLwyXAMT0US64qvoSqQwkJPfx3T0yqdI2/M7V8AsO/iX0VKMRCaxiOFFQTW3oe0aiQTE1wMt6TZjgTqcDoVklmCvoSbpVUvYgiJacKZnl13nBUtd/r456nPBEAsZJWP6yuZ9FhIOlM8XP0cXPrVjF1h8Ub6XUn2+h/gJ8t96OM9NJ/fM6shdVYDiYLKsY56MvQQU1YDl7Dzo+1HJMCpZ/rk0hKDuLTz0+X9jHd/jjmHUXPWo/SWNa9J06aTV/USFdECWkMhRDiTkYwE0YU6/sQiLON1mBaTroY3Zx131qj7m94RppC0t9WTFbcTdaYYWxpgV+xevurMJNLXgETMKTnMYzFZ8/irsjSei6X4Bfw2BflgBHdTK01RG/5TP59zvDkvJk0n3xWKCZd7D2LboDNyoRGBMq/kMM/VDKBq+XelUe3AnLLQeXDvvOPc1VO5fcddb8f/BJXd7dtoM/xeAAAAAElFTkSuQmCC) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiklEQVRYhdWXa2wU1xXHf3ce612vjR9rA8GYGAeCwA6FAk1pSCEEiYYoQlXUNi0tkSgFNZQoUaOkQkWhSqUEqWqRmi8NRSSFhkACCgRwjKGmac0rhmLAMX5jHsaPXbz2Pmdn5t5+AFnaGKhtPvV+nfM/96f/mTlzDvw/n1fXHFQPmkOMVnjm9ZQKdffR7/byws7yUefRRiPas+GCCtsWZ/UOvhUMsmPVv0ftxIgBWr5XoSYlJaarGGsXcaNkAlY4i+bHYqOCGBFA15JPlTOxkLyIho8ox5vep6hrAK/SSWQo3nu8ccQQwwY4ub5ChfySm7kpzBu9VFzehxCC7e27yUvkUDemk+ejF/ho+dkRQQwLoOaNSjW9so+BXIOSqlb2dVUhkaAEEtjbsZWxQnAwr4zCpglse+I/w4YYFsD+ugouLvSQ0e/SXexhcflyvIaGUgoNk1+rtQTyLIqnWuRHvVz1nx3u/fcHOL3+gLodpPPJhUNoDjjYCFuilOLDMxuElJLuQIisAY1pe6ZQYX+MK2/r//JQ/f904p7f75l1L6hwznL0SILK1ktYoT6MqGLVjJUkLMncA0sGtSfL6pQqFNTWniKRrWPNhNK2BXQRZbVoI7fpB/e8564OHP3VFhX2fR/P9Qp8zU0szSlDQ0MIwU37GlIm0+LNyQlCwkIogWsq5rUsY/4kjUWT/ewwHuZvuZfv6cQQgIMbPlcRXzNzKjTiuY/jlCzAOvMmT/uLWVw6F480CJNK06h2SXZUY/a8+czMWkTJrEbqmn00X9aYd7mU8OwQfyr46q4QaQDXfzNLPdr7GkWdpznxnQaqvzyBivSRPWUDuu7FMl1isRBIOy1JsDCJyHKI2y4TAy6dtVPxZTkcH9hD4ru3eNYwmFjmsn9l7RCIwdoc3bhSpfoXYkX+gZFM8a8bNzBSjxCVGp64DTikvAbEJZneQt459+dB7UuPvqL8ZILuw2+bRCM6UoOkm8CX61A6sJKgZaOnMvFoSV6PTBvUagBW4QdKRpKUNuWR2zOZL65dRykbJVJomobS7xglbwsk7hAbpQa6Ekh1O7cQAt10saTkePJ93HEJ+nIStJd38Vbh6UEnDIC/xqtYktnAuUcOEbAa+Gb+WM5f7cEyHWTcRhOgUAglUUIgVPpLLaQGdwBch9sNylU4mSmsmMHqOSuZ4olzXhnM1AXvjquD3q+V4LV5E9WLcxWJiKLHGUs85uWHn50S++fMUeOnvEmrVcfEgQCh/m68ToBn6l4e1G5bdkBlOB4C4THkj/dy8byG6/GwtmWGeHfCVRURFuEcm0iGy1TfMV498Up6CQD8bVP5oN4mYm9CCy6kbGANFUt/q3xFK2jrPITVsY+Uk8Tw+rGLAmkOFFg+zAyTmCGp6YySXQrl0wXVP6pX0u/SmZHAbC3mVvIwUaEPKR8AvwtVC11X7L64GzXmKE2TuuH6ZsI9O0nql/gyks3hrhoydB9uKJiWpMO1iCYEx4NHONdXQSQhuPJFAT1GknYtziZfI3XGTkryYWPNenFXAIDN1b3C1drY1xTG6HyP2ENPMjZrBae7ehFmN0iXfp+Nk5+bBlBeUEAgx4e804Krb+zCmneTjkNF+HsD7EnWkzJt3ql5Y0hHHNKItl1qF9L28GlnnCVXVlN58xR+NRnlKp6avRTNMPEJM03zYbiTvY19rJuzBNeRSA0ON+/iSkGQVrEXxzOOyvDLd23Hd23F2xvbBUi2Rj7HFzMxzSzWlP8R8vPRgrfIMf1p8T9/uBh3DKyti7N68U9AkyRSHloieynKEaxv+OXI/gUA2xp6RZI43pTJT0te5HJuC8noNTLmP0F194m02F1ffcTsYj9xXVAfsanPeI6kK8DV+UPbS/cdWI37PdzY/YkAiAUy1YzpT+I4FnWqhwmPLYBTmwfjCgqWEbEEZiTAzvYYY/Iucqxx07Am5eGNZFJx6OxhYpn5rKkyaXJjbPlxhQJ4++l/qvawZIWZxeRZYcL9VRhf+9Tud4Y9z//sqRXK9ngo/MYipgcD9Dsaz0Wz2WpFabllMG18Jic7PqOn36S19a1h5x32ULqj+u9CSjh/+gi5uomtFI0BjetJSSjpoeFaJZoQI7p8RAAAe6q2C6W5HL60D8PnUtZrIwslveEjKCQ1Z98e8YY0qpVqxfxfqLBwySp6ntarxwh3Z9Jy5fejyjXqne6Zb69SQScTZRjUntoy6jwPdGbPXffA2/F/AfDg7LpkS5epAAAAAElFTkSuQmCC) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGfklEQVRYhdWXa3BV1RXHf/ucc899JDfJTSAgIVIaeYgP0BaCRcGp0xQ6A2IVGEup7VRxRuwMFmfsh36wzHT67oztONNB7WgtoI2UNrZEIDBQBMJDCI3hpZA3yU1y87r3nHvveezdD1TGKw+T0C9d386Ztf7rP/+191prw/+zrT3xqrpZDG2sgRt61ivTaOX7Tb+/KRJjIrBx8HdKRfLwVRJd+FS1PDNmEqMmMG2gSTmnWnFdSViUYemFaPYAi499bUwkxGicf3Bsq9KMNHpUMFCu0bZxO1OfmEPz+AxJZVMYH2b37a+PCnPECiw/e1SdnDAdW2rE0yGaNx9GKUnTG0eRnsXccxMwjaXM6FozKiVGxHZ9fY3qiThkXRNdWXTtfB9joo/eHCclMyTCaSYvL8UzQ3SVhLj/4iRen/fiiLBHpEDT9lrMjEJYaWTGo2DlEiQCpUAJwaTH7kIVPgmeju56eA0DI4H9fAI/3rdDweUkZ7b+k/7JxXSbMcxMEt3X2PPT7cKRDg4lZDIHOFlejP23FiQ+AA/WP/q55bgugdVbjqi0iPNkfY36pFKXXt3GrdoQ0smwd+3LAuDkz+qE60rwNHirCV2ArgLM+3CVCocrWNnwhxuSuCaB53fUKKRNa2IagwMFlDz+VYQCiYLhLKmMn+M/14oxKIcRCjQExxe3k5//Hc6JI/yLNwm0L7kuCeOzPxZ0HlDJYzaDcx3KWh2ybppdhyJ8adlSSr00WTeLFg7kxOyT7ZT4EymuTBIIholZUzhcthnTNTGy8HjvN2g4mlL/nnfgqoOZo8Ccn3Soyh1dNH4cZealThp319J5ez4VpT59Tph4tgArHEHr7s4BKVMxZKoTEaigNwDN4QuUWAVYWzsp8jx8vYj2cBsrd1VdpcQVRmt+uUe1ZksoCnZzPlvExPQ7KOHSg4eXNBCmgSclEc3CkBYNv918JXbGhqXKM2z0wiIsfQihPPwgeH2XKHSjdPzQICtcIqluNC+P5IyPrsRqAMs/fFfZ803GVQ6iHjLwz9TSnzAJCBddKIShAIkGKKVAyz06QghAQwkQSlz+lgpN+mSDOv5rcWbHwzw8tJp5qZksO/S0yiHQWl2L2ZvC7BmmcMhi2sLZ2JaJId3LaTWJ8i5fR4kAmSujUj5CF/+9fj5KKIQSKNfD1rI8/MhT5GslyMgUooEy9FPO1SW4d92zqtNfR0gfpk9plOQlaPvVYnHfpmplToqQ9X1mxbo5kIhSEU7w3uJnr8Qu2LZaxWJT6KCVBwJ3cjB2AcwsJ6a/KUL2V5QYiuOFElT2ReHvd/L+87W5JQCQYQXnNvHIorPcEY1z37ctHntliypaFMHutmHQpr6vlHHFAZz+wRwFbolNZdA+TVHBbdSFjhNUPpI0i1p3qormBKvbV5EnHHq2KyJGQU7sFQINv35Z5IUtDlbXMb4sSSiVoa1fI/FekuEum4H6wyT37iGYGMCdUJoD0pU+R8G42fTWniJV006pLKU51kFv8jk8E3pjd+O+JUFG2LX+bXFNAgAXd2wSQ6kArftr2Vpdjusq8gyF3ViP7wuUrzANgd2fzCEwp2ge/ZnjSHxMaXJ2y2GqetbRU9BDx7gBumv2EvF1zv/o/I37AMD52j8KU4dA42a+uCRE17GDBMM6nuWw8IE7iIQE0c80oov2EUx3kPlV9xDwdQwtn4+3vMOXhxejvy3x9W5611nXnI7XbMUn/vInYQiPC9V1BEoCBFAsXDUXZ9Z4upIGEenk+AeEYryEweSfKX96AxphHKOP1m1nKJC3cHx9zXVH83WH0VDdayLrGugBj6qVsxBhnaKzCRb4bcQPN+b4tvz1Iu7UDXzBD3N3ywvMfDSLUi6ucOh4pvGGe8FVs+DTduY3LwmA4tS31Jxl92NjoGkOc+81+OBTfrEVBrPOvYQX0dACaWgwOL3x6P9uIQE4uW0vpZ5Fy6w5hItuZUXt5W72vf3PqTwk8cnfxYmu4cxua6SQwCiW0gfXrlBBy2X+Nyto15NY0SDBgCLjdyLNFu6yJQcPTifEAWpe7B4x7ogV2LepWoDi0LsfUG47RFM9eAX3UKxP5zZH49SeIYSujyo5jHItB/j6E4uU8jKUrZ6Cnj+ecW4/jXvrCfk+237eNmq8UT9Mdr6xX6AUp7d/RFAvpKmuBZQYU3IYgwKfWOVTs1VebDIR0cc/fnFkzDg3ZQ+9sPSmX8f/AUx95IsdOWgaAAAAAElFTkSuQmCC) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGpElEQVRYhdWXaWxU1xXHf/e9WTzj8b6MbbwAJYawBdOmWC0OhIQKApHCVjVSKFGatlKjpEmaEkGpmqotEqqUKolIF7UJhZIWobCEQGxwQhJqdryADd4wjFeMwR7P9mZ5791+cIMyYekMfOr99vTO/5zfPee8+86F/+e1xvOWvFcfyt0K10Z3SSW/jFUXN98TxF0BLGrrkpEzHxO9ehqXdyrTmq/fNYRIVrD+5BYpMtz483rxptsIdHVgaBYGSiZyMvv7SftLKgOPnrsiB3Nm0aqUoXbEaNtcTVpwIZlUIYSgsvN3SWciYYDVTY1yhvcEw3oqTtNP68EzALS+t4NBRx3+1EymBqbwSPulpCASAnj133UyarHQbyvmstdC155qQEWqKpgmPe+eJrt/kMHUEFfFFkp63kgYIiGApr17Ge2IMpKewexwM+4lixBCQUqJEBLXs8tBtxFTZ2KmZJJ/tC/R+HcG+MXhfWM7UQXd+/9BlucSfms26aFrWEyVU89vFzEpcQZ03JqbAWszwd0NoFgAyG1f/z8zcduufXHzQelTXSgunf6z++j2GljRGP/cj9CMKNWz59zQlp5/X04J9dFW14Gi+MhyFzE8SyWgWPi2No+9Mx6+bZxbZmDdH/fKswvKcdoDRKNRAu6FIMZMR3v9FJi+OPtCzUS3FCCkBMVkeG42WYadWcpTtOqHmH907W0zcRPAs7+slb3DNspHevClpTAyvRBDj5FfXknxgqVkZtvoG4gHcOlwRR9iyqMLkcseZkrgQZyWDIL+7VwuctOUY5LT8sNbQli+/PDzTdvl0eYsTFsIrVfFqezBNX4+xVXZaC0DxGwp+C4MkDnBEeckMHyZ8Tll9OseHrpSyuHCNiyhAfRdF3hk1RIi1mnYLJOInb1P1s5cG1eOGw8/eaVWfvZ0BTO3f459hZsj6z4ircggoo3iKHRASMewWwkHQ6QXuzj1m003tBOeXyGdrhyizgiZposu5whWI4gtpOLUbQSeKWX2FZ3P8z3cf9HHscWHbmgVgJ8e+VC2e/KpjF3Aez2FiztqcI1TiAYVBAIzao5ZmuaYyvxqHQVgokowhPnfuppYDStBVcN8p4Hagm5C+al0Fglc51+UcQAtuw9wtr2IpvU2jjaM59qFh0hzWwn7xoKamo6wqAhToigKxleqKQWYikSVKppqgGlgIrHGBGE0bN9LY1nwJfIGO3mMDZScCsT3QO3rb4vCaRlyTlU5/k8mMX9NgMaayXQdXCVWbNoujSUVXN7fieGwkputE0wx4gBmPTYPj3aR3IKZBGxR/I5BXGaA1um/F0sbfy3P2s6Too2QEQPPx/u58PJf40sAkDfZz7Gaw5TM9+PJLsH1QCYrtx6QrR4bgW3HCff5mP11G6MjEcZlxH88/piX8bkz8GituEyDccEgFbKKr/W8Iuvz++ktdvHPsjcIfxghYo/GaeM6cuIDL0irO4jFsRzdGuWS187iVTGMSIyWg5+RP81B6vyl+K51c3r1Uze0i2s2yqtmN0N1A7iwoz9hx8zM4n7xJEPGLqaGZvJ+3R+Y6pvCsXXvxcWM20pX05vCYYkx2rebbyw0mV0RRvvmZPoa6rDbBUYM1KEhsnPS43vAKqnI+Q6qVInE/Hj/1Y5f9FNvbsSj1nOuphbVMG8KfhMAQOOBrUK1GJw7sI+8x8vo27ETmZ6K1SKZsGQJ1piGM+yN05j6VY4P/4nKlU+jGUF0i0Hw7x1ExCj6nmF8llGGX2i85XF8y6PYc/xdYWgGPXt2IsMRZIaD/F+9jNLeS0p6CqmF7jh7V/EzZGlDDA69zbjFGrpiIqwGsZ3Xceou2n62J7l/AUDLwW2CSBSrMCivmktedR15aQZMnkT/J0fibC9v3YLpEKShU1T6Du6V/QhhIg0dz6tH7jimWe70snHz6wLAFgvLifdVkmkOkdJ9Bu+MTA5/ya5y+Tyuazqtzg8oGFxDdpubjg1NCc2HiY1kdgsdn+7n6INLkalOTMXGk/vGTrOqU6/JZt9fMOxWSsNOBg6NJuTyi5XwFFuxbLXUykt4YnqQK2lpWMdVYah2Oof/TJnMwFbwOPU7f4yu2Dj3WlfCfhMeSht2bxMmcLK6HsViJXz1I4YG3sSwjxBS6+n6oBbFJKngSQEAtG/aKEzTpGX3cRpKN5Bb/BKTfEE8tcNIKTjz296k7wVJCwDm/GCR7Mn9Ft+de4L6TzvR7DFObUxu51+su7qanfhbtTB0SXNND8BdB7/nteC5afd8O/4PRhnlA3RyHU4AAAAASUVORK5CYII=) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGnUlEQVRYhdWXa2yT1xnHf+f16/iaqwm5AgnQcC0DigodZXRt11V0VGVV0ERbISq1XdVBNTZN01Z106qpSIxtWtVSbVopKxSpMBANSRm3sSWQACHQArmHJDiOsR07F9tx/Nrve/aBjckKMCd82vn0fjj/5/md/3POeZ8D/89jU/iCvN8YymSFm9t+K6XQeL5r/31BTApgenVEqiNLMMY6sXguseSEb9IQYqKCrf03pDlQRdgxRnhGBeFAFN3XSaBgAQ3F6yYcb0IOvHb+iuwI2hjVFtFx87u0f1BNrtvDdf/rFN5oYXH/gQk7kTZAZd01OYbBUFBjJKeA0MmDoAiu7T9LWfFHdCxZgy2usez0zQlBpAXw6v4mWZwMYY5EKRI+ug8dQuq38ghdcmNPE45AL0WxPERRNWU9n6QNkRZAy/G/0tich9WuoehJRle+gClDIKVECoW8l1+h11bGqOqiUHOQX9+Tbv57A/zq4NFbKzHAd3o3J05ZGZMZzDF7kYbg/JYPBSiIuGC5J4guDfprzqIoKgAlV979n07cddf+7NgJGWrOYEhm4G2rwjuYYCSmsfqNSqxOjd0rv3lbu6LpiMyUEXwnm7GIESh1oSx00ZozhXJ3C5e//ou75rmjA2/+7gt5VCxEdWhkl8Xpk0/fojUkY0MauikzZX44IRDmmQBIAclHF9I6fS6V3nySGWZe+PLyXZ0YR7biyU5ZMMuNqyyBmGkjqpgYjSbpbx0irzQDR3k2geFB6jasua39TsMp2akOU2IrwGu5wRQlC6tRTDLZjSfh4fqUqYjETbTpW8blS3HgBw210pkzQMXDQ1y+aKftyCEuHohi1mMU5idRp2YRbPeRnetICdIbDlBGNl69n/ljswlpbrymDtz7jmI1wjhHWtnoW0h57fPjnFD/8/HSD6vkmUgFy8r/yeelT2IObUc6zEQHDtNxTEFVwWizMzocIdqfmxJksOoYRmYWUTt008Sg4Ua1ZiH1KMP76shfX0FPbAZJm4nNZ6rleyufue2EArCh8px0N5ayquHvnD9TjDj0Z4zpTuKjJkyqIKH9F1yIW8cvpY5CYCAxSYkudVBUVMOMrseRUkPu99Lk2oF/5lz2TDmG8+p2mQLQ1XWIzvZiju99AHdvNsXe2RhZTsYiCnpSosX+PVsaKOr4fStMJqQQmISKlHFQVJJoGFoUDMnga/NZMpyFLX6TBR4f0y76U0twrmmbKCqwyEf/9DSeHR7ib36Nh46E2Xtui1j90yqZNceOvyvCQChJ4SN5aHF/CsDyJxbTJTVK82bRSjdZFo0ceyH18z4QL125JM8Pvoc7vIMibyXBeistP9+eWgKAnKwkF37/Caqq8YDZS1uLjcq39sm6owbhKz7yjBBLny0m1B1iakleCoAvMcL0nHJax5qZa52DQx/DlVCwR3bJqvzDdM6cSV7O9xmpCWA4U7Upx6Js8asy2xKjy/s6whllwSODOGZnYp9mp+/gZygFTpwr1hAMeri6dcNt7XOnD8je+DWCtR24RA6j3ytnnpyGyeIkqnu5mtFA1qe9xOMhut5pTMmZUtCey38UikvFlNzLM++7mOKCiscy6as9hrBYQDeI+wYpmTstZRXe2EUedK1GxURMjzCyp45TU3sYjl6mXb1A/HAvY8bQuOTjAAAu1ewSVrPBVx//BUVVaN5fjc0mEHYzFU88jlnGcYzeTNHkmiy09/+BsqeKiMooCbNA7Kzlgus6scNdmBNxrr99/o7X8R2vYl/vThEbSHDjqxNE+8KYrYJFzz2F50qUkvn52DJTL6JC+2xMJphhWURinQdNSSJMMYxPr6NLnf6f/GNi/wKA7ur3hSEgOZok3z4P/1k/Sx8WWJ0qntozKXObP6vB7xzCl6hjPb/EXNlJwpQEwP/jU/ds09Lq4ZaufVk++I1vUVoaIZ7tJBgfYNe6zbe1q073SmtkE8POCHYDAm4T1zbWpxU7rYZEUaC5toaa/GfRB5sRZgsbDm6VAKvqt8uM4VeIZoQIZAfwnRwcd1Pea6TdxS5b+6L0Fc9i/eMGQwSozd3G8sQ2+uhDzX6HheZm9h7fRG4sk7Zfd6UdN+2mtLFqj5CKiUvVjUhLCQ+Ff0TQZhDPNMgZfpG2L04ATCj5hAAA+na+LaSe4Orn9bQ43iU/2I0z4abn1ACg4H/LP+F3wYQFAMs3flt67Ct5bG0DX9Z2YU1ILvymfVKxJvU0O7f7b8JIGHTW9KEYTDr5fY/lbyy479fxvwAl7e/Xbh4rCQAAAABJRU5ErkJggg==) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGdklEQVRYhdWXf2xV5RnHP+/5cX+19/a2pRaEjjDUAk5oYLqxZoPFgJ06ZBmyEOecweEyXdJsJu4PzSbJMjRzyxITBw4jJhSWirA2o0qLKzh+FIG2lEJBoT8otKWl7f1xzr2995z33R8ldTcF1gt/7f3vnPM83+eT53ne9zwv/D+vDW+eVHeqod2uY2XXVeWZb7B+c/sdQdwWwMb2UaW5AVy/QvcKVn7QddsQWQPcu2BERYZaSCfT+EcFVp+OFrBZ0fjZbUGIbIx/uekzpQUN9LwgI2YJPf/ayJxHn6HTLiKWUuQFBqhfMz8rzSlnYPXqDtX8UTF2VDJwJkHnp9tRKNr/sQ1pOjwozuH5xKB0a19WmZgSQOUrR1XgnhTFcwaJ9Ct6ztQgUGhCQylFb81fOZObS/Q7Ejdp8tN3j00ZYkoA7a278ZBEYCFTSUKFa5EuKKlQSnD30jWonXkw5qDraZyelqnGvzXAK79tVAAKwdmTOxiOzaL/vAdPMIkuXfZv/r1ISUmqH5IPJGk+VYJ9Yg/yehcsrzr6PzNxU4A3nmpSiZDgucqjCjn+7srFv/GVxRqSFJ9s3iAAmrf9QaQTaUg78MVOdFOgS8VD759W/lE/a19ruSXEDQFefmmvSmCjH9ExepMUzl2HEAopgVSU+Egyw/7BORajKTneF8DxuRXk7svlXFBwcAaYmy7dFGISQPljl5WI6RwTd5MssEnnWESrrzAttIp585YzZqXRVKZbY5ukMO3ywCPfoGThMkqvWrSX55N2/BiGwTpzkIXVN27MDKUdZb3q8dJDBNqCzCu7wvG2eroT8/HOdUn2pbA6x7CifjSjP0NkZq5CBuOISyaDwyadXj+FroXVuINwvoM7onPJ42flvr2TICYOjS1P71eiu5ChcD/J82EOTK9BmYKrQ2DG4yhh4joSLV/DCEpaGv804Vu64tfK8RvoIg/L1BGmwtW9OPoQeSpN78O/YkwJAtPjaHGH2JrSCV8NYPX60+qw7aFp2iiHtSLa3Tr8w2DmCHRD4AgdBQgNlFKTKieEADW+WwTq+rNEMyRjjhe3fiuLigZ4YjjCQ/44q947rDIAuj+vJuiJk+OJkheKUHzvIny2B8MrkS44aGjKBSWQDox345dLCYXQ9PHtp18HUQol09hS44nyH5Drasj+AMGEid7ZOrkESxe/qJ69/AKWL0pkSCNSeI0/91SIHy2tVrYnwNiYy6xHwjRVXaOk3M9H71VM+Ja/tkvl6/n0At+eZXIokg+5Hk6uv0/4qm0lciI4RT6mh7uZ/U4D/37jpcwSACTwsZctdK/phvsHuLJ6Bs+vqVLRexZi2DYGNh3Vw4RmFpBKDWdkYEYgn9GwTTgdomHUhzegkF5YtrZbzZ7VyVPxS5gFAvXhPgLCyPCdAGg5+Udh5Vi0HqxloCiGzxsn1aMRPteMiNoMjhxhKLYfr+8a6WRxhkifniAUmcZgex3xYzXcJSSdnnwGX4yB8DDYlI/cvZOAJdn3eqW4IQBA/cUtwoiYtHXXEfyLi0orzBzFFfsowh2vq8dnYEczM1AWCjM8I4nUwKMkHQ1VrGy+ytVAiF5jGv09NeiGy/mNv5n0q550ENWff1doHjhubie25D4u9B0Cr45wUixZ8S0CBT6CBf4Mn4s+G70gzTcfW4mJi5HS+OJCFV+/HEWv+ztusY5V+cIN54QbHsUHT74vlOFwobWahOnFMBWlFRWkAgvoa48RyMvcBaZXgD/OgZmnKfE/jzYGqbBBd8MuQpbk+FuVNx1SbvozaopsFU48jfSYLHnmUYTHT1h0UP5jl4GuIxm2XXs/pLD2fvzuZXqfrmL2qz9E6Yq0Jujd9ItbTkjGrT6ePvumACgoiauyZauwu0ELaJQ9t5gT9V/aedc9SWTsAzRDJ2E6GK0tnHl745RGsymPZM0HdnHXbIeutgWE0mGe3FKnAJ7dcUBJM8lXT32P7/atwKpvm6okkMVQuvz7G5RXs/jaTx5nJOHHGgvizTWJhV26cmNI+xDFe/ycKmqn/3fVU9adcgYaa7cIBJyorUNqF2FaBKcjRHFER0udJbL/HELoWQXPCgDg4z3bhVIuZ/95EGV6CZRFiRT2MdzQisTl47dezSp41gAAB7ZtF0pJPt+9G6+j09XwKUJBz6barINDlheT/16LfrZeFeqFWHkxml5/+7Z17mg9/POX7/h2/B+F18+4KbM4lwAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73013 1.3333333333333s linear infinite forwards;
}
