@keyframes rwdcur72636 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIklEQVRYhe2WXWxTZRjHf+erp9/tWbe2W8tworgNnWSbuEkMRoISNSyKYIIa8dorTYwXGL2QC2N0eqmJCUr4SIQYMcGPGHHBgMnIEBRRcWMsg21s3bp2Xdtz2tPXO5KxYQ9x3hj+dyd5nvf/e5/nzfMcuKX/q7qkd0QHr4lqcfJ/YX6f+q5AdlPGVTV22QEeDOwX4aQKqspZ3pKqxavLZXyPdlCsaPRCwxT5iQqWXXaUt6ACnewS90tvV+3b9eoyvheJOw3c6wRW1zzj0xmE5Oxui0rUJb8vhKzgCmiIUg1CL3Ni+tkblvKx1YeErtfAygnS3RnMkVEKR+MoqSQD5tabb4EtQFU1PDETLTaLq1LPU/mvRGoigNddwCuN8/ngCxLAzjUfiIZmCSX7Az73n5jCJB/X+XZmHQPmk1XNlwQ4JV6W1pZ6RW7YxhvNo25VCF/UWTk4gVGQCcf8JEK94nLmAiqTqGNFwtI33G6cp1lO0PtjD7JqOfFeGgDgjP2K1KF8IuaHrhI/O0C0DZpT5/GUi2QvtaFaSeRSjqw5h16sRcgbmQkE+WXwd3KTRfweL8z9CwCAAWundG/qCyGdUXjkrq9Z1TjI5bzN2eGHyZTHMK0cOTuLqAjmXV5yQ834x9oJKLVEgkMw6Qygap/aQwdFInmBp9v3kr/Sxm8j9Vy1Zjk0euBa7ub4FmHoBn49hKxH+OjXNx313xFAd+SIiIcnafT147ZquFKcZN+lPUvm9TRtExYKhprgwF/vOYKoOgl/mu6RFGWWitTCjFQkV8rdMFYtaazQk0RCSZ5f86mjeeJoFB++8Ko0WvyDtJ1mzs4sGbM5vkUENB9RJUBdQkEzwk6Odr4LapV6wlItcT3B4/GeRbcL62EMxUPE1487exhdybKhvn95tuH2lo9FKN5EvRGlQYsQ80TZtmKH2BjZJAC2Jp8RIcVHLDhHe/sxosYwVmKEupYJNiS//EcIRwM7lfMR1fzE9A+J13lwp9aSVlx4NC/bap8TfiVASIpS8hzH9K6irltnhjlmC0UiJQ8PmZ+JvqntSz5KRwDlciPz+RF0I8odtX00+y9yrO9RFJqoiHEquMkSYTy9npNHfTS0TqHWjJE3A/hag7jG/axL7xH95RcXQTgCUFw55qJw+rYYnbEmjp9oZKyiAkH2ndt17dBNDQdEtuDnyqiJokgUtWEsqUAkKHB5oSO7Wwzw+gIIRwDhSJl0q0rJHeJI6m5OnlqPajfSd/WJBYd9N7ZjwXeHtlfYYoZMxoUkbNxSEK57EVWHxQP+/cJoUTDXjzNz8iLSUDdmQedcvvqqdaKqFRAlAUyROWJRSq1GMz2cs5yt2mUBQJ0mNyJTTntQKyqn7eUzdwZQlCkWZX62X1pWY0fqlN4Qney+6X/EW7qlm9HfGeCA6eCJdAYAAAAASUVORK5CYII=) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHklEQVRYhe2WW2wUVRjHf7OzM7vb3dnd7rX0Ztna2BQh3rgZIMSURIliDKBEiAFe9M0Hb09qYmJiotH4oj5oJEoigoqikQRRGxA2cpMgSqXEFhpou/fdLnubnTm+kWBpd0rgrf/X+X/f9zvf+c45A3Oa023Uault0chjvx2FV8ofCiFVMUwBDRBuOcAa7Uthb85jVGUqKbmhfwrASulNIeHgkHhRmk3hZa7vRLgVTH+VmqtM8ZTApDx7gJqo47Br9HvfF9QDSDaFn3KbZoR5uH2/cLhVwr1XGVCTmCcm8ZpeThsvN1zEDQ2r5A+EGjRx9QjqtRAB/GQnZIy6imEMc3Bi27W4Z+/fKeSmMH73zwyFnJyrlygfDdKSWMCRyrqbAwBYor4nSoEKpXsVglozqxQZfaSAU5uPnhsjlx8GAR1tMWLRH9Hcp1EWOYk7Whl4fTN6xs2J6lMNAaYdQplmbAUdfXgI58oLBFwjdIph6noPI7l+krUstXqJ0phJMmene02N+V1w9mAUxZCIWyg+I0C8tlVaIu0VbXmZpXd8z9MPnmXyVIFf9vaSTwwi9CJX9TwJYaNS9ZP74RF60uOMjjvwq34rtWcGADhWfUJaWtgtzny2mJNyGuWSymgyQsaokCwlOJA+IAFs6tgsqjipH1uA0x7G0zRsGcBSmzb07BCdPXFcYxoT+SypcoZvx/ZeF7u+daPQmnzIip9Pzr1j+QjbrJjsUhJxuY9s1aRYLU8pDvD1lT1SupIiXb7M1rteaXgFzwpg1/mXpMuVQXJmllQ9Na3PL/mIebqJNHewve9TSxCWAAA8Nh8O3UFIDd/w+8a2TUJTVAIk6IolUH0RS3ktAWxbsEO0RLtp98wjpLjZ0vmMWBt99NoKH2tZJ7yqG58Ki5YcwqN/gdP+N/2R+K15DYuGRlNzhi5tD1fG78Ze8KDIUTZ2PCkmKRK0h/G7PdyzbIi+FQX+ueik5qjRqaRZfeYrMZDaMO1QWupAtdJKNXeSQCzH41t+ZeF9aaK+MEFvOyH/PJq0KLI7wJ8YXLDF+KOlk8NM8peWJhp185D382k70bADy537hDuUJdHWzWhoHg+sTpI6X6bsUVELQXaeeVfa3veaqEyGKRxez5H9VejKkM0XKWvjeJsryBOuafM3PK/9kV0iutDD0eggfa0naU/6uXikF68ZYve/m6fEL3XtE8I0MO1lSuYlwn4HmksiN2rwm/7CFH9DgLWRb0RxYZaRq+OoEzLBiRg2m5N4sfFLt1z+SAiphiopSKaOZFYYENc/0TNuwSr5Y2GqGRyZIo5BiYC4k98r0w/U/xU3nrvmXcyrQpGMKZ4Zky2T3xK+iIvypJ1ytc5x/flZ/SVZ0YwdcIomSgkbJibHjVtfvKFWSG9YvtPnNKeb1X+vqphSIY0s+wAAAABJRU5ErkJggg==) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVRYhe2XS2xUVRjHf2fuY2budNpOXzOllIaCFMEiRurCEENigrihCmHBQhOiOwxCUAikYlJQxEZkoyujISEaiSYCGzEkbIAQpIgKRAIFOgy0wzD0MTO39859HNcNLXM1xYXhv/4ev/Odf76cA08UQFtEr3xctUNBggxRy2blk8cCEQjAEwrhWoNdysEZhwgE4AsIpRzUTpvdjYdnFCIQQFlxGHcLuO+co2qxTm/qyIxBBAKIyxRoLiPKINkNx/AXQl/zmRmBEEEDd7Z+I/X3D3E+YqEcWcOioadoEi5b+tdMWWOb9q3Uq310S8FSRvFMB8Xz+VhunhSvBgUo58PUXmpgoZbhci7PBVehu7WefUv2yLt2hla1AxFKEbJTmL4klrJwanNYahZ5TSAGwkx45YfqBgaoiqnkTzcTXXqW9mgeRUYYy40yZN3E9MqEEi5ek0p/+g5i/ij1r5xHWTSAPPA83o3ZqI7L5/K9h6YVGCAStyi7ZfwrXTT7YUadWwyYWcadElpIY7yc48othxHVQg/dpi56Ff/HFPJikqif4FPvrSmvKjDAhD5AQzjFPbNIunyTomvywBrl51y/WNu8XOaKg3TWaAzVXKe18Vf0/k7u//Qq6t0mdtuvTeu1wCbc2PG2lIqNWR4hX7zPseGzk3LfmLNSzoq1oNXksTwXdWgVXr6Zvol1j+wRaAJ9z+yXY9zhtvkXd8wsJ4bPP1R0zC5iqHnaCm1ofpwILWyfWFvxgBX3wM7mg9JIzibZ0EZ9JEmDUjVl3NHsGVGUNgU89JDB9kzl5hUBPkwcl8nqeVwpupzIm1THUhiawarGZVMuobLrcMPMsONyT+CrnRZgm/adDDdKrrWn+cNLE47ncZVxEuEEdZGaSbGrky/KN+eslKloko7YAvYs/iDwlpzWA3WtBtpLGUpdv9ByvcTc4Sz2XUGi0EVRK7KmbYW0yxa1ahUxzaAu1kI03kZDTRKZ1YL2nxqgt+aQdJZd48H6E8SGCnQ9Jxj5vp3cYAQRjjOrah6en0bzBYarUacnKMQFp0sl5voKHW7dvwfYqu2XZuN9/FsOI1sXU61Xk77RjvQkTUaUkH4P20/z1aUfxN4lPdIXE+QjFwjNKqJnVnBTTDCvFA8MMMksO8RnkpCGVDXKsoxQdAw/xW779WlN1bfga3nPu0pL93H+bEzgFZay4OTLlH7z+MjqrmjGSRPYK7eKjV6v/MLbFdjF9kg9mvcs+XMxUutP8mDdcYzfl1OMmmBVzg/cqJJ6Ikdl4YVTiJUZGgY74fB8esYevQUh4IMkiPZYq0Xk4tNYX3ZgD4MbKgbKmzEAgH3jG0Qkl8A5Fcd0x/97AIADziYhxkKo5oyX/md6l165Sex6bB+aJ/r/6G8mL5zTYr3xEwAAAABJRU5ErkJggg==) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFElEQVRYhe2WbWgbdRzHP3e5S+7ynK6N69Km22zXMTfB4dwL16noBMHi1DciOvYgvlB8IxR1ICooKN0LfeNkPkwUH5joC2GKqEwcDKqzMtkmbVPbuLVbmqRJTHLJXXL395UDXedytijCvq+/9/197vu/393B/0nPPSCJpc6U3ZiDXol9u+QlhXAFoHtkVDXKGw97lwzCFQC2wPHFkGLdvP9oeEkgXAE0Gx5KToNjK5JEIz18sHPxTbgCSPglarJgJOpltHct/q5r+OKR2KIgXAFITYFerxPPCo519HEifhu+tsRi5rsDsC2ZpGmy8SsJPkryY+NmxsI38t6LN/3jFhQ3Zj2kMZ+Vaf/ZZPNMlTkpT2qVl65wgyeG1omXhk9Lf3gPP+QXpbqNpklUhSBnOmg+geU41ISgXBe88CGS9HcDF9Kre1aJ+eM6emI91XUFMraB0cxSKwh6ezS6dIFnLA9mFTkgk/aqCFklJHnQbIFoZrCcJkMHheS6AYBmfwjiXqaKp8kWa9TMBvVyE03TKVRtglkV+5t2hN5HelBlpKeJpqkMFuq0zU5ilByG3hYXbtw1QGoW8sZvlMo1SiWTo5/NXQi7d/dKEQ/EiYUHmPAuZ6LHw+rkJNvSKbpys9z1yrmLGncFsPfJ9eLsvMPsTJ0jh89cFFY3bDKahRgwKYpVdGqCLROj9GQmuHPfLwsed8sAr+9dK4yQh0LNwue3F/SUSyb5UJnoVdPEPWPcUBylM3ucrfvSl3zWWlrDQ3uionpintKXFSJCw6cvzP3t53NSrWbheM7SH/oa25hm6/Clh7cE8PEuTeQMFWP8ajq+u5tIs42g18utg8sv2v0tt3cI2xLMTJfIFDPc/+wPl92ySx7BgZ2qUHQ/R4SfUlsfSt8moskN+G2JSKBCOWpe8N4yuFwEwwqartIR8RNW4OnnT7W04guaXt7hEUIonGtbwdG+bmY2rGfjeC9yro9gaYo14U/4aSpNtSjwBUBXFJb5woSCHajhZSS9OTDOsvuZ0+4bGN4hCdWr0tC7CXZ1s9W02HhyjqxRJuwZIdDeZMaxWKYohGISne06oYqOMr6GXHSAk/0BNnsOkpnJt1LAnwH23ofw6RJWo4FuZUmcOY8kR/A0xlgnN6jIIXKKjBQIsH//hPTU4/0ioTucOzROLLuW89fasEkl2wiS8DotAbh+Ff9V7w6tFLVfy+RnV3Dquuspbktwz1iKztSn3PGacdl8d39EC+jB4WkpHjDpXJ3GaH7PMV8KlAIVOdDS9YsGANj+VkWKKnU2kGVgdJJJqwRqa1/oJQEA2P6mJSWbFTal0sRMH42m8e8CAOw5UJUiVgHfmTHyZmvRSwoA8Ng7DUm2szhS7b8BAJir2phOa2t4RVf0O2VEmi5/Ixx5AAAAAElFTkSuQmCC) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/klEQVRYhe2WW2gcVRzGfzOzM7s7mc1ekmy25trWUhODrUQRLLVFH1oVBS1YArYN6pNWLFUQoeKFor4UW7Tqgw+KFSkKFYr45INBKhZKpaLFJJg0JtlsNslk7zM7l+ODKJZespvG6kO/p/Nwzvl+53/+55uBG/qX9NAbiO2vS+I/Md/zviIG3lFqMpdX2nzX2wGh0kBYxGuav6IALx7XhFyJoC3ejhGKXn8AudpE8fd7yKWfIJF0aloTWAnjt74yRCnv89vEvUxO72B9TwZDbrx+ALlCjIkpgzPug3QUZtmQOkMgUFgewLaXEbG4xPH9Qqplg51H+sQPwzBT6iIWHKK/9ycMCeSYtzyASFJGlWSeOqqLatlBE3FaOxxUpYjrhRGqwdh0hLmMRCUrM7soKAd8tGCBVZVhAuSxDYNSdplX8MWzvrTriCZCUjta4W7S6WayoxLeWhDyaebnptHjMrYPhaqDM+bgah56xKUcbWAuqkMozmK+tDwAgE+es6R9xy8IoylGwd7NuaHbaHZPMbnmLvDO4znDmNkylYzF1NdpKXV/UlSjLkXTxoyFiXoWiuLWBHDVez7wWatIxdYhj3QzMzLLvFRiLCqTtucwpwqMfzp5yfruxzpEVAsTjUkMvfvrkn101Rw4OJCRLPkcwb7TJNdlWcUc0bCDla9i569wQg9CLRqN3UEeP7RuyTheMohe2JaXJrNFSp065TvXYjpVLMshfXLm8qfTJSzNIVfx0Rt93jyZuCpETUn4ys5pacw0OZ+ZJDtbwC9dfs/UA0mhhhSCjSqZhTYupJtYyApe/Tx4RYia3vo/dcfgGuEENHJWCTt3cSW6BjpEqi1Cqx4lb3Uz1ryZDf4F1recQG+Z4LWHrUv86k7Cm3rCFJAR82FsQyO0u0tUSw7uoosSlumIR1g9XyLgjtB6KsUEmxBNNrG2Lxk8PCM+2ncxRN0fo+5UlZwpQEvR3hHl5s4ErW0RIskQCV0j2hyk7dYW2jtdtm7K0NuTQVW3oostqFKMwQ8u/k+ouwKGViCmtzBZ3UhX9kcS2iJmT4oxYw6v6mJ7JmZCJbm2iPC+o8/6maqokJ2VKZRUPEfmkUO+OPH8n1FfN4BCnoDeT1tep90vE08ESCbD2B4c23u5dz/x92jPe4rIL/j4Ktx3APHNQaS6AdSghjTdjne2k/iWcfTeX8g6oxzbO7pkQ3/8tHftTTgzHkdZsDFWN9CwcR43PsWBzfN1v6a/pNQz+cmjiqgUPRqkfm7p/xY3dI7929PLNoc6K1C2fRoaFYzQ9zixM7z0aO6azOsGUDRwRJVi6CyHd1y7OdSZA4smWFT48BlzRcyhzgqUKiBkf6W8b+j/oT8A0SGT3IxF6sUAAAAASUVORK5CYII=) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhe2WXYiUZRTHf8+8n7PzsbPt7O6s6+6q6VoqmoheJCZRoZUEokEJGnYRbFdehRhCGHQVYVIahhWBImRWUFQEfYF2U4qUlea6rrvuuLM7u/PxvjPzfsw8XSUszczOkF7l//Y55/z/53+e9zwv3MX/Aav2C1nrTL2TxI++JaTnB3D9Ss2YOyZg80FVagEDTRH8sMcSteICd4J81wlD6iWFhLeQFtOsG1vVgTUHkKYKZ/ZRU3k1DH4clFKTiN+D9FhhAq0BCjG3eQF6RGCoCk8e0aR0PELRAJGo4L3tTk1Bg592yVJaoF5bRmxE0qX/QWatgZqvP+WaBTcdDMlO+lHKJbzCBNHuAH5rGQWDijA5uj15K/exN5bLiIxTHO9j/Ope7gu9y8CqS4gVNznw+Pm6LtaU9/UeW+w8mZILpnrQRz0yIx1MK2uYTFxAahE2vR2XMzcE5bQgWwTbDlFq20ZqmU4+8BCh9ix97efrdg9zXMKy6+EskpgL4pSLJhetLfyWO0Ey9zBTqShWFqyCR3rYZdqawrWPUQl8iR0CtbVAJhWZU0DdAZ3YlRUvnL4itSUPMCNWc2NSw9ZdNG8UZ6pEMW0zdnJIAPTuWCw1p0S49RT3xDrwiyWSuTn5G7vl+890y/TkGr4bfop8ZgQj/z3e1CTXP7w8K797a7/U20yinQaRmOTs3l/nrN/QHnh1fVKISpp18W9oU36kkp/BnS7+Ky75yYhwxx2ccRd7qP7n9w8a3oQTmRyp9GXKMz5+zuHm56NVu1PCAi2m0zK/sboNb8JTz18U1lgBb6KIKmqnqWEdxQwRcjrZdfzemo9Q0wIAzr35l2hfGcbsCtL33IBMbOmdRdC7Y7HUIm2I4IO4M1txxwwGT7fWFdHUqn366BJpz/QwlYuSt3OUrBRu3sFJF9EiOmZXBDU+j5y+l2BqKSvKR0isP4Q0ixzb7lblasqBro4cetrEC7+ME3sCtWMeZmcEszOIEdWIJoL4obUEsAkqZ+hPZohcSBCwVJ49rlV1oqnnuFQo4DkDTA4nsDo2YoZNBro/I2s4lAseiXbBhu4xbmS/oCvikZA/EyjkmR7RyUX9qjWbEqD7GotGgiixoySDnczvuUrCDHGpJPj2pSti4TuGLPm/sHyxiyjpqPd3UL5eYb4VpqAMsflIWn416M8aRcN3YPdpQ2p/mvQNafiJpbgr21HmDTF6rcAHO4er1tl9MixVNUyp5GNPG+TFBFa+zE/75K34hh1IXZd0V0xaeuM46zRs5RyvbRir28D7z1gCLAA2vi5kGajos2MadmDLYUP2e8tR4ll80+XwtuqLqFk05MAjhxRZrmjc1JIEyPDRtuJtIW9YgG2X8VuKZHNFzr5Yvm3kDWP1K7X/6+/iLv4r/gZC25nYjGdAwgAAAABJRU5ErkJggg==) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/0lEQVRYhe2XW2gcZRSAv392dmd2dnY3m03SWxLbbLqtoa29ifVGhVqhtAh9kIJ4Ad/6UhQKPuZBEEShDyr4pIIovlShD2qxD6I+tLa2Nm0uRpo2SS+57mZ39jYzO/P7FBUb251mFYR+r3P+cz7OmTM/A/f5P6EcS0rxtiGbmVMNJBDyUHSB00QBJUhwSjVZ7bajHdOa1oVAAjLt8qSXpbOYoO3z5owikEBSi5NucdjndtN7bTVtx/VlSwQSEMKllAzT68TY8e2rmFMddB3vWJZEIAE3WaEoPC7UehjwejDOHCY21MeDH+y8Z4lAWxCtmcx5EaxKlpFZUK7uplOfRE3cYtPraXn5rZMCoOejXum0z+NUargRD7+qYE/51KMK+Aq+rSKLCrJ/QQQSqE+ZpFJppj0Pc+tlYp1zuH4Jb0yilkNsPnpAirXg3rRRc2HiUmVFGaxSAaVNwxYaE8o0llPF7y+KwB2IVNuZqrioG8cwZl28fBGnVsEr2aiuhxZKE55JY5/PEnL72FLTya7/kFWZG/yUVjilj1FyinhHbLGYM5DA0OHvRfbIHunWytSrNk6hxPSJ038k63x+j9T0BLaZwPolwdCqC3RnLM72xbgYmsSaL1J/5c/igQWyR5+QsuAjc0Umj/8g/v7cWSgSNnSMDSPU82HaHsozkqkzbowykZui8LJ925mGtyDz8UapZXQiK9MQiy4ZM/PVWVG3bWQlzwOPD2FuH+dm+joDe8fFwqHbizcssOZEQipVBf/H9Ui5AkXXWfHsriVXz7OqUC3ix6eYd+f5ec/wkoUXuesI0l+EpVvyiA3vZm7kOerWVWK9FpFEecl43dBQChalG1VGXjt1x+J3FTA/1WTHZCvbz+1FvfUYJ6lhzRgktsVQLZ2OfY/Ima/PiI59D0utJU7I0Ii06IQTHpf6T9y1+B0Fwu/qMjSusNlJ8+i6Qaa7pumzdpAvGyiqSqUlgrOg0f3C0zIU1VCMJEoshWp7yLbfGqkNwJKWofejMinjbHN7WWeq1JNQ0TXyvoNQYyj5FJOjeSpjeczMGurhNMWrXZTO76S19Vci+z+j2nOFiYNzwUcg3oxLfKhLjwutowyaggQaBTVHwjBwJzWMehdDb5wWff3PyNTqEKHZFPZsC67ik4pvIKffxNWq996BIGz5ZJfsaDMxBzegD3h0Xd/KNwfe48aaUXKHnOW9hI0w8OJpsem7btnVVyAbTZBceRGzWMPPNPaJCXQd/xOXn5oQw/Iaw2tdkqvilPwy7kxjN/SyO7DItf2zIvRlVFbj7Ug/jlvONXSuKR1Y5MrBCXEuMkYl5CO1/3AEf2XhpbyYkLfwnKanDoZ4J9nUH5j7/Gv8DiZIl0oNvN29AAAAAElFTkSuQmCC) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD60lEQVRYhe2WTWxUVRTHf/d99s102k6nLS1CgdQWAmiMEXFjlI8Y4kZQlxoh4kfUxOCC6MKgLFyIGhBR1JgQF0ZdgMaNMYFIZKFQFxrUisBQSkuZzkw7Q+fN+7rvuiat4Js2xIVnfc/9/8459/5z4P+Y73jlMZXkuDGf2uKdZ5QKokQ58wag79uuTKEIbQOZIE+bL4BMNsUtykToiSYwPx3o+XKHavNdlHTR6skA5tyBpq+fVQubm2nx/6TqnkFPxzcXoK2jlaVuGquUR68WIeckyp/TCPqPvKzazrUiflDcVt7EmqaQg4G4OQCrPtitlvqdaEcdWo51sFY+zIW7BslOH8e9GQDxJY+SFxKXA2wnzbAWUaiV6byaZXQuAOKtbQpboIUBWncaLaUhwgBHs0iLFlrHHOKROvWhPL41CaZBeeUwZ9QgmZyF0tsTFXINgNj7nNI1SbPQgIjg/AVs26M3Wojlp8iM15CWTQkNPdRwJy4i7BSGYxPpJnU/hTOSzAlnvBjjza2qq7mZxSIi9E8RuGPc/9taHjq1i7O2w+G+bxi2LlAtXmb82OFr8pc8sEWlc1mMjgy/7t/3r17jjG8Y7TwkSinI92TQ+tazsHc9E91dHK1WGR0NuKQmCSNvhjjA8HdHRBACmRyrD76hej/beUNXmtUH/K3vicLmPSLvu1zuWEpxyTJOLvqdn3OnCURELMN/vDCKBeaVgJXfTpEerdL6+fbrQlzXiEqPHhCXqDK2qk7zaxrh41X01pjI82c9371hs9KVRdtIJ+vOPcW2Y+tZcTbCOfKksr56flaQGzrh5Kb94o8Nu8X50gRFu0wop1DSJ3f3uhkXmpYD2DjjOUpjLqLo0p8fofXkjxhDeay9M3eFRLY1sONFFbsBqqYRuR5x6BN7Hn6thkGI3bUIJ7uYxYP9NElJ+r48pYHjVPRRfLmCstZN0TTwvBD10iciMQDAmnf3KDFhUj5dQKg6QvORhsQyJKGUtK25nRXL2jk/XYCsi2FCjZji1BRRRVLxQ1zdQJVqqF2HRGInzPSYZE8u4NafBjC7Iq70/kWx38NrClETBVx5lcHpCvVUlVpaUqt5RON1wqc/nbXYxABXOqsEMuBO0cE95dWcWHCRaWeSWloy9Pr7iTuaGKCi17hjo8aU/IL0uY18f+8vlFe1ML7l7cTiDQFYVUmh5Sze8hMc6Ckw3NdJbE83ot0YQBwIJt0yJduhtDwmtHSCBz9sqPqGAMpRTLfbScWAwMkSPPJRw+INAYRTHmW/iaupdsJth+YkDg3shH7F5aIZITVzrtqNASjNxncl8Qsfz7n6xuLVJ5It/v/1+BuE4auI0yt1kAAAAABJRU5ErkJggg==) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhe2WW2zTVRzHP/9/+2+7dl27tf+121izMpGwzUsMgWB80BdvMVyMgSjBB/QF0YdFTLwlSryQYLzhAypRMYgiuCBRHzTig3H64kQkuzg2RGjXde22Xtd2/8vxSQLYdoXok/s8nnN+v/M9v9/vnPODRRb5PyD1Pi8qzVn/y42VXa8KU7JhpFMV10hlBx97RghFhtdeKDu/EN4DHwqLUPAkEkzIVoq92yv6kcuOerxY/H6U1/cK6ytvVAxfOVqPHRIdfi8P/B7HVSyiS2bV9WUFiBefkBTJpNWYp8nUUXfvFo5jh6sKCR/9VIR/+ELcZGR56uA44ZEEqUIelOpZrjiredzYJcGWkTixmVkiU/P0f/KBUAyBw+YitnHThbCuenO/8NhdTI99w5LBBMqZBoZDLgrLe9C3bK2axooCjEcelqYPHxZj3U6e3qdx8myWNSegb/kkRVmm58k9Yn50FEywRnNktGHMbJzTCTc3ZlZy6nrIOpWqp4cKRXgx1335mbg5MoHa/zXjsW7mztgZD2mYzXWY0+cp5As41Wa8nSpyKYvvR0GurYnf1rnJB1wU1j94dRH4m7M2GaWjAYtejxyZxKa2QslJMTZBKZtGL85gaAItX8LR1Mxc4zw52yz2xg6S6zcueMDyt+AisrffK+UsTdgDt5KvF5T8DZQyU5TmUkR/PSLFR45LkYGPpcJsgvxklEKDTF04iGswupDr2gQAzI8lUVIeGguryUWSFNMpogOHLjld9MQRqZhOwlwSpqYY3dlb0xtSk4Cz27ZK8YFxEkNjZM9NUJidKLsuduqoJLQ85BK1uK1dAICeyaBrRSSLBclavnSCPWuFKTuR/EtZ0ftyTQ9YzQLs3ctQu3rwhNtxetoI9NxzyQbNK+4SdrcPi9OHltUwOoI1+a1ZgLtLxb40RV2HjLs9SJ1bpeWGDRdEOBqacakqbkPBNTqDNpXA23dwwSjUVCiB7z4XLYVptOFjeGNt6H+oZDSTUjqBrGXRDAvuUADnEhfOfJq2fh/ytSp9mxQ0QLv/oSv8jC5D0Qw6k+fpOW9DPenGNVxEFA3qO8PYmtw4Ah68nWGMtmlSoQis+oU7k5Pc3R/DbndW9b2gAPv774qQLrPuuMLaEz5WziwnflsDxqogetDB0FfvSBafD1110NR1B5Zl3bhWtBLW0qz+M0Pzz4Moe966+obE6Wyka3CG+liB7331fLtBEPW3oHg8JNbeJwEM7d8pAYQOfST00BoG3LOk2q2s+SlKh5IjUuVHXrAGlry9T9wSi3M6nSV5TTuTbY2UNmyuamfvOyB8hoxmqSN4LkrMFMwKGWPHo/+wq+pIem6XCNTXUbJYmDN1aPFT2rzlirok6973hJhJI4QVcyoOe166xL5qCiSbiwQSmGDsqO1pvRx920U3YPuzV9RdweOVu9lFFvm3+AuVt6cNXkeinAAAAABJRU5ErkJggg==) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72636 1.6666666666667s linear infinite forwards;
}
