@keyframes rwdcur72720 {
0%,1.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG4klEQVRYheWXa3CU1RnHf+fd+2Z3ExJzJxcScyHBiGC5g2inOCOljQi1FOpYykBFOnZouXVGWgRRI8yQAi2lxVGpwbSpF6bDOEighYo1YEAIUsgFQzYkMZvdJHvfd989/dTQmADLTGf6oc/Hc57///m9z5z3XOD/PcTdCq7+baxscs4h5EmmwvIONhUa+xZiUjzM3/TWXfvp40na1zhRSmcumQmf8YnIpKd2M7oxPfgfO0EoKOm4sgitL5Mj+9rl2PYbtIgKFm5/Ly6YOyYdPJ8hu3bV4Th/L8Yd3+J+XzODugwGessplQ0YwirN/qmkRa+S197H52MLaPrTOwTGt/LNwBJKDnfctsYtJ3/VXSDVkJn0AQ9u71TMcgCtN5Ny49850byBlMPzyF/xQxQ1RtvBA/gfrmdxzw4uJ84kCSf9WhLl58/RmTWOmQdO3LLOqBPVA3kyUFVF1JNN0TPfxuw1canudSwuK2vfnHVLs8trHpD1N6oJpmis6FiOFhT8vuhN7AEXz9ZUjqobMfiaZpHu0Fh8mw5gWfYyorWQpMKPWDmlMe4F1rzq61JVg1zSF5GUHuVs92qmj3mRuVVHRngoXx3wqomYI24yN1YS7c7HuvunSGHg7Q9myHgBin5bLyQWPOdeoL9Lz8rAMoobm0bNHQbwy4GZMvDMu/R2z0XVDBjLThLZvxDvr6v4onc2tW/Pjhui/LV6Mbt4ORN6nOgjMc4WzGLX42dG6IcA1nUtkFpnIfbPxiEtftw7DxGJGbFogsD894mpKtd7Z7D70IK4Ica/VS+EEPzO/gbJYR+m1hzqKiuH6YcAbI4byPzrdH/wI+jJY/OuR4TW/gBdx5/FbmtE1QxEHAG0ATs7NvwmbojSw8eExWUk6J7M/dlPUexsGb0DIb2DwXAmFqMPa04zAJu/cUDoc9rwH91IOLUDKbyo3kK0gr/w8vo9cUM8MbCcSQ1dTPqwiI6y8pEAW9cflbGrs8hfugWvmsrGrONDq3Xzom3CP/0kWigDrjxEIPMismUOSuJ5Xlq3LS4InTvIG997mI7yMVxxbeXdBS8N6RSAvsea0DwphPL6EM7iEQYvLd4udCErkbIjKP+ch5baTDA4gbDFxZa1z90RIvViuzA3TsGZkY7OPEjEnDi8A97JlwhMu0pn1SG8Gc5RTbY/vU2ElSxQoshQLlHzddy9ebh789m6au0dIUpshyhuG2CO9yiTPr9ZQwEw6xPRqXaUiAOk7ZYmryypFqAnGjMSVU2IqB5MBmKxBHYurbotRFAa8EorMcWKprtZQwEQH5Wj+7iE1HWVKNfzbvslz7+wWkRNHmS0EKN9AKvNhyJKELoA1cv+cEuIVu8iWorTOG17iAtlN2soAMkflqKmREjosxPKGrwtAMC2Ta8IDQ+GSBamSBZ63MhQGYqlmeol748KEX6wifQBiKgJJEh1OEDPI234Swa5sK8OnTTcEQDg1RfXCYNMQa+NAa0IUnoQvgrs0knNd3cOgziTt1c+WhMm59I9TBhzimmNNwGGfrenfLul9KoY/AasN2zsmfODuA6fX6z/o0zqEqikYZO96IXEEFAoOdfHjLaVAmD3vCY51tSFXaikdfupaFg85D20EcVcJozdyUxZ+CSRtEhcXQDYUvUdEUpIRHX4iEoLkbCdqM7E5amZnC6olQDBXB96IWi/Mh3nOMcw/RDAtCcWoGULXNM7UQJ2fnyuNu6dbtO+eUKoCfhFJhmXEwmajQz68unN0fPeg7VyTo0fn0NPf4UTS0gbph3W5hUNdVKkGzAEBdKvYLwoqH56ftz3gB1PfirVpAhlp0yE01x4BitQxl3hvmMOEmxJ6MwxyloLh/kNO44DY/XEog4CMUnG/nT8CYI1+/8adyd+VjtZ2L0WBnPBiAN571USwiaOPS65VuIZUXwEQE1WpQj2fImqOggmCrJPphJOzmHV6+1xQ6ypmSg6ciHpWiqlp9JpydRhDSmYAkmj5o/a3lcfvSY/fd6DgoKhMx2d2gFCweiJoXensWdz/gjdhp/Xy9LT5Qzmu7DEYsR0fgpPpOLKHcQSslLZUBrfnfDfsfTUCRlzT0F6/Uw45uKes2l88pN2rG356BxdJKhhHG4b+qCOsMmPddBM6oUMPPd1Yjybhreimwn/cGC5DnOjuXd3K/7P+P7BMzJqtmL1R1CCyWD7kqJDicQcMfoLApg1A5ZrOhS/gUipi+yWXPzpHgzuKCvrJt7RP64Vvndyj2xY2429czxKJITQtWPya5gGrRiDEs3mwxjSk3MpD4c3gS++dpnn9lf8d15GX43Ve4/L7I+z6Cvox+J0YAhEUHP7SWpNZ92fx9+13/88/gWUENhoxxK8KwAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHHElEQVRYheWXa1iT5xnHf++bhCQkkBBAQeSgiGdBW89aq/VQu3mqVbu5za51Fatt1W6zeolTO2erc85VnVfV9mp1l3ZqV48VZ62HFkXrWdQpIEqCSEKQQBLI4c2zD1uxDJW4L/uw++Pz3P///b/+9/08z/vC/3tIjwvYlX1A3Bq3iud7nMLpiqKyrBtqdT1ZmivE9nM8Np86nKTJ+eNFF+UAWknLrdtbUTkyuOu6xIlzg8na+iuuDdpH5oACCg63F5WSkepbbRn3ys6wxMjNJSzZuFDoNRdxBY0UiSx6bFmIrrAHIUVFh/Qr3Bu+lYSOpwnWw5HjC0h+7RAqVQDHuijx7cZO4r8W8MLdSPHjGxZxL7mEua/m4Qk8RxfpOl/PmIQu7Sq3nSacFS0xnHiKCEmhzq+na99NFP9yFsn6CqyRbbBXdyX3nSmPFPFAmz6c/aXYNXcMUV4ZS9GrxFXIOJIvY/Y4+d3osw+1trCLQ5yevoIJ2n2ckVvTZulnHBo1h2F9jpL0s+IH4posnhheLFate432Z/pTlH4WY8Q3GOzDWPPsjrAH7O9/miacV+tIbF9LdcjMwBZf4bErpP66rAlHkxbk7H0WEYpg5oI5oPFQI3cmEFPMzGPPN9vP72LErA1Si4o3UBv8DOmcx9+s47lU1vOBuY0EDK4aKCIUDy5LKdMO/5CuZ4YyZfkfkOoU8Ak+mbMtbBFDd/WWEtxuTt7pQ5zVRto36zm7JKsJvsGSilZekbN/AfWym8roIlRSMUZbfzSaOiatm8/uH60iss7D8J3LGL0tK+x22NpXC+v8qdhsFvqV7yXkqyLlQ38DvsGBS31KuNPWzuLJ75Fa/gT70kolX6wVSefm9NAjtL7ZjWhHB74Y9xarl+WE7UTrG2apdd0txhT+hQsJz6AKGRrtNwh4/9O1hNQhPnjxIPa2TgA+75QnpX3+EqUtjlJlrMQV6SWx9AkcOjtLVj36eH0/jl7pTqmuHaa833K+tl+jPQlgomuh8BnsyCiE3DXsMW9vZPGKxZuFu1U55aabmO8GMXkS0bh9BExuct5e32w78kecFBXir6gTBuMNncJkOM+IDblSg4DDo6+LfZvyUeWZkFLt/P7JaU1Ip+z7heiZNwRn1HkUjYqIGg3qYAymaiMz12c3K+LalCzRwmlH1qlR3C7iDtZI8O8W9MxPQ3gMDN3aDvVFwwMJNo/aJNXo7BjqW1EbWYOxPpVqVynW2kusnr662XaU1rfCpk/hq/iROGOSG9ZlgHnbjyESFfYvLsEzOPBQkpxFc6R6TRCVT4UfP7pgNFphJgIzK+fNeKQIi2Mp1urJtCx5C2sgvbEAaUAdkqRFSfIQVD/6ffrNwrlSy4p0ApJCC6kzZlMGQbxoHMn8ecLsh4q4E7GNULSLuxmXkfX3H2EJYOrJXKFKDKEphJhDQZauGNNsT995+wPhUVzEhHQk2S0oEQE8nhuoTA6mb9jUBP8Ps1mYJAl9qoFgvI64Q0X3Z2DQ1hgGrrQg9FqGFnRurva/nFieLaXUpWP2JeGPDCLLMrHaTqgCbflo0qJGThR3cYrCAW+S+8qnlFlSuZl0v4YM8NKaPlKV0Y+ng4bN60t5vehQWGd85roXJL9eIaY2nShvEkHZi8WfQqzSjt0TP2nguJyVi0FJZ1BuTyosI+j98Z6mN+Gp+XogErU6Ev9dVVguALy5cpJ0J6WKEPXEuwcR8nqol10Y/d3ZOepdAZC64wj4vdgyj6BIrRvhvzdxJrArKIqKWbM7M2fZ7rBvuteXj5UkORpClcT7+xLtjUVc3EOcGMOx0YeF9anuGOoMpOXakALVjbCNhqWwu12sG3eBQIaEkBVkWcfaFweH/fB8OfFbIYQKVagSqcyKLzECrU9Lx6vPYX3yLBpnGT2O/aQRX6Mz9/7Yi3T1ROFLiMdPNF63l+w/hjcPAMN29JJEJLS/1Bt1SgatjnpRxbbk6sCr6H26JsWbOAAw8UqxiDhbheyRiSnxMW97VxZlX2fj/F5hO3H8p+cE3hC2RCdDPlJQaXTkj7cw5uPuzQsAmHDwnBi9S3C8jRqUEMH6SCR/LUaXjM/sY+Oyfk1we6ZeFnG1BrKuxLN3ZAHdjrWhPuUOlsPlRCmRxLmHhPdN+F189vJ1kXxbz6qng2hutUQTf435+1PZMqKANpoulEsltKvVE9AKkmzR2CyVpN2Mo6RbOT/4OoMa4z2KY2uwJvh5eW3/h9Zp1tYJb1QKTUw5UdWCYDREOU1kGqOxhS4wqKg1Zzo46FuUwu3kCkweLf0L0jC7ZLaMzefn7z3TLH+zPyY718RJESo3S3a1ZcoZI3WaOgKKICRMXO/oJrnKgqZWg9on0Fap2dPnMvmZJWEVD8uB/4ycGXbhUN9mQqmJXidSyMn+gkmnMjmQWcS7K0c+Nt//PP4JjKPd4tKeW7sAAAAASUVORK5CYII=) 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,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) 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,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) 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,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHAUlEQVRYheWXaVRU5x3Gf/cyc2dhYBgQkB0BFwwlBkWNSyQ1LtE2illMauypVo3GHE/V1lZNShIj9URN9DSN5lhtI9VjYurSRDEu1dRAsGKDOyqgIrKPwjDMfuftp9IzB5TxUz/0/Xjv+zz/3/u8273w/96kRxXM3b5HXEqKpzK7ExHSQZ9WsDQZaRxQQ338kkf2k4PptPC9fcJwuESEl5SLfu1N7Iwp5EdfdBJZb2Jv9WGOZK1g6GkzCbcLxdgTH4lhxzeLYAF6JX587WUx2vA9coee3SNimHnlNvpoGwd/kEF7go24ai0xNhvX+rcS22TkYNynNDVHM83UD09kLS2x+x9a44EJJK9sFubNN0S28x5vzVqPCPOi6DWUJEQzxnKWOScr0ddp+JN1P2+5TxOigsljZ27NTN63jkQKdZFTnsUzZYsemkaPdNsL14p3HT8jHBf3LC6i/E5+ojuOtTOB9StnP3BERbt/IUZmXWaWaRjNMXdYcVDH5NEXec2axrGhe3rUdXv4ytJr4pwujiPzplC0++dssgxhoE2lbPWwoBfY6IaFYtxXWi4PkEm92Ul1hqAsw0pr3wPdPLpNQXFkCjEuO6f2Teak6wl+79hPR5iXvI+PBr2wSuK2SkZtBy/eFRzOT6QxMZ78E+k99g0gmrX8mjinS8AhHDh0HlZJxwiLaOS4PQe7DH3FPbaveiXoJEbWvSwsdyLxhaewK7aIJaeS2fPC4QB9VwLW+wNFizOa3RPm8ZS3jr7tfj7xjOLP95+jcNoGzA43dX49f927OOgkyhL3SPM6Ghl0oYzl3w4iti0ZpXZwgL4L4FcrDhHm99InqQ6nJ4pLHyZL8W4Zi1vw+p7fMinuDE/Jt/jg1ii+/MvSoCGen7hPcskx7J1ylh3PH0KnVQPed8Ux7jWvUDR+wiQnGk0bn29KlQBOH5ovtp2ehsstYw61MiSukq/aUsnUtfLBL1cGNR3Dql4VHn8t48sTiVVD+M3soi6dDPD5kg0iyiuRKzUA/q7iAGOnbpNeSC8lUbKRomvmYMNAnjXexOfzs3h9QVBJPHGpld+1GPCHWpmR3cLYkvFdOhkgb80W0jSw9J2p9Ne0djN4bn6h1OLX4fbIPKO/xdnWJFKFm3CXjXfWvd4rxLbpR6SqmjSO5dSw5Up/zg882/VOBrhU9CIGxc+dktEIj6lHk6JN+ZIOPRGyj2htB0LjJlR14/fYWbZmTq8QW0cepyOykTO5Z9DJ/939MkDp5QIMOkHx1xtR8T/Q5M01iyT0Mj4/eJygFRKhGpm+FpX5H85+KMSu27nkXsjhD9WZZNUPDgTQOVzoVIHZe4OohwAALFj2thSFh2iDhMUiMIVpiNUb0PqMbPzjTx8I4fEpJLVFkDisnJTGjECAl1bOwOBwMGlBAf0Mpx8KAFDw7ptSc1MYHpeCqhro9AvyklQuqCprt8/qEeLthGLqBl5k8zdPU5VVHghgSqwmMuQq53bOQHVG9woAsGrDaikxTCG1jw9LqMT1lhBeShG4vDoW7QqE+PuxV8XgukEk1aZxccQxMNkDAaJMtZLDlkFn+xRc7kx2vFEV1Paavvh9yaf1YI7oZHyyn/OtLrKTnEyPdzGneFyXR0pcE7H+CH7dv52sG4/xrak28BwAMGPEiEwfpQqLfCmoFADyZ26X9JJMk9bKpBSJeqeTq1aJgtQQ3vj6SQGwrqGeGEXhfn0cGjVwbF0Akr6UcMP3aLTtjClYzd6FV4I+bn84ZadkdEZiawsn02xAb+ik+JaBl81xHC2eK9TwKuoTvuNvoTWkqJYAbcBR2mJLE+XLTuENuYMeI4q2jbyPng769is5sEjEpt/kjOM+d112RrSNodpUy2MhEdTpPFSnnGRF/L2eb0OAisJ8JI+LRBGGxq0iQg9wdMGuoJMYPX2L5PCaGCLFkyTSKe33GZmGSBLSbkJ4a7fi3QAmrNsoxbtVPDYw+joYMK8Cy9AK6hYuDBoiO+cLyS8rGIwu+qgJNCkNnHO7GWDv22P/HuMtLVom9O0ySlkeHtlNtNRAo+JDFXoUpYKcj7d201V+N0MooSCnX6O9Iof4Qf/k8r/GUTf4U8y2bH6ceTa4b8L/tKaWx8WN5SsZqn6JVYzCsegbTEm1NL+XhWWomVafgqoPITG3CodDweMFW1MkSRP/wa2jE4jIrKHZb8fdHM7kCZ89sE6vC+xm/jZhNasYhISq9RHX/wpVtZmkv7OVhvJcFI+R+vN6kp+t5P7tdNKnltKp7aTxxJMMn7ijV/+gVnhtZZ5QYu9ye8VSskdcw45M1VU/EcP1RGRcB4MD690kJI2EKgsihp8h2XAxKO9H/pezb1kiTl2NZ+TaT7i+Lx9JdtJ2R8/gGRWkDDr5yH7/8/ZvXibPckH4DlcAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHHUlEQVRYheWXaXSU1RnHf+9k1kwyk5mETDYyCUlg2AQOJcUiO6icVtKySFkFLZtFredUoaIFylLKXtpSYuHEisFgqZxSAdGCFRQ0SoghkgQIWSZknUxCZjL7zO0nY2MCGT71Q5+P9z7P//nf333f+94X/t9DetCCd76aKzYeewGnWccCTTF+qY5LjKPqh0NoNPZ7YD15OEkJT1wSBoVERmIL23YZsWfrCBgjcTnlqFUGGswmAqEQQ89fFSNcN/FU+3h3zaKwzMj6Sih4/3mBHOpifFh0dp7ev4yl1hLUHS4M7nK0iiKiq9sYlXeJdZbVpFk/59z8QUS3fCQ2H35B9KV/T5djRtWIcWMquFJnYMbYq7x1zUJ8pIu42HbKhIH6cWlMay8n1uinYMhYYkJOxt6+idbr4sOJZiafK6Omn54M6wUOP7Xvnn16ndjyzGWxpTAdtaaDt/fsp67Tz978uQTjBRW7pt9T7NCVHPG64UU6TT7mnjlK8qhK8vxLaNBnUpU4ude6HoP7HWbh37WdHW9PArWLeK2HVHM9pwru3fi78doba0Rl2gj8bjU1g920qobwyL8+5K+LN/XQ6PEMqHev4dTpKWw7+1MmJjupV3rINHay7bcH+tzPb2Lz0j9KA8tvUj4BopvUbK3OxZ6S2WtuNwMp6R6x4a1nGWOpRXdlIkLpZNukjzlni6G2Jp4jZTPCNrFx1Q5p3Bkfer+BKq8Dfc15TJX7etR3IXnz5QOisXkShy8nAh68Ki+/mn2Yu7I03C45hRVG1NEeJk6+wvNLt4e9HX84v0AcHLoURecdSuPqefhzLRen/6KrvotA06ZNqHRO1i7ezcrHKqkuSZNyTy3k3598j5E5H5Mc7SMSKC3KJGdtbtgknptyVGqLdtGvycai47cxeG3d5rsMDNi3hKaqESiWfQQhNQBFhRYpO7WDA1vmMjijhP6mVjrdEVjia5m3/vdhm9hw+QSqzhbGzrqIzxjbbU4CWPeoS0RpVAQlQZqpladyTd0Q73jpmPDI2vm6LhLLQzeorkpgkMVKm1fLzrWv9bkdf/9iofidZjDjL7dSMFOJucbApex1UheBcVlWhqe0k2b04Q0Eegi8vHOepELJ4ifKuF2ZwNBBjdS3RJES7WBH7nN9kpg9Jl8qTq3n+ExBKDKEQ+vsTuC9kgXCczoNX3s8sdPv8NjUnb2uatfGX4uWgBYIYDZ3UFoaJKAIkJrl5tWVufclMePMEpGNnzJ3EK1XkDf/b98S0Db3R27LIN5jwVl078/DLzf+RlIJOQpZEAWgkHwgHESqJBbt+dl9SUiOZjQxHeiVPvQGf3cCXy53C6GETnx4hIPHD6TcdzWvH3xVNFj9mC0+hCzE1TonsQkhKtxGjq7a3Wut7sYEMbrFjMOkJNmq4x+T935LQCMiUHpCKP1BIqQv7tcbgBWrtkhZQ4J0uAI0ud0MTI+gvTkKk76anPzVvZKI8vlJb1DTGNdOyci2rnEZgDJgw/rSYrReQeXWtX0aAFiwcJek0UhERcpp7giRaLGBI5bUkJN1J+Z1M5FX+iMxrTKOyQ9fx1Kr58+fJXU3kPVGklRuvoxQ1JL6yitcXf11WO/48iX7pViNih8M0uDxS5j6+YkIyWhql1NQPKtLY2t7AyaVFnf1QJIb7Tw+Y1vPk3DS6nx0HhMDg1NRBzVhUQCY/5O9UlOgA702SP+EAHKtG7emleI7EuvP5QiAeuUt3o0/z9ak90jyJnar73LiWGgXTrkfn9LNtf77iZrZwaSRh8I+8w9/Ok80YCc9KUBVeTz56gtsCDzJB/4KHomLxObUcWjASTrUWhoTrD0JROcbpevK01hX7iGtfhaSX8VnK06Gfdw+M+6YlKKIxdlgwmgMsCI4nQ3RR0iS65An2GgwNLDJOrtb824GAFIDmRRlnKFW9gnKg8NweMs5tXxr2CaWZhdIsmgvCRoFdnU7053ZFKd8yT+dzQwWeuaP/8v9LyRZeeOlqc/uJcGejjp4Cb0oxbnhHMVfvRi2ieXDT0iFMTewxIWYYYwHbRttphpiW8295ve6x9fnzBF3tNnEPXoHeWE7Lq2SpKwQVocCVVQEo5/+U4+6D64tF5IkcBOgKtpKki2VWyE7hqCCVoWb9aNPhXcn/CaKfr5EfLr9ImPO5jA80IpXEcEtlZGKkYWkvTmCyGFRNGXUovfE4YmxIytJ5caEk2TensKF4WfxOhR8v2koTSnFrIq58WC34v+OwmVPimFT5JSUqdE9FElEp5/4KTraOhS0yTqRPBrsqWXcDXkw2Abgk/tok7m4HlXO5uSrfer3+WOSnfeOJOQSwXQtp398nBqZBnwhbGVO3KITv3ARYdeha+1Pm7Ke0rTTJNpSw2oeFoHvRtWR1SJ+WiRXTni5O7EFncuI8MixZdxkTtL7D6z3P4//AMWj4FkVaYdlAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHCElEQVRYheWXaWyU1xWGnzu7Z7wbezzexvbYxAsxhMUIDIaUlqog1kJbAg1VSaEsFaUICCVIIUUNcaFKgkMSJETaJhAQaUCibnDAJKShwYBZYjB4I8Yr3mfxePbbXx3VsYFBqtQfPT/PPe97nu/ofve7H/y/h3hSQcryWllsqiY2wcVfuwtgVDiLE6voc2v54Bdzn9hPFUrR7HFVMiqthcoWAykNHeTvfA//gxhijlmQuIgtPEm8qYdpm8tkW34KBe56Tq5dHBLMY4syEq/LtSdepzbrOrfm7+VOagyJwkZ+tpVKdQ5evZrJ+jpqSaBnkpnMq7fJ++EGkhtyOazfRfP4px7Z46GLizI7pE7n4lKflR9MttNqlUSbuqiwjWJb8XnqFn1GVclmAmoFkzbuI/Xcs5RmPkdRfw0tvmii/f1cm55Pxr1Wzs8qemifEReWmq3y2ZIStMl97FiwFkWcnVdKT9Ch7+alaX9+qNkzFTWyWLWDFH8cB8btQfjtbLyzm5puJ+8sPDKiblhycphfFqS4KD60nao9K4i0NPDllxbOVhWGvMFm3a6Tg4Neshuv4hOJTDUd529tyylbOnOYh+LbieQoLw29Ht5c+CLG9A56N+9HpxZMnfWJDBXgXF62CNNIlIVvopJt7DXuobooa8TaIQB7iqxyxsdrWTCzA53az80LeXQtPkhRyQEWTuxi+pJjoUM8nS+anIdoGWMhEKZi2pVLbL+8aJg+CPDevHZptLRyN+MG3oEwVh3dh0ETYED4CTs1F5fXy3RLJwvmHQ0dIrdACCFYW7cJR2w0nakNLDxxcIg+CNDUFsng/XQKf/kJseYH/Ow7r4vsZ5pYtPIjPq8KR6f2o3JGYoixsvPtbSFDnM0pEq2abuRgHc2Nu6gfbR55AsmRKkab3PQ4NNyvSwVg66HvCdlZwJwXy3E0x2O3CyyZdqpOZ7KzdGvIEJ9mllA5PpuK8Vrym/uHA/ylfKvML6zlH7uWkxnv5eWKpOBuXbV7idB+PoWkRBfmGXdpvW4ir7iR9oZRbHl1R0gQg0o3G86eJr/ZRm72n5j38e6gTgGQWjYNr7+ZlB4z8ektwwyef3WpUOhc1JflkTv7Dn2NcWSZbXh71Wzc9fJjIZrix4qewioSWxrw2HToPNbgmgC4vcoutVotAeGmw+Vg+iHTiO986caj0mmpwWXTYO+FqNRWbDiwOsy8u3P3I8+Juef2y9qcaNI7oS1cxa3sZSI4gXCdCo3Si1bhISLs4Q+04Y1lQqkClcpHmNZLQOXDoNYSCNhYvm/1IychB/uR9nYUASdKvz2YVwDUive5q/yQMyu34FJUP8qHzeteEe4+LckWNz5rBB5HOIkWF0oRwQvvr3goRE5+OaPrv2GSopy8m9eGAjiX1RPnNdEV0UOS66lHAgDsem27sHX70Sd50CV56OkFXUozoi+LDaeWjQiRVj0RqzESvcGLNMQE8wLgzJo/yunuFVilDY9eYH7bEtK5v//UeulS+PCpfNyv1+BL6sdujQNdDB8+97ugh/nyr6VL8wC3UceCGzlcnBhBXdw6EQQAcDzfIO1ygAG1jTZ9A8WlK0OCOHh8q6wW7RgT4JsuSUAK+hVOrplG0Tj1XQGwqXq2rG8PR4g4OhKiqCzYG/QOHkTdgXt0aG7z6p51JHiSQ+kNwOoflYiMKAMGRySGMIkuwk2kVsnMHhuZF38iATIdaQihImLCBTLa+4bogwAlf9hGsj+VGa1TcCo6uPar0M/8TbPfEUqDl0yT4GJUDUaNjqR0B6ldPiaenC+3UYVRpWFMSwEujWaIdsiYK184II0ikUG1iwHZT0f2Xeb+5o2Q7wG/v/pjGeeJ5i3tF8R2mxhd0IfibgZHI78mPFqLLhBOg+WfQ/yGfI5TnAn4At0EnIPc+vkNRM8Anx3eEPIkfjvhmOgKszOONJSRfsJqs7Br3ZTIqRT0xQ9rPgwg6cgS8WDQjtdbQbKIYmBhGKl6N03la0KGeGncETGTNOrj73Hc+BXfVZroU7jwRjtHrB9xvLvvfV/OeSsGhVqBcYqa5jYlCgGBURoSxqpIzyodpis7t02W518iozsdeyCAb0DJB/HnybOl4dS7+DSnMrQ74b/jizXL5fj5AQaQlGXouJBwhfV/n0TKHD1d9UqcKgMPwl04lINoBrT06GxUJt6koPVpridcYWxHAYcjv6Ka+/jSfE92K/7PuHzgp1KPD0+Enlizgs5aOFPcSnQgkrHOdNxqydfKezjVA1i6c7iVVk9in5H7vl5eG3fisf4h7fD1DybI1afHkLs0AldAQVOdwKnWYtW76JODaB3hOFQurphv0W2wM7VmEusKDv53/oy+HRWH18nGKTby+xNojeyn0+MkqT+NOmMDW3I/emK//3n8C9XezgQtg1mmAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG+UlEQVRYhe2Wa1BV1xXHf/vcc99wAREuihALKBgrFl9VW4Mman2NNYmmTaqjZowytEZNnCmmSaMVR2OqRkeTNtEao0aj1caqxFer0VZrDSAa1Bi1osgbLly43Oe5ux86MnPLw5t86Zeuj3vv9d+/vdY66yz4v31Dm2wvk+uW7JBPFy6VW1ZskbZYp3x1zi45c99v5bfRU8I5tHnEafniiV/JD1e+JoXPiaw3k3ZhAJfO9QF/kPvVcWhWH+u3rJbdv18hx2YfCBvmkQCrbJdlwrjTmDx6vj46Eh8+ii/Z8Vv8JGRWYRB+bD0cxBZlsGHXTKTVyrAxDuK8i+Xi5VsfCdIpwN+zS+T63W/KAb1ULv5uAqnvDuHe6os8O6aS6MgmNM1DY4UFPQG6p/ioHVlMsnKLrO5XuePtzdD5U7hxK54h71R0CSE6Wiy0tco155bRszyCwQue5x5O0n9cyfX0an79cm6HPgD9ZlfKURklXJh3jKz80ZyLGsNwx19pXnCGI9/d2KFfu8UrZk16dW7iB1dS7gywauf7LFo7kR99NL7Ti//bJi25Iit03UjXldISEY1peAH2piDvTl/ZTqNdCsoX7iZuWCWlxVYsCa2MO2WnyS3ZMftQ2IVVsCFT6GKtGDLKcT97gPvb51J6clqHZ0MAbj9dImevLMJn8hE7uZTaazbiN03g1KsF+OIc5I3ZEzZE4bIYIZ19SC8YgcNkpciWQf7m5e3820JSn9Eiff1uUdj/LPayAcxZ/yn7pv6CxvgGyuo83J9+Hmc3L+UbH2dH0XNhpyPthVb5xIAj3FR6EzXsGIrq4/Co/Db/tgiYrD6iK3oz4uQsYpqtlMZtFCdmHeDQrAK6JXvo97dM+p5NJ3VGOcvmbAo7Erc+tojalAAR2Z/RUDKZwdf1IfttAF//4AT7Z+ej2lrQ6f6ztiQ3Tzz38RS2vf4ZWJ0oShDTVxFg9LLkvd+EDVF+ZQTR/xzMpaj+vK29HLInAIpe2SZPjr1PldXN2NMmJi9fERLisz89Im8m36Ep0oXisFIdaEWaJYbvuFiZk//IdMStbpJ9bLdxWiIYTAkqzWyb+6Joi0B6ZTqTjtez8FAmUR5vO4En9k4RdZk1xFxPJBjpQhglis2P54ZK7uJHR6J2WZSwpJ6hR6/j1MTX8GBoadueAiCsrfTzPkNCSxKp1eM6FMmbmS9cSfW4fBAZ60XUSDz9WtH6NJGb92gIizONxGoTRudAsgrjQwEUk5ujGQd5YNnPFxl/7lRk4VtLRIRRoMX6MZn9aHo/mlnDY4L576zoEuK4KYtP7ZO5YM9iq31eKECtWsDep+D0aCt3H7d0+ZJXlucJUSVoSvJgKRdYalREYiueoMK8zas6hZji/4TxjsOMbj7LM7WHQgHQB8g5FmRgkYOpRxq6BAB4/Y18YRAKhmQFYwrohUrQEgRF4Sfb13QI4U6txx2lw5n8D6rSKkMB4n0+ht51kVYbAH1YIwKrc9eKemMQV1DiSvJiNkukUWD1W5n7wfYQCNPFm9JTMYyS1CfJegAWx6BQAOPGnSJoCnImU8Udp/FS8aKwvvHfP79eKBFgbDLgjwrgSnKhWd20mIJMOrivTWNM+Ql0wkGzNcDO9Bz2TJrYvhM2RUrODDOweaKJnNOBsKIAsHnKOmE3aPjjPJQJE1pSHfQs54FVZeof/yAByrJvolrcTL9xgFHXT4b4twEcGNuDRX9xMf6yD6sqKN7487A73appa4SqSPpH1nNbxOAXMCj+HIX2KNJO7ZUDLyahGnQcHFmFNzI0xSFdrPq9ubLVYMDXGMAVoePNJ00c7rMp7B/P/PNLZb0wgc9A0GdCRjZjbIriT4k9mdZYh40Wtv7wtRC9UIAPZ8sWvcrhXtGU2ty88KUbj1ll4vQPwoaYefmX8nx0Ik/ddlL2WB2BhhSSml0c7Z9MXcLPuh5I7HN2iJuRKllVdTjMOnSqhnWI4NTnC8JOx67vvSUmlFdyNjmGipY0Iiz3aOhVg0XtuK46fNnxz1+SKQktuG0qrQ90OI16moMK+IIENcGM4e+388u5slSa3ZI73TSEiOGL6Dj63vPQ13Off1ntHB+YF95M+NBuN82QLlXl1jUbOQPMrC32ovQN4PPqcTZEoG9VuBrvJbXSwtUoF1Jv4Ea8nseqNTTpJ/uuiZWDEml2+wkkL+r0nk67TmrUfpFp3SNiDY3svtNAktGFDgheU7lkdKEIDZ8lgNfoR+o0UqpBJxSyyyQ6ITmRasIRlyu6urxLgIeWPfAT4XQYaemvRxdpJLKHhi0gMbv9SC1AbEOAFiQmRUVRdXz0RDSKEsGxtDfCKtywq/uhvf3lUhkTDFBhU/hKulAbIaHVQsAA64Zu+MZ6/3P7N24Fy6gnnw9LAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHAUlEQVRYheWXa1BU5xnHf+ecvbDL7sJykYuwIuAFVBRBHSudGu+1GlujzqTT2unFkNpOlTRtYr3OOG1qNZYYjVZT23GUtNV2YtJ4iZcErXhBDSoqGAG5ym0RWHZhlz3n7ZcEZwvK2i/90Ofbec/z/J/feZ73duD/3aRnDcg9vldkbE+k5HImBmsHlnH1qD06rtwew7mWyGfW0wXjdGnxIVF0PAnNKKEUVOMd0YLpZgfDp1/n7KudTD7uR5Sms2hkqYi2tCKS2/njkW8GBSMP5rBv/U6h3BiN3eJn6vhuTq3v4FFmOygqztspjP57FO6LDnz4mbD2I86fqkf0KlgjWkR2WrH4rwEazQ/EvYgykVg1hNwL5SR+vYGichNzliXAHTu2MCdKTBO1OR58qoTB1E3Du5OZsiqaxqZExibUMjyrmeU/P/FUiAFbsPr0G0J73gs+HYQ7WbXVgNwYj22ok9xrCyVKvnC8C5x8HNd2/ZCY/zsorv4ayTFXKX7Hzcz8bkan1IuyiqEDtqTf4OyKfWLXj2O4ml1Jyq1oev+VjntWBXMPLwl6gr20+mPRHeHEVR5HuLWds8dyUEPd1N8d1k+jXws+nJuBZvCx9rV49G4z1vQ67BUJFH7rw0H7+aXtzZ8jueZ14Xuk49aZ51j84j/Inn1zQN8AgLaco0J1hxJRE86Zb4RwdXoVW958QKfqxSv85L23I2iI9yevkLrMsYybcpE6JYr619sYP+Nav/g+gHjPYVGd1sL9WcW4IzuQa6JJvxPGqjdiOfCHUvyGTnIOxvPijbeChjh3JFUq2ulCLo8jc7uZJkMMhkk1AfF9AFOqmkluMPHtfCMPR7WSVDNViqyNIaTLysyPGqlMb6JlVCOLXoll3cb8oCHuhS+VKloTOFj+PDNSSgiNVAauwF9eN6HTJFacLCG52QxA2oUF0snvFTHkShqWNgWzR6NyYg2Whxrrlm8PGmLC7E9Jja7B+UodU6d9FvBOAuhYmi9CvVEg6+nSdIR/8ELAbN10YJOIr9IIq7PToMm44ty4JAV9K/xm92uDro45lw4JcdFC7Mh2tM/NOGvDOPHmHKkPYGH5LvFuwX0uJiskPpDI2ri1n+g/l/9eXJjrwfSZhEmR6QjxodoE7RYDu3PXDAoxfuVd0awbgk6T6fCodO6PkuCLFlxKSsBtFRzMGkaZY+DjYcGBPMnU7McfLzB3KngTJDoa3LjudfBy/q8HbUd8XA0OWx3zUs6SGOrsG5cB/vbXE8R5BJvOlTO12v1EkQ15GyWjX8Wr+MHnxx8qIywShEuszNv2VIie+S1Ys2upmfeIlOTaQIBpDRJSiMTQVhWd5H/ql6z95QapKaUXSfUjpZkJG24Ej8CbJLNk8ztPhDBcsGJzaoy4DTrt8fYjA1yL9NJo9nDVIfOnTMtTAQC25G2QJKOGvbaTkE5Bl82MCJNQjIIfbd4zIMRldRSf+Cfxfu0SbrozAgEKMlLZlp2MSRFcTk8aFABgS+4bkivFhneoAbNfRZZljA4daqTCsrf3B0CMcRaIadbP+UHSIYYZ60k3VQYCvD1ljWTxuRjV7Wb32WLu7/tpUGt81wsbJJOq4UrR4YlXkP06fDE6VIeRpUff69MYf15FTTZyIjueOFMTH/xict+q6WvGmqpKMIPOrKPR5AuqCgDblq2XHG0u6BF0TezGo+mReyR8SR0sOHBEABx2jsXn15FRGoE0VA2IfzwbbNCsgKqorJ6Vw56jeUHvdFsWrZdkm4bWqsc30oPHpnCjMhWR5WRh4UHx1egausNMnDCn0dsZuGUEPE1oLhArSq4wkl5UryDEIjP9uZ1B3wOWFu8VQhFo7WbqpRjivG68Rh13snvIumvEqSRSmJUZoBdwHK+4cZEH1iiiQ72ERvpwd3soOJUbdCUOT3pJMiNzc6IRh66FT2NTiFRc5Nxx4TUZ+iXvVwGAik+WinqLAbcsU+a189bYHDaXn+K7k/YFXYnvXD8gPJpGnLOd/Rnz0Ssaixs+5s8TfjY4AMD1wiVinyWT6bpK/Br4zX66XRKtshm7t5efTO0P88NbO4Qr1MbtGAfzbt6icLgdR0MIZ+ypqFYLXVEjg7sTfmnfL98qqk12VvhPUx+jJ+Sunt3DZrKo9Cr+MVZMVV5aTNEYhUadLYyI1kdURoUz7mEX50eNx9KpEumsJdbXzM6vrH1inkHLuqd1iTA91NMirITjpynMSLstAn1JD7cTUklrqeKeI5XEpnbcRhOlSSPoMNlZVHie3854dVD9QX9MXo46ImldBnYkz+aIJRtTt4oqfOjDBKO7GmmNsOPSg1dItOkkpty6TkZZWVDJg6rAf9q65pXCVq1SFDaOIkcCvzp2mmMZY8i5X8GGedueWe9/bv8GttTQdyqzbqwAAAAASUVORK5CYII=) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHFElEQVRYheWXa3CU1RnHf2ev2Wx2k2yymxsJUEgIhCFJA1TkGhUKyNAAghRRoGJK44AXLqPUYayiUttSCghIA7bKFB1KkGslIFdFGi4BJAmGBozktpBsstnNZrO30w+OmdnJhWXGmX7o8+Wd933O8z+/8zznPe/zwv+7iQcNqI7bKk/Nr+TTIfN5rOkQT699hgMz9/CZqR+71s95YD1FKINOThslf7WtWG7622rZ6mlE19LEyBvXSS2OJkAHZqsFf4Sed97bICtj6+Te8YXyRwO40scoGxZOJMznpv+2E3gQxJ3rT6PXT8MwNV7RTnOCZKKtg9nrZiGlnsbRYH67Q/7lxfuDqHpyXF01XhZlPoVq/wb6FmzDMOanfDL/HZ68sonAtRQ80k94nQ8f7TgsSo7HRtI/5TLoYjDc6sfO1rO4AhZ2DK+Tz15M7LE03QK48oxywfCNJLprwNoKJg0dIwaQYatgWmHR92IlsOmHgHXfX5YNrpc3x17lT8NyWF3yJcqzuWgfOsG0ZdfloWeGdgvR5aF/uk62o6QpNwdXVSvLcz7ixYZ3mfTqhyFvsOKp12RHnYmWQWV4nVEcHtVKnNHOlmVPdNHosgeOzltK4yMjUR8oxd0nnnH2I8imdvavWBDyxpp0ZJjwKfWc1NSx6+cGfnsglal7+3c7NgigascMueDWm3hEGHfmPU7ExXIm/2sbeycspznKzO7c3JAhZlyKFiPlAGZWfENbs57Wy+m8vnljl/jOlDjXpEtH5mBKtBkk1lez0L2eT+9Nx6a24L7ZyLnsmTh1sWRuL2XO5Q0hl6N8oEseGXcIKvtxckIbCr2Kg6+O7YzvzIAw64my1jGu7BjRWgdlS81ib/xc9iY+jTsthWG2cwytPcO3eSlsXLgi5EwM+U+4+Oqe5PjEAKM/N5ITWRHk7wS4mTWatyLGokgwotQqAXil4AUxx/YPCtNfw2/SE1AqiLJeo0MreOmNrSFDzK4ZyeiKRuwXMvCtnB3kEwCXL70sD1hzsfuNjFWcYObjvwtK8Zktc2WlL4UWrwGNvRlXiw6pC6etbwxrC5bctxxbzHbZlFpFe2sEHTlXcamcbN2xSHRmYJC6nknJxSwdsh9jZEcXgXEFH4tvTWlY7lbgNRiQWg2tKlBVVrOm4I37ZqLgXqQ4nX6XCyOqKQ+Ec/tnIzp9CgARrWekxUs8TjLU1m5F1s5fLOzRyXiaPXTECMLa7tKU1A9rYgyrQoBIbvSQJKxkOSLJdlwKBlBEhfGH82oqAlr23DX2KLL0ld8LrUmLNyYWYdLh16jxh+mwuyH/pQ29QtiOZmMveoTGr7JpWDctGKCsxcs1kc+eskHUk9XrSl5e8boQ1jrskcmE2WsId97Fl5KA2xFg8bLNPUKoni1BPf0LFBPOoJ15JBjAhY/xkdvISviap4ad7xUAYO1ra4VSLVCk9EGT9hPUSkFAFw5SwZP5H3QL0T54AO0iku+Gx1OfMjAYIMbi4bERbWQN9BEIrUXg3YIC4XDpcDkCtMUmo4vRIdVa9H4vzy8KhsgKq5T+fXU0nEwlO7kW8/WWYIAh2o+EIxBg5ykVt9v9PFdcGtI7/n7BL4XCEIG2zY5XH0lbQjL+KD2NThUzphZ1aiT84msCUYI6h44vVuZQuHtK15Owxi5pt+RzrG4xo2MKQ8oCwOZ500Rsfw1ei5nqcoF/SDKB7ESqa/VMn/VPCVA9ZjwqSzhT37xBn0cvBMV3Apy9/QQPJ7xHhHMnWr3gg9LnQz7p1s3KEyqtgozpBqpKBF6vIPMtC5cuxjEw/bjMrPs3qjANRfaH6VAYgmKDTrFd1kWyw6VB4/HR1Kbk86qVHJydGvKHJ7/onGyqEdDmIdDsQcYb0Dba2bcribwFLRiToHDJmCC9oJvt1gXS6VRRWzOF1sAAjGzE6Vbx/pS/hgwx/+Mr8tyhKB4dVUW1oS++EhvJfR0cPpJB48n43huS/Li/i28qw/BwkOZWHT6lHzl4KL8+vSrkcuyamyUm59Vw5ssU6g47iRgeji2pD+Gm7tvPblf23OlV0pnYjCqiD8paG2ptIoqAgYDHjfBLtj+0vEvckuJrUqdq51aTCWEXXDwVRVrcd6RNcHO7VM/RNZmh9YQ/2Gz7aqlSmTCWK9l37DfMyv0QX1oq6g4lETYVClcrtkA6ZllNtc2M9Ku5ccdC3ygrfoVkqOk6W7aMw9Hcju9MSo/z9Hjq7Il8W+zWrxAtmlom562nTVsN+FCVl3On3oxf+PBowvFqw5FqJUnRVpQKQaqlFKVacOlGJs37zaK3yXsF+ME+yfyj0DYL1BkT0BpM+BMiMBp9eNsbkMKPz1aO0wEqpUShVHG8LA+FW8FnLwwMaeM+8L/ciuvnpS9gRWHMwFqrROVqwaR1gULDn8eMeGC9/7n9F5hmyayN8VjFAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHB0lEQVRYheWXaVCV1xnHf+9738vlXuCigLLIoiCyRcF93FpjDegYl1o1U/ckNahtDXYy0Vg1qdNOdDRpnGjVOGY6xqojJJqYKK2JCS5oVFxZRAEji3C5XGS5+3b6paFzC8q1X/qhz7f3nPP8z+/9P+c957zw/x7Ssybkbjwt5lS9z/BTo2kPcdIwVI9i95JRNoxw49xn1lP8GXQ5f67wbDqNJGt4aDyMMTKZdq2Z6zNMHA5dRI6+mPRSQemQfaIl+BFtiVHMKVjlF4zc24D9OzcJ9YVbuGOCEQsz+aT/Ju5HDMejgqQr4SyjhoQrTbiRyf9tILmpa1C5BMaQSnE17TPxXwM0rdeJe3lhIk71gBUdF3Etno50tJLV1xYwpNWGKfQMhkiZgtYgJI+CTetm8jEDH8pFxBmiqBtUSfNzCgVLC58K0aNNeQe+Fm8+mIXVJFOVsxxDlYY4+x0sN03MLCh5orUZS4xiQ9RXzPvyJa7FnmFR8GRWhR1n8XcZDKge1WNet8YX1lWL3RNWca1jFEkBdwg4eYHmkVPJycv3e4H9/bV/iFs2E2M6o2jr08bEsylYPAoJDUO6aXQrwcmf5ODVBPD7z9ahtluQn0+nb3M1RR/+vNd6/hg5H2VLxf2TUJx2nr8YT8HcC5wdVdnjWB+A1isThcdoIcxZyzfLZ3DNNpltDe9h6/TgcAjWvnPEb4gT742RwszJXBpbjaM+gt2RI7maWdItvwsgZpZVPBRpVCVPxaINR66pJT2qnNcT3+VA9D7cwQFMdBzilztu+Q2Rfm6wtMaZzRihI09cRBgiuRpQ65PfBTB29AMSYx6xcO8HNCopDMyrlcLNdQTazfx0wFfUuNIx6lOY0/A7/rzxA78h7h3rI8X+kEzGoVnUTbmJM0jVswNH31iPoniZMf0QibHNAKQtuih9qn6JGOMVgtWt6IKs1GpHIKzlvP/qUr8hDmcVYxhcy0eJaRSNu+HTJwHUt88XUWoHuGXMBi99kr/wWa3vfHxQRLir6KdupKnCiyUgGq8jBLW5hXV7tvf6dWQvviyGGgw0Jyokmq3EmkJZUZgtdQHM3FIp/pC7l+OXVIyPk5g+srvol/lLxUVDDiH1N1AHqbA4gnBogmjrCGbP9txeIT7NrBByc380ioyz3cOcjggJ/lWCy+cH0mQRVFQs5/zdno+HF+cflAJdzdhDYtApHVhCorE2GnA1PmDl672viZqYWkzx9ZROO4szztTVLgOs3JBHQrRgxsy9ZI+zPFHk7bVrJUXtxOFSgXBiE4HYZA2E9GHr6h1PhTgVFkFhSB3f6NOpTqrzBZg9QcIlSaQN8CAU91PfZPOb6yUDSUiyByk2jdCUQWC3Uu1Qs2beX54IkdVST7zeS7JcRqDy7+1HBigscVDWZOXUNZnTN3/2VACAbZvXSpJOQ4i6lkBPB2arHo82FJdK8Pav9vYI4fk+BeXb0aQemUrE7WG+AIaa17h07hVUWkHpjcxeAQC2/SZXsqkH49ANQKdzI8syFn04Jo+KVQs+9oHIWGISYsJ9PFtvY0towJZe09XXtXrXnz4n0kYdwGGV0biCWDZ4l1+Hzxu7j4mGlmgkm4OApiZckha7WUEG8vNnSwALl54Q1mY99/tl8gvbLbYUTOnS7irGoPF7sAJeReF+k9MvFwB2/HqBFB/fCg475tQR2Nu8BGLHmTyQ5S8WCICOIwkoTshyl1IneXzyuwA6AEMz2DweCj/ZwtrPd/q90217ebYk99XjbWzBnjSENoee1sNGjEPTmLmkSEiT6ui0BVFbOJAgl6+xPk9Zy5vF5IUncUnlCI8LOTCAXZN3+H0PmP/WVSFUKrwNbTwul+gb7cDm0FAeOIqRwRV4a9WcKBruo+dzHE9a9DlqSzqOfu049QpWq53cM3/y24n8d0dLOh3c7hxBRJZC2XcxhA9WMTGtHIdL223ybg4ArKieL6ytA5DlUPo6Mvli+1Re2PA39o/275YLsHjjdWG1eomOMXF00zBQq5j5x0f8dU1W7wAA867PE/3uvoUz4wp4Jdy6YKRONzo5AZejlv3jlnXLe3XvHdHZGkRZcSTT5t+mqHgQ8fIjzh3ui8cTwmNzhH93wh/j5YOV4mGZlv65Z1BHjkddcZ3vd2aT/cod1JHPIXU8oLNai0YrqK/RExbRQs39CIamNnL+RArBSgfhiSai0p3sWjL+ifP0auu8lkKhbvyBEJGAGxOa0KEEu+Lx1t6kqjiWlAlGqkriiYszYGnTUHppIO2NWmYvLmLrkim96vf6Y1IQMU0KMDsp3DyJR8fH47EZ8cgC0SeY1HFmWg1hdNrUOCyC1scKY3PuMGzsXb8m98uB/4zVzQ3C87AEw9epFH8bz4KV+7hXMoNhk8rYMW32M+v9z+OfOSDka2xrtrkAAAAASUVORK5CYII=) 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,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) 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:rwdcur72720 1.3333333333333s linear infinite forwards;
}
