@keyframes rwdcur129696 {
0%,33.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0klEQVRYhe2WTYwcVxHHf/X6cz52vWvvru3EXgfFIQlsIBKSEcJYgiSSJTgQxwhk5UAEAgnMl4hAKOLEPcgxJ1+IZCMEUXIjAiEUOchWtAok4ICdxBb5WOKP/WA9Mz3d093vFYfumd0xkCuXLenpdddUV/2r6v/qjfA+8toPHzk02fS+hcih2Nc5q0Je8upSYV9b/KQ+GoSCCCQrbu3hC/4ZFe/z22I3LyhJYW7kBS++eUNOfu7UL1/8XzFk88u540faO6e8L4eheSzy9R4gVsVkhRJ4QhwKKAw85ZkFSxAZEIhXLEffDilKBYF+7nAWokAAnBGyzsBcWu3qz0/+Ze7pM3842fsPAM9+5dj9B/bZ09MtWRABp5BREk7mNJquthaSHqSZwWspgoIIWMX2Dc22EseVXhGSnsF2ApqeD4AqrHTd+dWO/ezHnnx2fQRg8btHZuamw1dmJ9gDYB0kDJi9vUAEnAUjkKRCFClBANRBBMVp9fsgN3S6wsyUG6XmVOguh4Q2GGW73HGLL1yJHnjs9OmeAWg3wxPD4ACZ5MzsLMEKWgiiQqdjaLUcQaAUXpWNIjgMRgSnQhg4tk04uh2DloIrDaJCe3tB35ajVs9MmAOfuiP7GoCc/ebR+fvmvdejQGKArHQ0Z1MCHxQQY8hSxQ8dYaSjrIxoXcBqtyoVHGNIeuAbQ+C72sYxyAzFvxoEXlWHXuauXX6vvNtMt82XhsEBrF8S+IBn6ho6CgthpDhMTQXFjYJX7fCk0qCOVsvRTxXVykZViGKl8Daq0IzMrjiUw2Z7i4eGSlUIG7WRrRyWVvCjii6dXk1GlVE/VcyIoCLQ6VevxlNEdDNGJNgAYATaTf/TplSZHyr7A0crNmDr5Qx5ZohDx7kL8MTP4DcvVYGGTBetQDmrPP1b+NFTcPEdaDQg61c+sAa1htAXrBthoB3pfhMHfJANkBV5ClOt3FAWYDx4e71JrLC8VpXVKaMT4FQo8Xhj1SdSuH4zwHhQDio/Wq/YN6T5JgSAbxiS6ZapNOJXpT38wBx7PxRwz26H5peHaky9h0Y5/tV7ufJewYE9fegsoYZx8QI2elIDcONhx0WGm7I9f4uDO2MkT2vNWN1Qp+xO/8bu2RhJUiwg7pZ4NgeCsRBmPTUrm13d4hdQCueRZECRomJwqqhu/kJQqjGtRVbZIuMlrSsqgNvUBX8itK+CeVB13BAVEAUV+qnlBz+Fhbvhiw855qaEP70hpANFgdtnlA/sggv/gOfPCarw+DHZjA8U8lLwPcHUrelmctlf6bnfT7XMgyLV5dHvecR1lcQoxgLGZ9u0cuXNkj/vFXZMKc+fVdZWK98LC/CR/XDpHbi+pOzdB7YUfDxcsZFt2lea1QVV3TW5fUHOfuPI/H37gtEkTArLZHtThxXyGNZ23Mn5xTX+/sdr5H1Hc7vPo8cXuLk+4FdPXURFaM0EfPjgbRz8aIvG0us0CMb62usJjcCrnutJKAAXn/jCL+Z3eMcAkoFjYqIeInVfk9IyfZvFtWbJ4lk6RUQvGbC//CsZbd4N7mJqMmRC+oTpMtK7zvrViFYoo1aWpZClhkZYtej6uv3+nT955kkfIMvcdzp9OTTZNHsagaHbtUy2DUNe+M6jn5Q09SrN3lUaCrvqcxiRcFfxCm65ZrWBbtcjEkM1owSc0O8rzaj6ppO6xRvr9tSQHgC8/L1H7p+d8n63o23mBqXieY6oRgvQLy3tmRzfY5xcdZuG3C0KSFYiWqGHGEUd9FIl8g2eETqpO391beP/gDcEcOqli9f2z9x7ph25MPRkZ5YTJhm2GRofB4F4dG96iIKxfjXdSg/N6+fCI+l6FN2Qhl+5dQ5WO9q3jiLJ+Wc3dT9eWrGPf/zEcx3Gc/jv8vXPHJ389gEOFyoPz03IHMC7a/atmQlpbmvKXDOqzlN/oCSZu7TaI941ae5wwM3UXeok7uwnTjz36/eLsSVbsiVbsiX/d/k3IZfJe2rG/6EAAAAASUVORK5CYII=) 2 4, auto;}
34%,37.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
38.5%,39.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
40%,40.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2klEQVRYhe2WW6hcZxXHf+vb17nm3E9OW08rSdMUUqgKqRUs1CpUfUljCiKCVkFB6wUUfBIU30PTvog+KKRQaGn1QQURDCka6MFiSmM9bU+1SdvkJOc+e/bM7D37+5YPe87MnJT21ZezXmb23t9a6/9fa/3X3sKH2KWffOmBZtX7HiIPxL7OORWygovvFfbSS5/Sr4aRQRU6G3bzkVf9p1W8ExOxWwQl7ZsbeZ8X31qXp77wy2de/KAcMn7x98dP1ucnva+HgXks9vWoQuwUk/WVwBPiUEAh85Rnj1nCyCAC0brl1OWQfqEg0M0c1kEUCCDOiPZamVneSPQ3T1xc+O0zf32i/T4Az3/zK/cev92enazJMRFwChkFQTOnUnWD04Y0UXo9wdRBUJTysE0NtYZSid2QUNr2KFoBVc8HQBXWE3dho2W/+InTz28PASz98OTM3GT4z9kGtwFYBykZs7f0MQacAxFIO0IUKX4gCA5FShAKIkKeQ6tlmJ50Q2pOhWQtJLTBkO1ayy2deyt66LGzZ9sGoF4Nz+wmB+hJzsxcgTrBFQJOaO0YajVHECh9T4eMnJbgnCpBCM2mI0kMWgiuL2ChMdWnY4thZWYa5vin7+h9C0DOf/fU4j2L3utRIDFAr3BUZ7sE/uC0Z+h1FD9yhCGA4lQwonuGSZESkfFIEyUwEATlLYA8E/pbFQKvrEPac6tvXi3uMhN18+Xd5AAuKPADAc+UN6yjX0AYDpLAILng8FAE1UErANRSrzt6WTmwMgAaxUpuRlWoROZgHMrDZqrG54YsFIK4AAS1DkQprODH5bQkvXHRKIJD0GESESHpSsnalIpABTEGFLzQDr2NQL3qP2ismkUoB63dc9RiAwWIM2A98p4QhY6llRpP/nGWc5cODIMIozY4hecuNHnyT3OsrFapVJReasAZ6APOEPhg3cinHulhE/t6BEBMiUqtoIXB9Q0uNxR9wfeUK+kE1sH1djjgv9cshv90YqwTbqQxngfFIMZurNgzdPO9nr4M+im7Qcefj1X8oftibr2zzqEDHcjX9gRxCoGBr504yNvrwsenN9FkC/VvjjVSjwxi+zctw72JdfR/srvCJ+sRkuc3Y0NEUFUW2q+wUAshzbEqSKEwmPpxYjLmbLa73vr7AOjIQYDCCmnuoUU+YjEGQUotlNWwBd3cQ0X2ZhozN1qW+NWguAjms+PsRcAVghhFndDNfU7/YZqPzlk+/7EtphsFl65U6PU9ABYmcz4ynfHau1X+9kYNHHzjwXWGq2KAI8+EwBOkFAXtjBV/M3V/maqXAOJA6LQ9Yl/AKGpBbCmnIDL89wa8eqXOZM1y7l9Vkm4Z+c6FiLtvDXnzWsC1DY+FyYKiD54zaAHqpHxJdZRqUPo4hW7mzsn575xcvOf2YLgJ09zSbIwapgpZpOzMH+UfyxnLr+yQZ45K1fDoqVtoJQW//90qANWGz5FjE9x/1BBdfo2KBqDCbinaqVDxy6q1e2515WpxlwBc/tmjT800vccHD2g2dE/70sIysVCgjXmyeJZtrdNJehzKXibzJngnOMJE06euCWFnDWlfZ/taSC0y4MpAhYVeV6iE5TfE6rb90eFfPHfaB9hM3M8DX04cqJrbqqGhnVrqVUEG6z2gfB/EepVKcpWKlGtWgcjtcKi3hHYHe0SFNDFExkPtQNzO0Ok4qlG53ltdt3R9y/5qbDxg6Qcn752f8v88XTdzWV/xPCUKR23oOEt9Ksf3GclzsGrHNdbvC+laRDU0IGUlk1SJfINnhFbXXbi2Ofoe8HYdf/3Sv1cPz9z9dD1yYejLfC/XMO2prYTGh7IKyY6PAMb6aN+guVf+Fh6ae3QSj7wVUPFLpuqEjR3tWEc/zXkv6bqfvrtuf3zfmRdaY6L7YPv2Z041v3+ch3Onj8w1vDkB3tmyb880pXqgInO7Je3mjnZXlzfaxAeb5g4H7HTdcit15+8/88KzH5Zj3/Zt3/Zt3/7v9j8XkcZOTN4YcAAAAABJRU5ErkJggg==) 2 4, auto;}
41%,42.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
42.5%,43.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
43.5%,44.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF00lEQVRYhe2WTYxkVRXHf+e8j3r1qqqb6p7uHmaYAZJm/IIEY8AYJhOMGidqgg6YGOJCI3GDRowLF66Me2TiDhcaHYMOgbXEqIEENG2MoxmdwRniB9DdNP1Z9epVva97XLyqrh5AXLrpf1L1Xt06957//3/PPe8J74LL337wzEzsfR2RM5Fvi5UJecml14rq8sp99sWwoZgZ6ZbbPnfZv+DwPntT053EjEGhG3nBC9c25AefefKpF/5bDjn448WvnWsvdb0vhYF+OfLtvQaRMzQrjMATolDAIPOMp++sCEIFgWir4qF/BRRVvU6aO1wFjUAAnAqjXqZXt/r2oycu3fzjp37zRPI2As985eG77721+mm3JXeKgDMYURLO5jSbbhwtJAmMhoLXNmQy3RnlQGl1HM3I9gUliUfVC4k9D4DKwXbiXtrqVZ/+0OPP7O4TWHns3JHFbvinhQ63TAIHZCwcKxAVrDJEYZAKjYYRBACGGUzIqgh5Bnt9Zb7rkAk3p/Q3A8Iq2Fe70XMrv74efeyRCz9JFKAdh+cnyQFGknNksQQnVDmYE/Z2lbhlBIHhDMxqR8wEHZMIQmN2xpH0FVcKrhTEGe1uTlqV+84sdPTe+28ffhVAnn/0oZN3nfRebgQSAYxKR7wwxPdrdSLCaAhewwhDN3ZcUTWw2on6WzAH4glpAr6A59UWi8JoJJQ7TQKv9iEZufXrq+V7tNvWL0ySAzi/JPABT8HAMPISwtBhogCouNqCAyUsGIhhztFqOYaZoFqLwCBqGIU3dSFu6NEolLM61+YTk0EzCOIKEKSqlVUF+I3a7jTTieBasdXWT6AijIqwJqSGmTD1CDSoDsRCO/Y/qoWTk5PBNHO0IqASMIFKyYYeUcNxeX2Ji1fuYGX1OHX9W/0ZV5szeO6VE/zib8v8e3eeZgRZKuAUzAOnBH5d4BO0G7asTZ9TE/UGWKG4QnFZfS1L8NR4o+piKDtZs7YbMJP9+0p81qo2DtjKW6gPZa64XLFccIUSBcIwP8AA8EWstvyGlvQWCNxzqqJ7/CZua+5AWiuu59YIxPGpe5qs9kPeHw+wHrignru/BzZNYuMx/+DgW5MyPmoAnf7f+WDQQNKs/lum6g0Bcyzu/ZFFrwFJRokiJeAdXGtKeCJYd0e6+Y4EbBJoVE4ZlQGU2QF+dsP9REZVFgyLcCrxoKB3gB8H1SXQj78t2EnNuBKGecDFl5dZiDJOn1ilG6dc2z5KVgqYMdcccvNMn3/szPOXjS7OjAfuuDYVPL7muRD6UyZJxnV/e+B+NdeuCUSBkCYeUXjAJmeYKiLGm6MG13bm6Qw6/HlzjsHYkGOdgt0sZDWJ2Ux95polRaH45mElmAPUGA4h9qenZpS53/q7fffzbM6+2wgk8j1hULBPwAwiX8gyx9n7Yv76mnDlVShLIwyFT94/QzKoePEPCav9BRoNZflUi7uO52SvKE1vvBMq9UaVwHjtNHPrydD9UgCufOfzPzs57z0MMMgcnbYhanXVCgyKiu6xAtc+ShYvkdBiNCw40Vsh1xnW2h+g01JilxAma0iywe5ag1ZQd05zQmXGaCg0Q8UM1nerby1/7+nHfYBR5r6xl8qZ2VhvaQZKf+DoxLJfhIEpaSpEbpWov05k06ddaH1u7f8Oela3ajMGfaWhijkZNxdhMDTisCbUG7qVN3aqJ2+ozZXHzt291PWfm2/rYl4a6hlhMA4QGJSO9lyG74+LSmpyZvVb0YRsXgjpZkQcjIvYhMHICD3FU6E3dC+tbU/fB7wJgR/+/sr68pH3XVBxi3Eos6PcwsHIqmaovhkEoiR7Wj9+S7/umLmHFYoVHlZ4pIlH3gtp+lrvuYPNnksrJ8Ug5/XXd+z7b+6Wj374/LO9/3E6azxy+oGZb54OzhbG5xbauijAqzvVP4/MSDwby+LE0jQ30sxd3eoRLc3obQ7YG7qrvYF7/iPnn734bjkOcYhDHOIQ/3f8B7vx1I0rHOhpAAAAAElFTkSuQmCC) 2 4, auto;}
44.5%,45.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
45.5%,46.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
46.5%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFpUlEQVRYhe2WTYheVxnHf8859+v9msmbeTPNxGFMaWhFowRLIyoG/IKCIjZGkOLCIujCagUXLlyKS6tFV91YiFKptBs3gtDSQGqTTQOWGjEBW8l0JsnMvPN+3q9zHhf3vu9MJ7VbN/Nf3Xvuc87/ef7P/5x7hA/Amz/9xrmFpv0hIueSQJe9ClnJtVule/PKZ/TbUWxQhcmW237s78HvVezXjyR+DVHGubmdF1z61235zVefff7S/+KQ/S+Xnzzfvq9rvxOF5okk0I8oJF4xWaGEVkgiAYXMKi+cdkSxQQTiu44Lb0cUpYLAJPN4D3EoAN4I6TAz17dG+rtfvbHy3PMv/3p0TwIvfvfxM2c/7C52W3JaBLxCSkm0mNNo+DraMB4p6VQwbRAUj8F4Tzk2tDpKI/HzgkYjixuENG0AgCrcHfrXtgbuKw8//WJ/nsDVH5/vLXejN451WAVwHsZkHDtRYAw4B8bAeCLEsRKEguBRBEFRBREhz2EwMCx1/bw0r8LwTkTkwnm1dwb+6is34y8+cfHiyAC0m9EzM3KAVHJ6yyXqBV8KosJg19BqecJQq1LqirxCpZgSRrCw4BkODVoKrhDEQ6ebM3HlXJlex5z93Mn0ewDy6g8urH18zf4zDiUBSEtP89iUMAAFsIZsogSxJ4oAFK+CEa0FrJNBUFXEGCYjCASCoO6cQJYJxXaD0FY6jFK/cWO9fMgcaZtvzcgBfFgSBhWxAOI8RQlRBL4WcUbuEbQeExQRAe9ptTxpLoBU6gBxpORmT4VmbI4nkTxqllp8eTaoCmFSooCWVR+dgyCp3J3TrAkFBcw8JeZ+KGYxonUUiBgUsJGbJ2AE2s3g86ZUszYbnGSeVmIQZxA14AxZakgi5R3/IFfcI9z0p+eyz4hnT9fcJ/mb/xR3dI1GA6bTag0pQJwhCiqDz9CO9ZRJAn1wbzHQUvCFwecGXxjKQrAWdmwPRRhJe180893gJKQfLtQxC1jrcfneOr4wxIEwzfdlAAQyN9OBU2nmL6nITi3usGlXWPJT2K6GC4SgzsWK4xO9lF1ts5oN0b6gwfusdwDBAdq94H1QhNbOW5y0NxGXz8etgki9D1U5evt1ujZGXIZTkFKhdv1B8nonY/qpvbu/BfMH3cvFqyX1zfeQQ807L62e4PI9s4q8tyDdI599ClpBeQ3Ml+6VYTZJKEh4XR+h7VI+at+iSZ91/wCFhIhCWwYclXU29H7e8SdAhIe5XO2/fcgLIbQyE4xxJjeCrbH/a7ddJRCHwnRsicN9WTtFEYyBkU+45ddoyDJv6wqFWgAWOcKENlt+gQkxTc0oCsGqxReVkUSUdAqN6geFApPMvWL6Q//HrNAUILRClu3rmUISCMUo5/TxjO5iwIb0uOFX8cbysQ85Th1XdrXJDb/KwC7S6wY8tFKQTQyhrRREQb2gpZmrMcn8xnjq/yIA//jZN/+wtmQfBxhnnk5bETNrmDB2ju5Kge+sULTuI42OkKUly5uXKKKj7CydIYk8SdonGG0g40366xGt2NSFCM7BdCo0ouoOsdl3P3ng5396OgBIU//U7kTOLTbNahIahmNHp1VPFiVwlum4pME64e4tQmCxFsrmfY6tvwwi85NvNAyIjQVfVQ4wnirNqFJgMPVXN3bcs/v9yZWnzp85sRT8udsyq1mpWKvEEWhtpKnzNI9m9d9wr48zQ0l1QlPkMN6KaQYVmRgYjpU4NFgRBlP/2rvbB+4DM1x+8ny71TK/6LXN17zXZQXT65iE+rAaZY5mxxEF954dCkxTcJmlGVbkXmF76CYihtJz2zn95eaOe+6zv33p3hvR++H7X7iw8KOzPJp7fWy5Y5cF+M+O+3dvQZqLDVluxhXRNPeMUr2+NSQ5vmBOemB36q8Pxv7VTz/z0gsfxHGIQxziEIf4v+O/1KqsCoqaKOAAAAAASUVORK5CYII=) 2 4, auto;}
47.5%,48.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
48.5%,49.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
49.5%,50.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
50.5%,51.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
51.5%,52.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
52.5%,53.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
53.5%,54.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
54.5%,55.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
55.5%,56.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
56.5%,57.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
57.5%,58.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
61.5%,63.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
63.5%,64.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtUlEQVRYhe2WTYxkVRXHf+e+d1+9+urvaQcde0YzKhmHKDEZAiSTiBqJBuMMsyCEBcYEF+LHzqUrd6ISXBgXSlCDIWniwoUfCQoKi05wRkUYwCYdZ+xpu6erP6pe1fu697h4Vd2lhWzd9H93b517///zP+eeV8I74JVv3H9+qhF8BZHzcaiLXoWs5Mr1wr2ycrc+FNUMqkp/23cu/DX8qUrw+enYL4koSW4284IXVm/KE5/5wdMv/C8OGV+8+OjF1rtmg4cja74Qh3qrQqyKSQvFBkIcCShkgfLMWUcUGRCIO45La5airG7s5x7voGYFEG9E0/3MXO309MffvXzLk08/973ehIDlLz740XMn3U9mm3JWBLxCSkk0nVOv+2G0kHQhTQ2m7RGtrlAPvi/UW0q9rogqAEkvwHUtdRMCoAo3u/6l7X332Y99Z3n3QMDK1y8uLM5Gl4+1OQHgPCRkHHt3gRhQN8xsINRqirUAiiIIiiqIQJ4L+13D/IwHUxGqGrpblsjZg2y39v3Kb96MP/HIz57qGYBWI3p8RA6QSs7CYol6g5YCCPt7hmbTY60e+KYKTgUFvArWwlTb0+0atBC0FESV1mxO35UHZxba5tw97x88AiDPf/nS0m1Lwes1KzFAWnoaxwZYyzAzIU0hjDxRbZR15UClpNoDQVXBhAx6jlDAhhxEZrmh7MTYoDqdpH7jzfXyQ2amZR4YkQN4W2KtgDlMM3cQ1RQvYWU5oAgeM2yk4UoU8QXNpifNK2dGiGue3JQH63rNHI8judfMN/nUaFMVbFyCgpZVXs4LtqYgBqnPjBEqBscEmvPDhh2jF4MqmOhQgBFoNcKPh4U3S6PNfuaZnRfwVEYrZAOIpzzF6fMU772VcGON6NVfT/CqGLLbLyBzCwRXX6aev0w6CKjXRnoMUSi4DILKOFo1PR3WrX6QsapqWakdlpeyUMJAyeZuQUTw7bkx2mEQQBCjM/OoCrTmCQNIC4MfVRKIA9jJPa3YjDkxbhWH9x302PCCcP0NJNlDNtbeJhjEpYT/XEV6u4Sbq6iADyaMmkA4Pgzlv3/VkRAhuPYnzI2/IWXGcM4gcqgT9djXn8MGEbiM0hukAMZFyCSH2R2Ym5P5HKoRATU1NJ5FXFE9Q6n2Jw8p+BKtz4EoYvhPDGeG6uGxsGHdFTCfnHBgGKFe0Hia7M4LSNLFvvpHzN4/KE/dBVGEKoTJNmb9L5Qn76B8zwdQDNEfnjpkGbZKUYIN5EB8N+XvYSfxv51rVQIiK/STgDgUJKjmvzhwpa+eZnMKt3QW3z+JO3EaH0bVU93fJazP4OeO4+stJO1T5IbQB/hCwRjwnn4CDVuxe4U0978z3b7/eVZoCpW6PBMQrTL3QmyFwXaXYP0tNMsoj52gfN+H0SDEbl8n2N2CqRnKU2fw7VkkS7Fb18j6AWFQ2Y4b2u8PazLI/EYy8L8KfrTy2t7Dd5w5M90wt0FlUxSNBq4gCGnqaeWrBJ0NTD9BihwZJNg//xLT3UHrM5jdTcIbq9i1y5iN1xjsBkTBYVHLUnCFYANBFTo9/82PfHv59yFAmvqv7fXl/HTDnIitoZsoUw056HarAYNeQd2tI90bBKpVc4pAd4PalV/gMVWpVUm6hpqGw6+oggpJH5pR5cD+wK9s7rofAtUwv/2x5ZvXt8r7Oj1/3QgEGNK86lYUokBIOzXy1OALQUuDzw0uFyiqPQpwGRQDIduJMMM3ql7oJkocVi9gr+9futFxn77ziWd7E43/4qMXW82m+dZCy3zOOV1E1Cy0g3iURS93NNqOKJyYGFVdUyizgHpoEAHvYbvn+kaE0sumc/rYv3bck3d//9nJf0Rvhy/dc2nqq+e4N/dcWGybRQGu7bi1hbY0phuy2KgZQOlnSpLq1e0e8fEpc8oDewO9upf45+96fPmZd+I4whGOcIQj/N/xbwFZw2OFbiswAAAAAElFTkSuQmCC) 2 4, auto;}
64.5%,65.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
65.5%,66.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
66.5%,67.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
67.5%,68.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
68.5%,69.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
69.5%,70.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
70.5%,78.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
80%,80.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFwUlEQVRYhe2W34tdVxXHP2vvfX7cc+/cyZ2ZTNMmHX9QNQ2tBIopWghYFQoKtTEPIoKKUB+q1jcf/QdEG3wrgkUrlUJ88MEfFaotGGkEE7E/kpraxJg2k5nJzP157vm1lw/n3jszbdNXX+YLB87Ze6/1Xd+11zp7C++Dl7//pePtxH4HkeOx02WvQlZy/r9F9fLZB/SrYWRQhdFGdfORf7qnVewX98V+BZRhYW4UJS++vio/+cKTz7x4Kw7Z+fGXb59o3daxXw8D843Y6WGF2CsmK5TACnFYL8+M8uw9FWFkEIFoveLklZCiVBAY5R5fQRQIgDfCuJeZCxt9/dkT529/6pnnnxi8K4DT3/zK0WMfqH7Raco9IuAVxpSE7YJGUs2WDweQjgXb0tpYBKmUYmhozimN2M8EDQaWqheQWAeAKqz3/ZmNXvX5+350emsWwNnvnVha7oTn9s9xCKDyMNSM/YcKRMBXYASGqRBFShAAKKrU8yoYUfJc6PUMix0PBtSDqtBfDwmrYKZ2refPPvev+DOP/vLnAwPQSsJTU3KAseQs3VZCZdBCEBW6PUOzqQSBzhQqggJGFK8QBEq77en3Db4QfCWIh7mFnFFZzuyW5syxBz+cPgogLzx2cuXeFXsxCiQGGJeeZH+Kc5OkW0OWKjb0BKECgmpNWidwMgaoKmBIR+AEnKszhAhZCsVmg8DWeRiM/fVLb5UfM52W+fKUHMAHJUFQE9cl5MkLCCfkgmJkW/3OXBipA2sknnE+IQfUK1GkFKacrIYkNAeSWB4yC00+N3OjEMQlitSFAFRecJGiGEgWdydfp1nYhjYWMLJjWLfzZMKKqYUxkMTu067wZmVqPMo8nQWDlIDU+rIUGm1P/qEHyA4eJlz7D/HF5+rtkakeAGH48Yep2ks0/v134uwc6cjQiGQyC4EDn4E1tUUr0rtcI9CP7lSh5TS19VhZKtYq484dIELV3LdLsde6Q9Q1qNqLIELZWiRwkOUWP3UtEDvYzD2t2MzsjZGdO/kemAyGq5ewoy7B2uVd02ZCINWYeO1NgrRLuP4mCHi724/a8F3unX/HHs7ET4jV1FUfXDuHW30FKbP3iFEoUMKLz4MNocqpFEwFBNu+xOeTgR0CuqlZv5VqBEQVXIxG82hZoOzI6exNCXVi5Es06oCYXS6not4p1yVBdR7MZ3e7BLS2EBU0bDO472HMeEDj9TOY3hXylU+iLkQEbH8Nd+MV8oOfIL/jIyCGxl+frut4KkYhLwRnt1kGGZfczYH/Y6dZBxAFQpoGRNYjZtIwJVS+9lTFLYqDR5CFO8lvvwt1dTrtcJmq0cF3lvFxE5OllIVg1aKlol5AlPEIGvUBhVdIM/8nszXwv8pLHYuAs0KWehBQL2hliAMh3egTrV3B+oJ86RDZnYdRYwnWr2K31qia82Qrd1O0FrBlTrhxlfHQ4mztp26T2t8UaeavD1P/e/vU317rfu3+I0f2JeZegLyEKJj2uCAIWeZJsjcINldx2QjjPXY8pPHq73CDm9BcwA02iFbfILx8DnvjVUZbIeG04b2hrKAqhMDWRb0x8D84+sPTf3YA2dg/3h3J8fnEHEoCQ39Y0W7Wlw0xivOWbFTQ4C3M4G2sKiKTUyBdJ/zHb2ZngyoMB4bYGLQUEEG9MEqVJKoD6qX+7Opm9eSuunvp8RNHDyy4Pyy2zPK4UJxTQre9Ii09yWJGMO1tAa1/sLtOhaIQhushSWBmQQ5SJbIGa4Re6s+8fXP7PjD7Vfz0pdeux9Hdv90X+blmJPPjXMNhplUSGAeCw9DvGgTBVBYtdj4GLS3DviXvBzSsBQTvhfWeH/nKFMOca9c29cdrW+Vj95/6dW9nd94S33rwZPu7x3go9zyyPGeWBbi6WV1eaksy35DlJDL1FWzsGY65sDHQ+EDbfNAD3dRf6A71hU+dOv3s+3HsYQ972MMe/u/4H7Mmr/IPB0zWAAAAAElFTkSuQmCC) 2 4, auto;}
80.5%,81.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
81.5%,82.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
82.5%,83.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
87%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF00lEQVRYhe2WW4heVxXHf2uf63ebS+aWlDAtdJo2UCUoTKHQQL1A8QJtbEGKVIugD1orKPggPvleGgI+FEEhlUIlgvpiFaxtMdDx0lBCktoEY2LiZDKTzHzf+b5z3Xv5cL7LxEt99GX+cB7OPmev/1r/s9Z/H+EDcPY7nzs61fSeQ+Ro7OuiUyGvOPP3qjq79jBfCCODqpJucOvx8+ZlxXt8OnbLgtIvzUZR8ub7G3LiMy+98uZ/45DdN7//+rH20qz3pTAwz8a+PqAQO8XkpRJ4QhwKKOSe8uqDljA0IBBtWp66ElJWCgKDwuEsRIEAOCNk3dxc2Orpj148c+DHr/z2xeTfEjj15aePrN5tT8625EERcAoZFeF0QaPhhm8LSQ+yzOB1HKLDEE6pBoZmy9Fs6LigfmKouhFNzwNAFTZ77vRW1376oy+c2h4nsPbNY/OLs+E7Cx0OAlgHfXIW7ioxnuCsIkA/FaJICQIARREExalgRCkKodszzM24cWlODb2bAaENxtXe7Lq11y9FH3/25MnEALSb4fEROUAmBfNLFTihygErbO8YWi1HECiTGgWlJncqBIEyNeXodQ1aCa4SsNDZVzKw1XjXfMesPnJP9hUAeeNrTy5/aNl7LwokBsgqR3MhJQhqycQIeQZeqIShA5H6wfgL6jgRVYcxhn4CvkDgD58K5LlQ3moQeLUO/cytv3+9ut/MtM3nR+QANqgIfMCYWjJVihLC0OEwY25FcENRa00UM0yu1XJkuYzaBucgDJXCTFRoRGZ/HMpjZl+TT46DKoSxrdO29aK14EeKQ0hSM6QSVMHgxkoISqWGJPPrJTPOFDG1kl5oxwkYgXbTf9RUapZl2B1J5mjFAs6AE7CGPPWII+XPf+3wg18v8tb5Ge7EqBHh53+a4cRrC1xcbxHFQpYacAapDJRCGNQNPiq4HemKaQR6aBxKqJunNOOrKsF4cDWZwjphoxeO3x2XCFgMF3sxToWNfgM/UKrC4IpJrMgT0sLt2gu+iDKamTtcadLqCMqjqxEHDs1w32yCDG6M+2D0PDDwzGcXubwpfGRuE5ItnM//hL+bduQru8lHmEkvsdqMMYMM6wTPTJKrNzsOJO9woBXikgJ1YCqtx+E/FDWC2U7N5h3rw5uRTCJQOSEtPMRmKCNynZDv2qpVQV75tToiE1KdxFadLPutwJ4RzCdGxY8EmUyGMCgCTvxqgeX5ik8d2WaunXP22jSD1OF5HgudnINzKe9d73D6Ugu18MVHboAbxjMGrKOohMCTcXFJLhf9rb77zWy7TiAMhEHiEQeTRKSqDdcPhCubPu9eaTHbinnrLy12EhDPcO9CyP1JwOXNmPVbHvunLbYUfAxaCuoA8Uj7SmP4SZxCmtvX5XfPHVv+8MFg7IT90jLVnkirDvKmsrN4mD+cr7h0bpsic8RNw7Enluglll/+YgOAZsdn5fAUDx0Sor+do6EBiILWpN2e0Arrg2nkhAJw7rtP/eTuOe9p1foo7XSGo6ICovRLx8xdFdpeIm8s0nVNkn7Bvekfyc0UV6MHmOn4tDUhHGwgyQ1u/yOiHU16wFZCmgqNsHbT9W37rZXv//QFHyDP3PM7Azk63TQH48DQS5ROS2ozMopvDVm/pKHXafSu00BYGhpw4BJW0jVIh2OpSr/nEYtBR86rQn+gNKN6dLqpW7tx2760q+Xg7eePHdm/z39trm0W80rxfEfkGxBFHaTW0por8LzJptFBs1vmshSSmyGtSBCpLTsZQOQLRoRu6k6v3578D3ijBH749vn1lfnDL7cjF4aeLGU5YT9T2wiMD+CLobfjIQim8tHKoKU3uQqPQeJRdAMagYeo4Bxsdd3AOsp+wbXewH3v2pb99kPHf9Yd8d5hfv+Kr37syalvrPJY4XhisWMWBbh6216e70hzuiWLzbCWdJA7+rle2OoR75829ziFndRd2OnrGw8fP/XqB3HsYQ972MMe/u/4J8urzDLX/4RVAAAAAElFTkSuQmCC) 2 4, auto;}
88%,89.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
97%,98.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
98.5%,99.4% {cursor:url(data:image/png;base64,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) 2 4, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
}
div.testarea{
animation:rwdcur129696 3.3333333333333s linear infinite forwards;
}
