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12%,12.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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16%,16.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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23%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIFklEQVRogb2ae4xcVR3HP+fcx8zcmdmZ7na7W7BSkIghqLBlobF15k4RykOg0gQxUgI2kGCCmABpQJzJLMpDSwCNEiISoUAERGgwPJW5swiW15aIQWIkqF362i7tdnfncR/n+McKdmkptL2732QymWTme87nnPv7nXN+Z2CGdXvx5NpM+suZNAc4rivJM2e7MwYx4wCT6IqTEu4fzpwZCDETph/V4yu/WjsyabvNgOLih/80GKf3jM8AwPaJoCIsSCdk/dVvfa0Qp/esAFz2zIbBN99vkM9IErasx+k9KwAAjpAVaUI+K3nt4uWxxcOsAdz35220Io2TFOQy0o3Ld9YAHhv950CoNaYtcBzBW987oxyH76wBAEgpEYYgkZIoU5bi8DTjMPk0evHCUwtCCIQpMCyBGeDG4TtrM2AYwpWGQFoCbNBWPEtQ7ABvXnXqPvP8WFNVTUsgE6BMgR9Te7EDJNN75/l7zyiV00lJwpGQFLSFoBFpL472YgV4atWyspPb21IaoprNSBIdgtASjLU1viaWtSBWAG1R3elPH9nbTinUOh2DXF5iZgTjoWZkQrF2ve/t2+XAFCtANivJpf8fnGtPKRQ6U4Y7f55BR49By4QtY5qR3cp74m/PxrKp228aTfb0FVYfY7kpQ5QcU7ppU5CxJFlbVjIJwXkPeAMffPfG5UvLvtIQTaXHm5YVCmlL1o/ssehZYKAysHVM8Z+RiJ2TuhJH52E/2+lvf6W/5pjCTZmCpCGwjal3xxR02AY5W9KRlDiW9JKWqPT//LnBxy4t6S8dncCyZOWG341UF+YsFh5mMqfXYMKH4R2KneOGN3BsvrKtO3B7r3hi4OPaP2iAlYtPLNiSesaWJC2wTYGUYIiply0kjiHJ2ZKulMHctEEmKfFD4W3cOeH2fSbNgpxBalIVOwemPybDPz2rkD6ut9789zYmAwgCTRCAH+hK//VPHhTMNIAlx365fESnVc2nBElbIAwNEoQAhAYNQgtMBI6U5E2T+VmT3pxJI9K8vqVZ7E4b9b7PpugxJP6Y8rabonLyLc8MvnLl6bXeIw13Umg2j0aMNSO27mp7R/emaiO7w+q8jEkz0MVzfvLcAcXGhzFQOKGvtjAn3WxKMK4VoaDy99GIF158YwDg6vP7CpHC1YJqoKCtBZNBhD+h0AKcDsm1D780uOaCRV64Vbmf67ZptDWdhgkcVzby2t3hK/76bptGQOW7dz+/54gPAKy7YtkBH3YEwOn9i2qH54WbdvCspK7c+tDr+x2FK1f2FYC61mAjmGfb9M6xuejOugDoO/vz5aEn/jHtkXi+fIp+ezhkZFdQ7LKMeiqZLq6+9+lDzkRyVWlReX5OkM9Q/Nn610qf1HmAOx4dGrzj0SERKry21mwPfDY1WgD86KyTCueFnd5HfzP4zoT37raWV/n9S4NWQmBbun73RcsP+Xhprqu9PsD/pvBA9cvHh0qXn9tXFkJXd0UBAKO+qh7VbQNM2y5vnwgruZwCwE5qsg7oCeq/WnWad+m6Zw9oa/2DFUsKKhLV4fHg0BeyO9cPDShFMWhrrlveX8gnTbejU7gf/V64zXFvenDjIIAyNdJUOI4i5eDef+lp+v7L9r0J3FPXnbO0sObsJbV2SP3tnT7rvJdLsZVV1q5YWkaqas/hEiuvuf6GZuXcVdo7qsesHpPNuCIyafvCO/PmZ0u/+P5i3W0kITRQkQAt0Aq0BqSuNNvaW/3rqfLLBYv7yycc4bC7FVbzKYMt4yFDm1uet3GoBAdRF7rrwiWFcR3WM4bJljHfc0yLjqR0TQsynZrkXM14W3kXVTeU5nFC4ZF7dTUIDbfxnoOYsGm2KW62d9W7EjZ63IJAIrREM5WiEaC1JlIQRppQafxAs6up2DweMuGr4gPeyx/G6UHPwNrV/eVkgqpjmlgWJNKwK2jRPdcufuOql6clgree/GJheFOi3nzPoTlisbv3fS9hSjeaNAnHDXTbQIcCrQVag9IQRuBHmqavGGspRlsR7UgXf+u9Ms07lkfowVuPLzvdynvynlQ1lxTuYV2SzrmCptJsGg3ZNBpx5jJRSSm72thu8senRHHpqt2EvqhGLcP1JyVhUxK0BVEoCCLwQ00z1DQCxZYx31v/l437DPTYYuCK004qdCRFfUGPYP4CkI5mx86I4c2KiYYu3vLQxsFHfrxYqzGTf70rKmseeeGDzFe4/cpFbqOtS2HDcFttQdsHP9CeH4raXU+/st8MGRvANV/vrx3WJd0FR0CmE8YmFJuGI4a3qsrtj0+t5g+UF9dM33C/efOLsbUbW1Uin8Xt7tFkuwSB0uwe00w28D7oPMBkK8Ty460nx3KgueGCE8tz8pDvAtPW+C1oTGoq9w1Ne24XzLVcRHxnAYgJwE7o0pxOSGWmPvst8Ftir45OtjSX3LbhkM8AeyoWgEwG18lqrARoBX5Tc809r+3V0bRDMY729lQsAE5Kk0iCYQAKstm9Rx/gjKs3xHq5ATEBWDaYlkZKQMM7w/HUfD6NYgEwDDwhQAiNIQVX3/Vq7CP9cYoHwKKmFAh0HHYHpFgAzi8PDfj+1AZMmppli46Ppfb/aRRbYas1ief7GsvWrCjMWtU+PoCVPxwqTY5rtNYIIapx+X6SYi0tBr4uToxrvrAQbvxOf6zXqR+nWAFWXLtxcHRUVZTS9MxjVmZhRm7qf7Pm+Fquw3S37hDFy2+b2ZQ6I1dMF9/yRqnZirzuvJ61WJgRDVzSN6N/tQH4L5EHNJABF3Z7AAAAAElFTkSuQmCC) 23 23, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38%,38.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIJElEQVRogb2ae4xU1R3HP+fcxzz3we7CskBBNFqbasXFVYo4cwdErbbY1jSt9ZFaI5oWH63GkFZmnO0fkvYfLBHR+Kih2MaYtKSWKGadO+ujYHUhpm0a+9BiEBbWZXeG2Zm5d+45/WOLZQWRx939/jP/nPn+zvf8Huec37kwydiQvqQwmfxyMskBzmuP8sevOZMmYtIFeOhcW0w4v716ckSIySD9JF687rJCZ9R2RnzSmef6+sPknnQPAIyU/ZxtQSIii33XX54Kk3tKBHxn2/b+v3w0xvSkJGLLYpjcUyIAoEXInG1Ce5Nk2/euDC0fpkzA5tcG8QJNMiqYlpROWLxTJmDT8D97ldZELEEyLnj97q9kw+CdMgEAhpBIUxCNSZQpM2FwmmGQnAh23bg8hRQIU2BaAtvHCYN3yjwgpXCkIZCWQNggrHC2oNAF/OPe5ces84eqKm9YAhEBZQr8kLbQ0AVYiaPr/JarMtloTGLGJToq8ISgGmg3DHuhCnj1pqXZSOvRlMIQ+XhCYjcLGpag5GkamlD2glAFBBb5/fWJK/urZalCS8IgMU0ikoJSoBkuKx59wXOPzXJyCFVAvEnSlvx/cD+xLJVqiRlOx3SDeKfBmAWDo5qhsnK37NoWyqHuuGV08Zzu1OL5lhM3RSZuSCdpCZpMycF61f1CR7Jw5bNu7+Gx65YvyXpKQ2O8PG5cmkrFLVmc3Wkxba5BIwmDJcWeoYDRMZ0LY/JwnOP097/cU4iZwomZgqghiMjx34QlaLUNWiKS5qgkZknXskTugvUv979wa0Z/8ZwIwpK5dc8fyH+uxWJ2l0nzLINyA/Z8pBgtGe5Pz27N7e30nXl3/qH30+yfsoBvX3JRypYUE5YkaoFpCKQcjzVTQERKkqakLSJpjxl0JA0SUUklEO47+w853fMSdLUaJCoq3do7MUx2/+KaVPy8mcXK7kEqHvgNTd0Dz9e5JQ9sPSUxEwRcdu4F2XntVr45IrBtAVKjD48SGjQILbCFoMmQtNsmc5pNZraajCjNwH+q6elJo7hwfozplmRsRLl7LZFLrX2pf+Duqwrt8w2nLDX7DgaUqgH7RuruWZ2xwoFSI9+RMKk3dPratS+fVG58nAPLLuwuzG6STjwiGFGKiCb3t+GAHdt39QL8cEV3KlA4gSBfVVBpCEaDgJpWBBIizZLVv3uj/55rF7r1D5RzziybUU/TYpjAeVnRop0DvuKvu+vUAnK3b3jlyBXvBXj2x0tP+rIjAK7uWVjoTAonEsM1LJ17ZMvbx12FW6/uTmkoCgVxKZgTtenqtLn50aIAOHfZOdm/9707ISReyS7T7+5rMFT201FlFKPRRHrVMy+ediWSN6QWZqcnBMk46Y1b38p81uQBntw60P/U1gHhadxDSrO75vF+qQbAumsuTt1utbmf/M+fPjjk7h6quQ/85o3+SEQQsXRx/c1Xnvb10tzc/3Yv/3PhyWLTSwOZG5Z3ZzU6v7/mA7CnovJndtkAE47LB2uNXMd0BUAsqmlOAGWKv7zpCveuTdtO6mi9+uuXppQS+T1l//Q3ss0vD/QGirRX16xZ2pNqjplOvE04nxy3999xZ/VjO8e9a2kitiKZUCTjOE/cdoV+cuWxD4FH4v4VS1L3rbi04AcU/zXisbmwIxNaW2XdiiXZQKh8xyxJtFOz4elq7vwe7Z4108x/aUbS0YHJWF24K9Zuy2y4Z5HuikbxPQO/IdBaEASgFBhS58bq2r3jyfH2y7cW9WQXnBGnXG3k2xIGe0sN3tlbc/veHsjAKfSFHvvupalhv1GcZpt8OOq5Sdui2ZaOYUC0TROfqfEM5V6/envmjOiFqccf1nlpGE5tMA4Vm2qN9B45UpzdaqPKFo2qRCmJUqARaA2gCRQ0Ak0QaLxAM1pVDJYbHPJVelPfjo/z9JQ98OD1PdmYTb7JMrFsiCahFNSY2WWnr7tvx4RC8O6L56fefy9S9IfijA1ZjLYPu01x6ei6iV8yaIwZBL4gCASBGvdEoMBraKq+olxTHKwF1AKd/nXfmxO4QwmhDWsWZJtmKPe152L5lqhwOtsl7TMEvqkZLDXYOxyweIHINUfsvHfQpO/3In3ZbSV0IPLKMxyvIvErknpV4HsCrzE++ZqvqfiKD0ue+3xx5zETPbQcuCNzcaopIopzOgSz5kG8Q1PxAvYPKsbGdPr+jTv7n//ZIm02THa/L3J3PfPq4cqXeiq70Kl7OlMrG06tKqjVoeZpt+6Jwrotbx63QoYm4M7Lewozp0ln7lxonwO+UBwYDNi/T+V+8vT4br75gUWFpojhrFjzemh2Q7sPJGI47e2alhkgI5rqmKZWxT08eYBytUHNV2GZBEIScO9XL8q2NkFrB8SSGq2gPqZZtW5gQtzO77Ic0wrvLgAhCTBNnWlugUQzGDYEPqiGOGqivtZ8c832074DHIlQBMRjOImkJhIHKSDwNbesfeuoicZjpMOwdyRCERCNaCIxMM3xqhCPH736AEtXbQ/1cQNCCyEwTI1hjAt4b084PZ8TQSgCpIGLAIHGkIKVD/059JX+VNthkFgmhUYDlNYoHQbjiSMUAaseGej16pqGD6C5avGCUHr/J4LQNrJKBXesojGk5hvpKevahyfgB+sHMqVRjedptBD5sHg/C6G2Fn1fp4eHNJ+fC+t/1BPqc+qnIVQBt/x8Z//gPpWrVjTt05gSL0zKS/3DKxcUzjzbdEYrIn3jg5NbUiflienux3dlPhoK3Na4nrJcmBQ8tLJ7Uj+1AfgvwaU4dj8JXmkAAAAASUVORK5CYII=) 23 23, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,40.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIIElEQVRogb2ae4xU1R3HP+fce+fe2ZlZ9sGyLA+hUh9N0MoiQiPM3EFR0aBNqbHGRx+2ptVQjSZoo51hNtHYmLZpNAa1xlBrrWvTt61Ay9xZrEFUsJr0aW2QALLA7jI7zOvee07/QKwrDwXv7i+Z/2a+v/P9Pc/vdwbGWR7OLCyOJ74cT3CAuZ0Oz61wx43EuBNQ6PzUuHAfv3x8SIjxAP2wrF+5pNjqxNz9PpkV/X8eiBJ73D0AUBn18y0WpGxZ+s21F6ejxJ4QAis3bBn4+4Eq3UmJE5OlKLEnhABAu5D5uAmTU5JffuXSyPJhwgj8/MW9BKEm5Qg6ktKNCnfCCDw59FafVhrHEqQSgg23Lc9FgTthBAAMKTFNQdyRYMpsFJhmFCAfR968bllaSIE0BaYliAW4UeBOmAekIVxDCoQlkDGQZjQtKHICb9+57Jh1/lBNFWRMIGzQpiCMqIVGTsBMHF3n11+WzdlxidEiwRH4QlAPtReFvkgJbL1+ac5qOwakIQpOQmK2CnxLMNrUKE0kvSBSAmGMwp7GWMs+e1G6mEwYxNslJAWVUDNcUaz7Y9M7NsrJSaQEnJSkI/n/4H76onQ6FTfcji4Dp9ugZsFgWTM8qrz+1zZEcqk7YRm9cmZv+tzZlpswRLbFlG7SFCQtyVCj5n1mcrLo/szrO/LdtRcvzjWURoaHy+O6pel03JKlqd0Wk04zCJKwb1Sx50BIuabzURweTnCd/tbnFhTjhnAdU+AYAtsQxA1B0hRMsg0m2ZKUI4lZ0jMtkT/noY0DL9yU1WedaRNaMv/jX+wrTG+16J5mkphmMBrCu0OK8qjhrZrdlt/f47tnrPpd3/H0nzKB6xeen45JSi2mxLbAlAIpQQowBThSkjIlHY5kctygM2ngOJJyKLx/vltxz/lUgq52g3hFZbr6xobJjgevSMfnTi1V3tlL1YdmoGk0oenrfOaeP5wSmTEE3LM/m5vVYRVS9uFuqYVGC9AAaNAgEdhCMMmUdNkmM1pNprab7FOav75dy3SljNK8OXE6LMnoiPL2WiK/9IH1A9u/fVmx7XTDrUjN3oMhlXrInqGGN2dqvDhYDgqdCRM/0Jkr7994Urnxfg5cNq+3ODUpXccWHAgVMUX+b+WQV7a+3gdw8/LedKhxAygYCspNwXAQUlWKUIDRJln925cGVl0+36v+V7lnzYwx5GtSpgnMzdGm3f2B4h+7GzRD8jf9aNMHLd4H0L966UkPOwJgxYL5xckJ4Vo2HqbOP/b8aye0wg3LetMKSlJDSgpmxWP09MS4cW1JAMxafGZux4v/GhMSm/IX6bf2BQxV/IxuGKW4k8jcvu6FT1yJ5HVL5ufaWwRxh8xj61/NftThAZ7auG3g6Y3bREPhDYea/9SavH2wDsCjV1yQvjvZ4X34N1t3V7xdB+re3T95acCxBbalSz+88dJPPF6aT29+rY/3XHiy0r9pW3ZltjdXRheo+AC8U1GFWdNiAGOuy5UgyE+ZpgBIxjWpBAyXKf3ghku8O57acFJX69WfvzCNFoVdZT+arcQXs73pFkuX5jTNjGUbpelzLL78yOYx2FcvXJJ77uXNfQBP3LpYT26NU6lBtS5QIQihMzc/duIEvvPKxWnQBcDdWfa9fm9rNrK1ysMrFucCVKGtR9IyQ/PUr2v5nhnaO6PbLMw7LelqZVJtCO+q+zdkH7ltkZ7R6tCsGTR8QagEYQhKg5Q6X61r79YnDq9fvrBoQa53dguj9aDQkTAYHA14Y0/d2/jKtiycwl7o8WsvTO9rBKVO22TXwabXalukYtKVEmJtmpZpGmUr75rVW7Jnd85Lf+9eXYjFDFcdbIFqjFqdzE41UprdHUNVLPxDkjCQBArUezVbowkVBKEmVJog0JRrir2VgKqvMk9ufPl9T52yB+5ZuSAXtyi02iaWBXYCRnWdadNjmavvenlMKLzxq3PSO9+xS7LSQn3EYn9iyGtvla4MTYKKgX/IwK8LAl8QKt7/NENN3VeMNhQj9ZBGoDNPbtg6BjuSEHrwjvNyqS7lvfl8vJB0hDulQ9LZLQgdzYFqwOBQyNzTRb4zFSvoqsnA70Vm4Q1lBKKgQ8MNqpLmIUn9kKDZEDTf69J1X3Ooqdg12vSe+dP2YyZ6ZDnwzfQF6WRMlHo6BT2nQWuPpilChocU9arO3Pr97QP9axbphGWye6fIf2Pt5iOVL/3MA/Nd39fZWtlw61VBvQ61hvbqTVF8oH/rCStkZARuyS4oTmmV7syZ0DULRFxxcDjkwKDK3/bQ4W7+0+8sKna2Ge7yu/4Smd7I5oG4jdvWrpk0BayExm9qmnW8I4cHGK0H+EpFpRKIaK2y6pLzc6kEtHVAS6tGCPAbmq/dt21M3J7eY7nKjG4WgIg8IA2dTSYhMQksB7QGQnHUQZWlWX7Hlk88A4zRHQWIbeO2JDR2HAwDdKC55t5Xjzpo3CYThb4PSiQEYpYmZoMVAynBcY62PoB7y5ZIHzcgIgKGAYapkRLQsGNPNDufjyPR5IDEOzK1GVLw1fwrkVv6uLqjADEkRd8HFWoirpIfrTsKkE1v7Cktm9ezJpUSxBzBvoNd+t873o30Kel4Elkjq1TxKhWN0JqrlkzY1j46Aves25YdGdHUqhqlRCEq3I+SSFeLvq8zg4OaT0+HtXcviPQ59XgSKYHb124f2L1b5csjmlSCCfHCuLzUr7nmvOK555luMxCZL313fEvquDwxrXn29ezunaEXj+kJy4Vxkfu+3juuf7UB+B88cDQIJ5N1iwAAAABJRU5ErkJggg==) 23 23, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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47%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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51%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIIUlEQVRogb2abYyU1RXHf/c+L/O2u+wuu+uyYilVrLYl4vLiKjDzDKLSlFptonywDYlNbUitjVba0uiMs2lr0gKJiFGjjbVtqrGNH9QaK+o+s6UKCCuaxqSKNRhfEGUF9mVmnnmee/phLWV5U+DZ/SfzZXLnf8//3nPOvefcgQnGDd5FfRPJryeSHOBLU5PccqU3YSImXEBCpNiVVN6q5RMjQk0E6ZFY/+3FfTrjegfq5IqPPt8fJ/eE7wBAbahebLCgIaHLv7xuaTZO7kkRsGbTlv53943S0aBJu7ocJ/ekCABoUrqYtqC1QbPu+itii4dJE/BU+UNMJDSmFC2N2ouLd9IEvHBgV68yQtJRNKYVD9/y9UIcvJMmAMBRGsdSpFMax9H5ODjtOEg+Dx677rKs1grbVuiEIhXhxcE7aQKUVp6lFY6jwIUgjOcIit2F/FsvO2aeDyqmZLsKNwmOq7CseOaLfQcSDbrMESf8A8vyBTelSWQ0TkoRoVAYP475Yt2B57+zpJBoOZpSW6qUatCkmxROQhEZQWtiOQtiFeC4lAZD8Q//bsOl2b5kxqKhRZNsUogS6nXDm/8J/GOznBxiFZBs1EzJ/N977r40m82kLK+1w6J5moWTgiAQanXjr7rv2VgudSeMgftmdWdndzqetlRe29oTRxE5GpPQxVpCsfRPfu//xr6QX1TACDocS48bl2SzCUeXO85waJ9hkWqGWmgYqUbUjRTjMB5OcJ3e1DO/L2kpz7EUlq3QWoGtUI5CEha1pKaa1FQS2g9sVbz6rk39L12fF/erCUZdXfznIx+VGpocmjttMmdZqAyMBgbbsvzXX2suXp6te5f88Mne481/ygIeXzAvm9CUk7ZGaxCtDo1UCmxL47gaO6WRjEWtyaKS1Ow1yj/7rWHPOj9Drc1ieMTklhXGu8m2td/Its3qLI9+8iFiwIhQqYIJpXjJj58+JTHjBKw774LCjGan5DqKUCsqCHUBAygRlICNImUpMq4mk7ZJtNpIq80uhNRrlVyi2Sq3fyXFcELz8X7jp1tUcfmav/c/d9OyvrZZluc0CtUwohpEvLOn5s+anur7cDAstTfZWLbk5t6w6aRi41AM3HNhd19TUnsHbcXbgUFsik8MR7z26s5egDsv7s5i8AaFUouCTKBoqUa0h4ZmINOuuWrTi/1rL5rrDwbGazvXZb8RrMhmFl8rpFrFU2nD3tEakaG49MYXDl/xXoAdv1ty0sWOArhr3tw+x1XeAY3/EVJcv3nHCVfhlgXd2VAoNwAdtmJ6k4s5x+Xae8pjOzr93ALvvjHOJcp3Xir1ppBKUM9t2WGVOxszuR/d+8xpZyK9tmduIXIVQza5NZu35z/LeID12wb6N7w8oD4Q/F114d+fBLy1uwrAX5cvyD41u9U/8je7hof9uqr637z5xf6WjCKdlPLdq6447fLSvnXLjl4+3cKTxUPbB/LXdHcXaiKl8OM6AKlPTGl0hgsw7rpc02Hx4IgBoK1R6JoKez6mvHHV5f6N9z57UlfrX69cmG1tVKXd++qnf5D9ZWCgd0TI7Q2FxxfNz9YSthdklHfkuMf/lvZWrH6lH8AxQmurYXqnobMV74+3Xi5/Xn3sS+DhWH3touxvv7+wr3Mq5YiAOx/Zmo+trfL08kWFIDKlaqNmpEsYbKsUtz8h/oxmu7Skp8Fr7LAxRvmLb3o2v25lj1w8P0kiYVGrKCoVRbUK9Tq4jhT3DYn/3bVj7ZerLplfuKw7TRSFpZmdFkEU8s5g1b9540AeTqEv9Nw1C7O7h8JyW4PN2wcDvzXjMMXSnhgYsoUDGaHeaPybN2zJL59zYfaLXVKakrC87vPSnPkFF2WRe/SJ/eWe2S7TuhwaMhqMJgygHiiiCMQIkYAxgtaCbQuRMgxVQipVk1vRu/VQnJ7yDvQunl+wHEqtKRujIbAgcMWXpBR//oet4xLBT741O9uoE+V5c9LMnOWw/sFB/+wu7Z3VZTNtmsWUKRaOrVAoxDD2kbGDLhJDEBpGKhHVquSu+sW2cdyxuNCyhXMKz2D8+yRVCl3l6SaNNVURNgoVHTJaixjepYrnzHBL515g0zxT5R576CBTGlSpfarltbdrmls1ydRYyQkgCGEoBIHho32Bf/XPXjlmoMcWAxt6FmRtW5UlrYgaIWoSolREKAYxkltz/yv961b0yPlzbJq6VHHRyn8cynwP/3RuIYok3zXd8pIpheWAQnxB9S3+3rYTZsjYKrIAKYW2wriCSYA4hsgYotAUb39wZz9APcQPQ/EWrdw8zqiVvzn1VB6bgJrGwxZwFdoVUIKJ8G9/cOchwyomJFTx9pNjKWhuu2heoWZB3QFJCMoFZQm3PTAwzm+7mh2vHsZXC0BMAipIPrAgskHZoDQorY4y1CSFFXdsOe0a4HDE4kI1hYcWbEuBBdoSVm/cfpSh2pCLY75xnHGQ1JQQKhANWgNy9OoD/OD+LbE+bkBMAgKBUAQBULB/dHxnYiIRlwC//unJqVD86vcvx77Sx0MsAkLoq0UQhkIUxcH4+RFLh/L19z4of3n6tDsStiKZUEi6XXa/tyfWp6TjIbbGViXEH64J9bow56xJa3rHJ+DJrQP5AzVhaEQwokpx8X4WYm0t1o3k9g4JGQ2rr5sf63Pq8RBTl34Mb7y7Z/cZHZ3iKJVP2GrmS6+//3Cc/MdCrAIA3n5/T9lp6PA6MtpbOvfMvs3/en933HMcjgl55Nv26s78mx9E/vCwTFosTAiuXNQ9oX+1AfgvsoAklKsVnSUAAAAASUVORK5CYII=) 23 23, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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61%,61.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62%,62.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIMElEQVRogb2aeWxc1RXGf+e+92b3Hm8hSR22iCUQnDhxSTrzJiwBQRRatagVgiJaWhUhFaUlUFXMMEZqRRdauiBAFChbA60qKBIFQjtvjEgTSsymirZsSgUOiRMnsT3j8cy8e/uHgdrZaMizP+n98/TmO/e795xz77lnYIbxVXdFfib51UySAyycE2H9590ZEzHjAixtsi1hca9dNzMirJkgnYr8G9u3pxfNd+fUO+6q047Pe6+/uz1I/hlfAYDRkWo2akE8ogo/vOLcZJDcsyLgR5u29L+3u0RLXBENq0KQ3LMiACAsKhtS0BhX/OKbawKLh1kT8Li3E983xKNCY0K5QfHOmoBX97/VZ7Qh7AiJmLDxxgszQfDOmgAAWxS2JcRjikhIpQPhDILk/8Gdl52XVEqwbSEcFkRwg+CdNQGWJa5tCSFHCIdBRALhDdyF/rThvEPm+dK4zjkhIRyBcFgIhYKxF/gKxOtUAZg2vbk16UwkqojFFbG44ISEmq+9IOwFugKPXL46U9d8MKVlSy6RUNQ1CJGoIMpgOwSyFwQqIBwiV9LGm/puwznJfCJh0dSsqG8U7JBBo9k1UvEOzXJ0CFRAXb0iHv+f91x/TjJZF7XczjaL9uMsYnWgjaHia2/Ndc/2B2HzyDGwqDv5QJvjGlvS2Mo1juA7CgmrrB8Wrn7Q6/vo00fdVRnxDaY6mR6/uzqZjDmqsKDDYX6XRWMLGNGUJnwqvskGMXg4INim4qHennzUFjdsCbYliBK0LfiOUI1YTEQUtajCDyvPOJK98rZN/ZuuSpu6M8PoiMo+9sBQrrXBoaPdpnm+hZ2A8ZomHre8R9Y3Zr9zV9Xt/vqTfYez/6kFbFy+LOkoCvW2IqLAFgEBA2gF2lL4IUUtpqgkLKr1FrWoomjEO/6NMVcWxzHtFmMlnbrwxulusvlnFyU7T+so+Ht3ogREDJUqWMpkT/zyU59KzDQBN51yZqa3wck12oKlhAoG34A2oIzBGEAElCBhBXEbv2Xy2akMDdvGU06TVag/PUo5qtg3or25CyR79jee6X/8ugvyCxZZbn2ToVz1KZV8/rNrwjvlM9H8rn213Lw2G21MatFXNh1VbHwcA3d1d+e7wsq1LeEfFY2yyG4s+jz32it9AE8t707WwB3T5CIC9oTgjPuEqpoQEO9QrHtuc//9y5Z6YxPajS0KMWIbmqs2zZyeaWwxbrReM+JPMDxM9txv/3XqjPcBvHLP6qMudgTg4WVL8y0hccuCN2JM9orN2444C/cv7U5WDYWIQMwS4o0hRheF+NIvC5MretzJGd7/9zSX6P/xOaahq0ZDUzX12B+swomt8dQXbnn6mDORemLF0kyDI6BIXfLCS+lPGjzAldsG+q8eGJAhg7erZtgzXGHwzTIAt69dnrzzjGbvwN+89v6Yt3e07HWdu7m/qV6IxU3h8ZvXHHN5aa/buq2PD5fwaLF+YCB9S3d3pqxNbueeKgCLh3VusCsEMO24vHNvLVvarAGoixk6OmF4D4Un+8731maePaqj9cOZlcmWOsm9s6N67BvZTQMDfSVIDdUMb6/qSYbDtmtFxD3wu9f/FXM33PNyP4AeMTghTWu7pq0dt//2883mXx36EDgVP71mVfLhvpX51iYK+0cqXHPb1nQwZ1rgqbWrMomazu2JKXbUG16Pj2fV34zX2GDnVp6dcFu7bJyoeEsuezZ96xd7Tc/yCC0dFqGwoLXgV8D3IRQ22eG9xvvctX/pB/jaBT2ZtW6Mql/LnTTfYmS0xtZXy971dw+k4Qgb2eGw5dKVyd37a4Vwvc07+ytePOHQopSrNIyJYVAZhizt9W3ckv7W0rOSVtTkYo7lLjkjxgmnh7DCpO77zb7CqQtDLOhyaJuriNcpbAcU8uGADL4GrQ0iBlGGclkztLtGsaRTl3x/68dx+qlX4KGVPZmqTS4es6kJlAT2i/GKlslmntg6LRFcu2JxsikRLpzZHeOkJQ63/nzYm9Og3M45NvM7Ldo6LOobJ0+qtgPqQ8f2taFS0RSLmuG9PpWKSV2ae3EadyAudPlZSzIPTmjvwcZorhgSV9UpdJNQjBiGijX2FX2ad0u2c24ot3CxTeMJkrrnjhGiYck11Vlua5NiTvPkcTsaFSwbwFCtGsoTmnd3VLz1d7x8yEAPLAYe612eFFsKtagwEoEhy7DH+IzVNDXfpO57+uX+Wy/uNfNOtom3S/aSG57/OPPdsG5pplwz6XmtlhuNCiEHlGU825L8lT958YgZMjABv+vtyeuwckcjsCcEe0Qz6vtM1HT2gWcmd/MfXNSb7+iy3Kt+/UJgdgOrByoKd1QZ9inYj2HcGHyN99HgAUarNcZrOiiTQEA18d0rlmVKCooWlJShpgBjuPfPA9P8trPecUvV4GoBCEjAuDHpqghFgQkFWkCQgwZaFMP37t1yzDXAVAQioARuFcOECFoAZbjjjy8dNFALUkHYm4qABBh8hJoAArYcPPsAG36/JZA6eCoCciGYrNkm652RyvSbiZlEIFmobPAqevLGQYlw95N/D3ymD4dgBEB+Qk9u/TrYLPmJCKTJNzC4o7B4bufNyhLskKATreb9HR8E2ko6HALbyMZ9vPGqwa8ZTm2dtUvv4AQ8um0gXawaxssGjeSC4v0kBHq1WNUmtXfckBC4+uKeQNuph0Ogje5/Dn6wfV57h1FI2rZl4cBbg78Nkv9QCLxT//aODwqNTW1uQ0i5nz3tuPxLbw4G2pk/EDPS5Hv+1VfS7+3zvfK4mbVYmBGct7x7Rv9qA/BfxXgNLSmkG/UAAAAASUVORK5CYII=) 23 23, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIKElEQVRogb2abYxcVRnHf8+5L/O6r91tu9uCbYm2vJTWXZaC1Nk7vJQ2ggFi0BCCCF+EYgJCBGMy46xCNBSiCMQvhRRDRBCLIgoFOncWgbaWLSEShaikQrfvW3a63dmZufccPywvu/QFSu/u/9NM7p3/Of/nnOd5znOegSnGt7PLilPJr6aSHGBeW5zbrvCmTMSUCxBt8i1x8W6+fGpEWFNBOhH+P7dvzyw8yWtvdLzM4gXFjW+8sz1K/ilfAYByuZ6PWZCKqdLd37kwEyX3tAi4d8Om/nf3j9KSUiRiqhQl97QIAHCMyjsKmlKKX994cWT+MG0CnvB3EwaGVFxoalBeVLzTJuCt4X/3aW1wHaEhJazPrcpFwTttAgAsUdiWkEwo4jGVjYLTjoLks+D+qy/KKCXYthCPCbaNFwXvtAlQlni2JbiOEI9DqCUa3khYJuCpOy46YpwfHdUF1xXiCYjHhVgsmvEiF5BqODzO/3BlNpdIKpIpRSolxBKC7Rg/ivEi3UIPX3N+rrn1cJtYlhQa04qmZiGZFkQZLIdIckGkKxBzKYwx2bI3XZApNqYtWmcomlsFJ2YI0ewZqflHZjk+RCqgqVGRSn7snKsvyGSak5Y3d5ZF5xyLdCOExlCta/+r12/oj2LMY2+hRV2ZNe2Ohy1ZZStPHAFXYcdUnrjwvXV+34evPuQtzxEadH08PN5wfiaTclVp3myHeQssWmeCEc3IoZBqzeSjmDzAUWPZmnN7iklLvKQlOJagLAFL0K4Qxi2CuIKkgpjylSP5a9c83//n67OmbWkMSar82of2FubMcOhss2mba2GnYbSmSacs/6+3NOdveKTunX7N031HG/9zC7jv7LMyrqLUbCtSClwRlIy/aQRCSxHGFEFCETRY6CYLEoqqEb/jHyOeszSF02FxaFT3XnTb5G2y6b6vZToXzy6ZA7tRCkQMoQbbMfk5l/zlc4mZJODm05bkuhudQrstxJUQGoMx48+UHv+gEYwl6JhCp230DBvTZnPANqQ2V3rdZqvUtCRBkFIMH9T+/C9KfslVz/U/ecvK4imnWl5ji6FSCRkZCXl3b9U/bV6iuKccFL7QYVOrmd6FVz1/XL7xkQ/0dXUVz4gpL2kJ26sa1yL/h9GQp994vQ9gY09XpmbwqoaCJaCqglRCrLpGgGSn4ooXXun/TXe3X6lqL3Gqy3DMUKnZwBm51jbjxdOafQer7N9DftUdGydavA9gyy/PP+5iRwAePKu7eLIjHoJfNyZ/+auvHdMKv+/qygRQcgRsS3CaXUYWuVx5X0kAOjq/lNs5+PakLfHSmgtMfFZAQ3O99/kXrdLCzlTvih88e8KRSK1f1p07yRFSFr2XvLI1+2mTB/jGwED/twYGZNjgHwwMo0M1dr89BsBdl56duXVJq//J32x5e8TfMzTmL7r0lf6mRiGRNKUX7rn4hMtL+/LNr/XxwRIeL64bGMg+0NWVq2pTOLC/DsDiIV3YN98FmHRcHhwK8uWXNQAJxzCjHcrDlIq/WOFnb95wXEfrx+86L9PgSOGdnfUTT2SrBwb6xqB3KDC8ubwnk4rZXsIV75Pv7diX9AqPb+sHqO036FDT1KJpmYG3de0Ks23dkQ+BE/Hgbcszj/7kvGLKpvTejho33rs5G82ZFnjq68tzDYEujCQU7yUMz5hK/ox/GT/RYBeWLU977QtsYinxz/zmhuzPLzvHLOmKM3OuRTw9nmOMBvNBSB1+3/g9173YD7D6sp7cyuVJKrWgsKDDYu++gL9tHfPv/N1AFo6RyI6GV688L1MeDkqq0ead4ZofSzu0W8qzQhjD8B6GHUb7d63flL2j+8uZwDEF17W80xcnWXCmi3LpfXTt+6V5c11OOtlh1hxFQ7MiFgfLFkSBYAhCCAODMQYdGkYOanbsDBg5pHuvu2fzR376uVfgT1/pydVsCm7Spi4wCryP8cvK5H/0zOZJgeD73YszTelYaeHSJKcsdbj/V0N+Q1p5bS02HbMsZs60aGwWEinBdkEJGANBaBiraIbLmr1DIbWa6V39wJZJ3JFsoVvPXJr7Y0X7ufZEYSQmnp1WmBahbBt2DAfsPxRySlnyM2a7hc5TbZJzpPexR8o4jhQakpbX2qRobVKk00IsLlgWaGOo1QyjVc3/9tT8Ox/bdkRHj84Hzj07I7aUwpgwHINBMewIQg7UNbXQ9D7pb+u/e9U5pm2+jdMq+at/+tJHke+mFd25St1kZ7VYXtwVLBtEjG/ZUrz94S3HjJARCugpald55RjssmFQa/YFIZVA59f749n8Z6vOKTZ3Wt53174c2biRVWSB4I0qw5AI+7ThoDbUNf6Hkwc4VAuw65HNHYiooHls2Vm5MYGDCspiqApoMTyxcWDSvp3Z5Hij9ehqAYhoBcaMyVZFGAEqQCBgkMMmOqwNud9uOuEaYCIiETAK3hiGURECAY3hkee2HjZRB3qjGG8iIhJgqCLUAaPAVYdbH+D2pzZFUgdPRDQCDNQxhB98L9ejufP5LIjEiccMfl2PJx8lwrpn/x65pY+GSARUoFjVoPXHJeh0IZIm36bBnaWujo4fYwnKEYJUuxncvSvSVtLRENnF1pjGH6uPnxxPa5+2S+/oBDz02kC2EhiqVUNopBAV76ch0qvFmjG95TFDk4JrV/ZE2k49GiJtdL85uGv7/FmzjUKyli3zt/13cF2U/EdC5J36t3buKrW3zPTSrvJ6Fs0pDvxnMNLO/CcxJU2+F954Pbu7HPr1qpk2X5gSXNjTNaV/tQH4PzMSFS0GgIaWAAAAAElFTkSuQmCC) 23 23, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIG0lEQVRogb2aaWxc1RXHf+e+92b32IntkMVhC6RAwubYhDQw84Y0LGoptJQiVQKKxPKhLeqmgFA0w5iqFYiKpSotfCGFoqBKQCmUJiRl3hiCEiA2dBNqKwihsWOSOLE99oxn5t3bDw4QkwWSPPv/yR+e/+f8z73n3HvOHZhifHfF0sJU8qupJAc4uSXCnde6UyZiygUY3+SSYXFXfWtqRMhUkH4Wd197caEpGXKrPulVa/7aHST3lK8AwN7hWs5REIuo4kO3fiUVJPe0CHho/ebu7bvHaIopomFVDJJ7WgQAWEblLIHGuGLNjy4LLB+mTcDTxQHqviEWFpoalBsU77QJeG/vf7u0b3AcIRET1v/8imwQvNMmAECJwlZCLKqIRlQmCE47CJIvgoevX5mylGDbQiQiAG4QvNMmQFniWpYQCgmRKCDBHEGBb6E/3rXykHW+VNb5cEiIxiAaFcKRYOwFLiCRPLjO//SKTDYeVSQSikRCCEcFyzFeEPYCFfDYDZdkm5oPprRsyTc2KJpmCLGEoCyDUgRyFgQqIBImX2NyZG9ZkSo0xS1amhUzmoVQxFDzNf8bqHqHZjk6BCqgqVERi32anDevSKVmxi33xDkWbfMtEo1QqxvGKtr78i0vB3KpO3IVOrM9ddcsx1WWZCxbubYjWCFFKKJydlj44Rqv6+NPf5W5KItv0LWJ8njTJalUIqyKC+Y4nHaqRfMs8I1m37BPpWpyQTgPR7hO37Gss5CwxI3ZQkgJliUoWyAkELEgqrBiCjuiPMuR3A33buh+7uaMmbskjBNXuQce25U/qdlhfovNCW0WKgalMU0sbHnb1jflrrq95p5yzQtdh7N/zAJWL+1IhYTiTFvRoCAsgi37vxTQlkKHFTqmMA0WVpOFFVPURbxEb8lNtMeJt1mMlXXavX3yNnnzka+m5i6eXZThAUSBEoMB7JDJtax46ZjETBJw41nnZs9NOvnZthBXghgDBsSAtf9vLYK2BB1W+AkbabGxW21KIYPaVE5HZljF5vOikFSUSto7fbHkTrtyffczP7m8sHCR5SYbDUPDPiNDPjv2jHtnnRIt7Bqu509usxkbMelFN204qtz4JAdua28vdISV22QJfeOakkXuL6M+z/397S6AjZ3tqarBNYa8AFZFkLIPNY0A4TbFNRtf736yfYlXrWg3flaIobihPG4Di7MzW43rRDTb+8fZM0Du6nteOTDiXQCFuy856mZHAPIdSwqnO+JGBE9pk7t689YjRuG59vaUhqICxBZUU4jymSGue6goAIvmLsz+s+/fk7bEq/evMDpW553du3LxSnN+4bx4+uLvrTvuSqSeWLoke7ojNCvS33z9rcznOQ/wjZ6e7mt6eqQMXrVuqA9W2f1uBYDVX78g9e3zZnqf/Z/X3il5fbsq3u3Zf3XFE0I4aoqv/eay424v7Ru2bO1i/xIeLb7T05N5vL09G9YmP7qnBsAZe3R+7NQQwKTr8vbBem73Fj1h1BgakjA2SnHTo5d6y297+aiu1mvvWZ4KI/ltO2vHf5Dd1NPTVYX0iG/YdHFnqjFiuw22uJ/9blTH3F++1NsNUNlpGB/TRKOahiTu209dav629tCXwAPx6J0XpR5fvbwgNYrv/qfKj3+9JRPYWOXpqy7KNtR03o8oPnQMT4yUc18bMJ402Pn25Qm3dYFNOC7eOde9nLnvygvNGedEaG2ziDcKtvOpG8oyudKI8TpunBi//ODazuyKjhgj5Xr+xGaLHf11unsq3m/X9WTgGOZCxeuWp6pD9aKftNm2r+o5DQ6tSrmOhro29GnDtrr2fvHnzZn7Os9PjSqTV7blLlgc46SzQ6gQ6WfW7CvOmR1izjyH1rmK5AxFOAp2SFAKwFCvQ71m8H1DrWrYt1ezfUedkTGdvuPxLZ/k6TGvwIZlndmqQ96O2dQEygb2GePtFZNbtW7LpEKw+vyzU/FEuHjS2THmL3b4/WODXiim3MZGm9YWi+YWi2SjEIkJtgOiQGuoVQ2jY5q9Q5qPBn3GayadX/vGJO5AttB9i8/Lbi1pb+W8aL4cFjeUUEiTsE8M2wbrfFTy6ahIrmFWKD/zNBuaJb3x2WHEkXw0YrnJhCLZoIjHJjo2UeAbQ2XcMDqu2bGn6j3yUu8hEz2wHHh+2QUpsaUoEWHYgQ+N4f2qz0BVU9EmvW5Tb/cDl19oEm02OiG52x589ZPKd2t6SXa0bjItSct1bEFZYDCeUlK499k3jlghAxPw4rLOAiHllsLQJ/C+r+mr+gz7Ordh08Rpfv9lFxYisyz3+09uCsxuYE29CG5ZDINGGDCGvb5h3OB97DzAaLVOtRrsPDmQhuaFpR3ZmkBJwRCGUaCO4cVXeybt29ak447VgusFIKAVqBmTGRdhBBgBqoAWOcjRQd/ws+c3H3cPcCACWYEKuKP7I1+Viej/4ZW3DnI0JKSDsHcgAhFQNoaymXBeC0TUwdEHWPXC5kAfNyAoAUAFQ90AAkN+MDOfL4KAVgCvqkFjUCI8tfHNwCN9OAQiYMxQqGrQ/kTbOZ2wgiDx+vuLy+bOudu3BGML49FW0//RzkCfkg6HwAZbFY1XqxnwDYtap23oHZyAB7f2ZMr7r751JB8U7+ch0NFiVZt0adzQrOD6lZ2BPqceDoHkwMfo7d/5wZdOmG0EyShLTul9v+93QfIfCoEKAPhH/87i/Jmz3Kij3PaF8wq97/V9ELSNAzElj3x/euftzOCI75mqmbZcmBJc2tE+pT+1Afg/AvgODjaKcXkAAAAASUVORK5CYII=) 23 23, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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73%,73.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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77%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAICklEQVRogb2aa2wc1RXHf/fO7OzLu7EdO7EI0DbghFa4BSdOXRx2Z3kEWihVH5Sq4gsUBIGCiKrSViq7XasPFah4oz7EoxIq7RdQoEIhIeys24YkkA0tCPFIURLxiPNwnGB7XzP39IMhjUkIeYz9/zzzP/d/zz3nnnNmYJpxy2VfLk0nv55OcoDTu2I8eIM7bSKmXUC1LoWordw/3DQ9ItR0kH4cd151bulzJzkuiuy3f7l2KEzuafcAwI6RZsEEkIjp8qpfX5AJk3tGBNy5cv3QW+9OkIxpEnFdDpN7RgQAKHQBA6mE5sXfXxRaPMyYgEefH6bWEBxHkU5pNyzeGRPwxrtbBptNwdKKREKx7cmv5sPgnTEBk8Y0llbEYhrH0bkwOO0wSI4GDy2/MKO1wrIUEUdhgRsG74x5IGIr1/5w8REHLB3OFRS6gDW/ufCweX503BRjMUUsDpatMCYce6ELSKUPzfM//VYun05qUmlNPKkARb0qXhj2QhXw8PXn5Vs7DqWM2KrYPkvT2q6IRBXVcaFWJZS7INQgjjgUG2bqzi7/eqbUmbaYO1eTblc0fWHvbsPKexve4VmODaF6oG2WJpn8f3Bed2km05m03PknW8w7xcK2YWSnsHPYeCvWrQ6lqDuyB3p6Mz/ojLhRW+WiEe3GHEU8pknGdSERVyx/wBv86NH8BUvzgS+YYDI9XnNJJpOO6vIZJ0c4/TSLZBr27jFs3xqwb58Uwlg8HKGc/t7SvlLSUm7CVsS0ImIrHFvhRBXxhEUiqUmkNImE9qJxVbj0J2uGHr8hJ2eeEyXZpgu33rGrOL8twoKTbLq6LBoGduw0VPdb3k23tRbqI0031f/04CfZP24Bl/cvzkQ15VZb06IhqhQRNXnWlAZta+yoJtaiSbZazOqwSKY1Yitv63Nj7sKBJF3dFk3fZHuumHpMtvztkszs7q6yjA7TqIMJBKNAAimcctkzxyVmioBsz5fyp6UixTmWIqUUtghKQAtYIiAgSoGt0DGNk7ZJz7VpP8kmiAlbn61mZ7Vb5e7+OKkuTbNpvLZOVfjsxc8OPTt4can785arEN7bHjA6ErBjX91bcEq8tGfML87rstk/Itnzb1tzTLFxIAbOXdxb6nG0O1srRqsG26bwn/GAp155eRDgwcW9GV9wtaFoNEhV0RgPGKsbbIHEZzQ3rV43dPfZi7y3qsad0+NQ7xDirTZwZj7VJu7EuOHVV+uM7qFw/SPPH7zjgwCPXXXeMTc7CuCbfYtKCyLKbQUvHkjhlg2bjrgL9/f2ZhSUDYCtiLY7JM5wuPLusgLInrwgX37nzSlHwvvt+bJt2Gejv6twzpzZxTnxZPbCH6064UykV/QvynfbirmK7M/WvZT7tMUD/LBSGbqxUlECnvYFf3eDXa/VAFjx3SWZxUvavY+/s6Y85r29o+Y9cO9rg5atsGwpr7rjohNuL+271m8a5EMXHiturlRy9/b25iNGiv5IE4D4sCnOOc0BmFIub93nF5y9kwWQqQnRVhCh/Mzty7yv3br6mErrO64fyJiGKm7b0zzxi+zmSmVQINsMhN+d35fpiNluR6Dcjz/XuTDhPvLC5iGA+ntCfb/BUoaog7v2nmWy9p7DF4EH4/Ybl2Z+dfVAqTpO+eW3Gzy4ckMutLHKXd9Zmo82TbHT1nzgC1e/Xi3c1yKepOziwoEWt2WeDRHlDVy7Onf3xf0yd36Mlg4LJ6mwHXWgJhCkUKuLd+mtk+OXa7/Rl+/rTrCv6hfbIhbb3vd5YUvNe25TJQfHMRd67PsDGdnrl1WrzTujDc9OR+jQ2o0GkPCFWk3YXjPej59fn7tvydmZWSLFhmW5qQUJ0t0OviL7ytOj5WS7Q7wjQqJNE09pIlHQtkJrEATfh6YvNBuTnHv2Grbv9vmgZrKPrNlwIE6P2wNPfqUvb0Uo6oSNUqAMNALxxkQKV67dMCUR/PGLPZlIS7QcX5DAOTXC60+NeOJoVyVtImmLWMoimpj0hLIm3/EDaDSFsQnDyJhh11hAzZfsX0obp3CHcoSeWXhWvjZivI1fiBejjnI7WzTJtGKkLrw17LO9GnCFqILV4RSbXTZvorLRyn6aWhUlarkqprHjGh1RKEthgGYgVJvCWMMwvL/hrdyw+bCBHloM3LN0SSZuq3Kno3As2NUU3pwI+G/TMG4k+/dNm4ceXdYvjXabnUoVfv74Pw5kvhX9i/L7G5KLJi3XaEWgwBfxDKr05/LGI2bI0AQ8tLSv1BbRbsKGfQa2NAxv1APe9U1hbWXyNv/Tsv6S32K5y5/4V2h2Q2to2sBNiVAPFLsD4X1fGBO8jxYPMFH3mXDCnSeH0tA81b84n/qQbBxhVGAM4YkXK1PObWc64tb98HoBCElAVCTnAD4wbmBcoKbUIQvd3RB+sWr9CfcAByMcAeAqERoCVWBcCX9d99IhC00osmHYOxihCNAiGIEm4CuYpQ/dfYBrVq0P9eMGhCRABAxCABjgHT+cmc/RIBQBgeAZAyKC1oqH//li6Dv9SQhFgC+UfMOkKyQMxqNHKAKWbaoMNoxAMNk7LzrjrFBm/0eD0AZbdYMXBIIjwjmdMza1D0/A5ZVKrh4IuikoUcWweD8NoY4W6yLZRkM41YKrs32hfk79JIQq4LpNm4fGA1NQdaFNmBEvWGETrnl/R3lg9hzXsbXbM39eaeO297aFbeNgTMsnpsK/X875E4GX9mXGYmFacOWi3mn91Qbgf5kuKGKQ50q0AAAAAElFTkSuQmCC) 23 23, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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85%,85.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIEklEQVRogb2abYxcVRnHf+fcOzO7Mzu7s213ty2hhQKKCUjZ7ZYC68yd1haJKJrUBLUaiUhEKAkfILSJM85qsPiCaG2kRhKJJcSXRIiolErnzpKWFtvdYg0KvvDWN2i33ZfZnZk7957HD1uwS0uh7d39J/Pt3P85//Oc5znP85yBKcb61VcVp5JfTyU5wGULGti8zpkyEVMuoFKTfDKpnCe+NTUi1FSQvhtP3v+x4rz2qFMeI3PNHc/0hck95RYAODxYz2sbEgldem79x9Nhck+LgJu/t6Nv7yvjzJihaWjQpTC5p0UAQCKq85YFra2a5358XWj+MG0CfvXUm9Q8IZ5QpFLaCYt32gT81v13r+8LdkQRjyv2bLw+FwbvtAkAsJRGa0WsQWMCnQ2D0w6D5INg54blaVAorbBsRSSCEwbvtFnAspSjtUIrhQJEwrmCQhfw4qblp4zzI2VTsG2FUhAEino9nPlCFxCLnRznH7s3m4vHNZGYBhS1qmK8Im4Y84UqYMt3l+Ya4ydTaksVmpo0sZjC9xQjQ4LnEcpdEKoAEQqDQ5N3dsMd6WKqxSLZorG0YmRYODJo+NFazz01y5khVAGJhCbV+n/n/Mk30unWZsuZ3WGRbLKolOHQAeHwoHGf5OlQkrrThtELrulMf2pmxIlHVTYe006iUdGU0CQTOp9sVnx6jdv79tj7V/bkPE9AJsLjD29Np+MNujT/vAhtbRbGh0P7DW+8ETA0LPkwFg+nSae/tKy7GLeV02grYsd/DVFFvFHR0mzRktI0t2riTdqNNah81xe39D2+Nisf7Y5hx3T+vocOFy5oizCvwyYVtxgdhX0HDUNDltu7MZU/uLfuzF3xh973mv+sBaxML0pHLUpNlqZBQ0QpLEArsDREI3riqLRoZrZbzJpt0dSsqXrKHdhadrqWJDj/Uot4ymRSXZOPyRt//mQ60TG7NL7/TcZHwasJng+eL/klt/3prMRMEtDTeUVuXjJSaLEUDSiUEcQcH2Rk4gOliEQU8bhmxgybuefbzJ5nU64Lu5+qZNpnWaUrexqZfZGmWjPum/9S+atXb+7b9fAniu3tljN2VNj/SsDIsYBDozX3ormNxcNlv9DWalMdlcyNP9hyRr7xjg9klnQW50e104RiZNTg2+RfHA3Y9vc9vQB3LepM++BIQMGzoDKuGCsH1CoGU4d4h2bNk9v77l7U5Xpjxrnk8ijlJqE1YgOX5bQW5/A+w95dNSpl8rf9euuJO94LsGnV0jMudhTA9Vd3FefYyokbXNuX/IM7d592F27v7EwDJVEQiypmt0WZsyDKlx8sKYAr5nwo98LBlycdia33LZN/vuRz5Eg903KxVWo0icyt658650ikV13TlevQimYh89Ntu7Lvt3iADf39fRv6+5UvuNWacOiQx+v/qAKw7rbF6ZtumOG++5tnt5bdVw9W3dwft/dFo4poVEobV193zuWlvWn77l6Om/BM8fP+/uwtnZ055Uvh6NGJ5Oat101hwYVRgEnp8pERP5+qGwBiSmhOwDCUHlq9wv36+qfPKLVe+/lr06auCvuG6ud+kf2iv783gExdC2tv7E63RG0nOaacd48bvyTufHtgoA/ADAqWb0jEDPFGnEfuXiGP3HPqJPBErFnVk77nc9cWvQqll/Z7bPrLzmxobZUHvtKTM54ptAea6Jhw395KflmbuAta7MJHrmpyVLNNRZR7w5qnsxuuWyId5zVgmi2CiEIshTnOo5Tkx2vifu2BifbLTUu7cwsXxBmp+oVW2+LAoM+e16pu8W/9WTiLvtDGm69NDw/6peaZNgeOeW4iFaFZa8f2IVERGsvC2JhxV/XtyLYvvjL9GyMFY1nO2EVxOD9KxZA52DdUamuJYlIRTLNGNWjEBtEKpUEQggDqvhD4glcThkYNB4/5lD2TebRv5zt+etYWWHd1d64hRiGRsIkAsQCGR6t0RKKZz7o7JwWCly+/PP1aMlaqXBin0h5hpHjUbYxox8Rt6gmLIGEhMYWxFUZPXDmBAa8uVGqGkXHD0bGAaiCZx7Y9P4k7lCP0y4sX5pKvG3dztrHQElXOnIRmZlxRHRb2v+WzrxKwPKLyiVS0UJlps6WqMun/jBBoVQgiluPFNH5M49kKXyvqgBcIFV8Y8wyHRj339/0Dp3T00Hzg9qWL00lblebZijlApCocGws4UDeMiWR6Bwb6frdiiUjS5tVA5e9+/Nl3It+GxV25Sl2yXqPlVLWiBtRE3Bqq+LNtz582QoYm4K5sd3GurZ35GprrUK4aDtQCDgQmv27PxG3+6IolxVij5ax8Ylto84bWlUgJTpsRkoHCeELZF8YF9+3FA5RrPkaF208OpaD5Zs+iXEogZSBqBF+ggnBvf/+kczs/GXGUH14tACFZIGokm1KKBKAF6gJ11EkLrdSEVc/sOOca4ESEYoGEwUmIEBEQAQ/hzud3nbTQhCYTxnwnIhQBjSLEBCwBpSBpnbz7ACs27wj1cQNCEhARsEWwABT8Nwin5/NBEIoAS3CVgEKwlOLO7X8NfaffC2FZoBgEgAgSBuEZIBQBq3b193pGCAxoEZZ/eGEovf8PgtAaWxXBrQVCRITPzJq2rn14Ar6wuz87Gkykv0pUISze90OorUVfJDNcFy614Ps93aE+p74XQhWwcvdA35HA5H1PaIdpscKUvNQ/fMXC4qy47Ry2VeaWZ6c2pE7JE9NXX9iTHasG7qxAps0XpgTf6eyc0r/aAPwPAKREFLqSvX4AAAAASUVORK5CYII=) 23 23, auto;}
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98%,98.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur65025 3.3333333333333s linear infinite forwards;
}
