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0.66666666666667%,1.2333333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
1.3333333333333%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXUlEQVRYhe2WTWicVRSGn3O/SZNOjSYZbdFqEmpaUXDR2qS1GhpjFpYgSsCV2IWLgpRuBOnCIoJmWxDpRkSUbvzZRAptbBJKRfwpiij2DyHBJkGTdpIYnUwyme++LpIG0rmTmcnGTd7ld855z3vPOd+5FzawgQ2sE207W/Tersf183Pd+qGjQ+1btujIS6+oUh6rxHnProf1VX2KyIMwDDAZIEB4EzjHSLKGvRculsVdtoDJ/U8rkgdizJc+qJHnyPAIX6Sn18xRloDpfa2Sr6hYS+RypGscLd98WzTYlSKZam2TfEm3IGSe+lye4Y6DRUu2JnO6df9yYMWztQIT1GWyPJpwQZKiAnbce5+EULBLS1wziTQAuaoFvPk1hVzc0xYWWCwgVix3p758HuYXGP/0Mx546GPG3p7jLnkm3F+0vNVM9oTIuAzVbA5yvjo8Ql/6ZnnDpDWwcP5Jef2r+NZZzX73svxYnzTxiebOt0pemv1zQLEkLS5KMxmNfviRfn2+W2P7nihoQ1BNQ0OD0ul0UNjcwDMku87AwAE80TKBMImZ5F5qdhykevthTGF2M1v1NTgD/f394aowR7LrApAldnlseQEByIx75n8hunIS02TZGyYooLGxMehsbMYbYLO4OBlQmCfyCyxeehO4GeTo7e1d1YagzqGhIXV2dhYa8rcgMiBHPHiIwh/LM+W2Uvfs4JJb6BDltKCnpyccnUgxPXgY4qmwnYhU51kiW//eWMHrn7+r3/8eU1Y55ZVXLC8vSYq12H9AsbLK/PSG5ge75a+/JsWjmv3xuBTnJWWK/kF35ik6Ko+9/6KMwHJxhreI73eO034thaKI2okZzj2VYLz1AxrrmqnBiOTAbGWJysTojRs0NTWvyllUQN22em0/0R60ORMyz4PZSf6ouR+zKqrjHAvO8OaIfKHw2BnXjn5ZkK/oKp6ZmDYrcgd4GfIRY9XbcHhcHJMzw0QwOYBdmQ4fppgAgN+OnTFFcVG7cCCHStwD5oyrp74OVrusdfHIqUNK+KpyXIMpLh8rLP1tlHXRXz96zgIDXBKpqHbN5FDhm/DuVK2a3unCx8XbshjFbIojdl9ynD7dV5K/8nfWbWw17T7+AvEmwItkJsHlk/38cyuzfs4N/B/4Dw6qqTU/S87wAAAAAElFTkSuQmCC) 3 3, auto;}
2%,2.5666666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
2.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
3.3333333333333%,3.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
4%,4.5666666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
4.6666666666667%,5.2333333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5.3333333333333%,5.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
6%,6.5666666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
6.6666666666667%,7.2333333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
7.3333333333333%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeklEQVRYhe2WT0xcVRTGf+fO8Bim/Bk60KihTawpVYrU2jyE0qRoqXYhrdGFhoWpblhJYmJqoguiK9NEY4Vu1K0xJiYmNdakliYtoRQwVk1tSfwTSyXGgrbYUoZ5M/e4AKcw82bmwcKNfKv7zr33+77757x7YA1r+L9DVjtxa7hEP97VRlwt2BRvX5ng21iMsxcvrohzRYM3GqPf7XRRA2IVADWSaYuCiuW3SJSmwbOBuAMb+Mtt0TtftjDpopHHL13m69nZghqBDEy6rVqGFhX2w6+V5Tw8cDqvTlEDqppZ+WRzM2UYBC00JQc/19TifvmFr1ZBA0vFl2LCbaZcghtRFHfiCr/8cS1HzwRiyMKmsVH0+LtMiwENcTM6A4AV/yMShKF7N/v25TWQb/XggbXEN+zkvpFBpH8Xm16PMm88jBrmJeE7y7GWh5xIDmfeI8hvIIUSxv59jtD5HrApbIkhZYVrnyWoGqskzUIWZCMZ8rjr/IVlmr470N7e7itusUCY5MCDzP3wAUoKMEja4liPuqPvw5Ewv4uHSi6Fkw7lxPxvZtzozPQsFUSWxTWVIHnmEeaStcRkGs2yrwi09pGa/Ibk3U/y0/7n2GgFs8TL+rHR4jtQUROjtf9ZGvsPMsOdM5VwhNJHv0IcxWcxCGlMeT0l9T2UV21m+/AI8ZFhrpY5mTFdXYeWbY2vgfSN+Uy7bdHIDeYAC6aGULR+YbVZsGpAYliTJI1FEMDQdGaQ6tFhrlZX4rrbs0z7oLe3Vz+tuZATj4bhxAvvEXfqkJMuYNEMg5ASj9C+MW6eOkRVxyd+1IjIMs28WbDtWKdic7vFKlvSU3zY0cb6hi74/gi3pi5jK3ZT0foOt0+3s+6x4Xy0wQ24R5/R28bzJzFK1Evw0Q7h1tY3aNjQgiOWqVP7qO0YyCuuqhhjghkA2NZ3wP9fIBbU0GD/ZFyqsQZO7t7DPU2vkBbwuZ8AOI6D53nFs+BfVHtl/h2L+XfJxLFisBj2Dg3ReOwgAz+ew++JUNUccQjwGj7Q16kmYNlghUzOv7mnh6cb9y7EyD37wAYA7u/r1NAqq7dXW17kefepvJMDvYbjL30ujpSuWFyMFBSHFdaEpetKdctbTxStAtIGxg8fh9ni/KuuiiN1Vbrj8H6umwRhICzC9RPjvHbgZbq7u1fNu4b/HP8AVkc4jrHWKc8AAAAASUVORK5CYII=) 3 3, auto;}
8%,8.5666666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8.6666666666667%,9.2333333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
9.3333333333333%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2WTWhcVRTHf+e+mUwnmWQyk7rQjaVB29SkrY2TRKhfSGkEP5rixiLdCEIxO0EQNwZX7kqJKHGlm4oIFhRM2ySDsW0mSa0VA1WnSou0ERtMUybNZPLePS7yQafz3sw0ghvzXw3nnXP+/3POnXsubGAD/3fIegP31NXp8fZO4vkFCmHhs5u3GNkcZ/Dbs/eU856cH94U0UzbrjssBrCoEcQqAFYst+JJtp4+VVXuqgXMtj+uaryqfEUFUUhdmCCrWpajKgGqqqAsXr5C7tArGLQqIVYsMw0Jtg+dDuSpKGCZvBhzqcew4lQlAoSz0QgvjI76cpUV4Ee+Cu/6NDd7ejDqAQYrYMo0JnXlD367MV3CZ4ICmpuby/bZeeB+EpkxvJACihvLl3Nn4sGtvvZAAdlsNjibgsVFh1Mkhz8mMTJKzYJDzcvBYzF4NCMlRQWOwGrQ8c2DreHvwW6i2w7C9EkKboGGrve4/cwR3Kdc7EgoIKuQnByXYksAWvpf1Kk3TmDucPEWZ3AiTYBlaWg3y913AIOogrjQlWHm2SdxxE+EITmZkWKLn86Io0ZhZ/8B3v3q6JrdicQBJXeqm7AbXiEHsKgoaJj8n5+wefI84nsirY8kH0Qj0bXfX1xN09r/EhYLhGHuJCFnFs8n0hUh9PtxcLM0nhsjMZTm7jmm0+kiZb4jaGlrUfP6QyX25+7roK8pQ8ReW7mM7qpSBOtZbtd1Ur93AGS54tnOjrVuJScnKo/g0k+XxK+F39yYoONXBwFs6q2S797Od/AkTP0TH62UZgBD4/h5EsNprE+5gYew9dgBVSmd2aaQkPeU79oWSOSvA1GUJazCAgli+0ZQ8RC/Q6ggRip3ACA272/Pu0qXk2PvVC2dU00ssYRLBGf/GWL7h1mcv+hPDqjPDgkUkHn7RGB3xt064oUc85EG9v1QS+9fXUAds9fOEal/NCiMvr6+ElvZXbDryNPq7mgo54IVcNRDcfix90sMID51qSrGmBK+ittwW//zGtLARhUJMQp74tv59NX3SzKLiC9Xxcy/9H4tXhX7f/VPc2HuZ1o/WL437MrFMzAwEBhX9Yto99EeXXKqexGt4pHaLXz+2rF//yJaxeHDh/T79lzFvnlGufrhGRamZivmX/eruGZLre54s5tFzSMmhBFonIHYWIHBwcF1593Af45/ANuBRE7SIBSnAAAAAElFTkSuQmCC) 3 3, auto;}
10%,10.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10.666666666667%,11.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2WTUycVRSGn3NnBkYYOoUxgqYm1CoLSiuSadA0mlaLmrqg/iRsTFi6oDVujEtQY11pooUxXRhNuigm0MQ0xRFDCFqgUNxU0paFlUhIabSktIAMzHePC37s+H3fzMDCjZzdvfe873nve39hO7bj/x6yFVBzc7P+2d3NF3W1hJccllEGNM2JK78wm0ptinNTyfXhsCZrnsSKINj7KBQ1glgFhLs7IlT29eXFbfIt7qijfYNDWDH3FQfQVRlWN9rRuXlmD8S1an0wS+Sl0lqrIrLeYPaZpxHNDbViufVAMXsHBnyTczqgqv8UBzCGspFRDE5OAUYNDy/+RfLZ53ydyCpAVX2B0dExpiORnCIA6lMpHotGPbl8ramqqtKJiQlvYaQRgmBvwmIJtw8/TyBgUSv4zylI2eUhVz1fB65dv+43hBDgXu8h4EGWIxFiw+fY2aaAwQmkfVBp9oTDLhd8BezvOIb6bOKF3kOUvNjPyo1PWUgeJX31FOm6Dyh93yA2SLTuIU/c8FO1rr6gnwBrhH3txxg73kWY0Eb/rd6jlDd0oj/UYsRhpwnCzAwyk+ROeC9zLy1gkjOIwr8PivEwx9OBiooKNWvnOt7+Bu92f7wqihTlDedRiYEGMHZdv0URileusfvgNKUDZ3GMdfEaD0c9BdhQJvi7m5fYn3gdQwiVAOLcwE0PguAYWPj5Q2LD32NdW05pbW3NUOEpIH4gjphMtLVp4p8dRXQKnCKMhwQDLFNI8cGvwJQRGxlBTOZ9UV1d7cK4oudcj6h127UUKOS9068yN91JSgpc4yorFDX0g1ocVhd8x6Ux/jjywkZOU1NTxsyyXEReJsMFLef0cA9vTdayHIqAOCyZIu6Wv8a8UwZqgN8JrO1vAzx+8iSlP/7ksSRZBBRN+pxnJ8jXd0rYFRyn/moMabhIquAJim53EX25HyQIptJdJFxA2eBQ/gIuf5IUFe97wCicny/FUajpeJOCXXWEDl9Zm71/nEp0uPqyPmmVjfu0+MjurKRWwKgwePwbogTIcrUgGa9aHgIAaj5/RVUCudIAiK4UMfjOWU9Wr+KQx3M8/vYFkTw/TnOhRWoSja7+lpYWX0xeP6LxE99KoYZyJwIo1LQ3YrGA0tbWRiKR8J3Bpv6EZ858qR/d6yLg5BazODjDb52jOfm39CsGiMUf1Uea63CMxYpFbIDypWJ+bb/I1OTUlnm34z+PvwH6FEMk9g7OYAAAAABJRU5ErkJggg==) 3 3, auto;}
11.333333333333%,11.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12%,12.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
13.333333333333%,13.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
14%,14.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
14.666666666667%,15.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
15.333333333333%,15.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16.666666666667%,17.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
17.333333333333%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2VT2hcVRTGf+e+NzPOmzixJpGi2EXTbsQ2iiX/WotVikWtVWIRRFy5M1DowpUgqBgqtLTSjbgRoYtAEaILxcY0VmyTVCimCS6qIEFa/yVx0nZmMjPvHhcxbWben5lxJZhv9bjfud/57rnn3AfrWMf/HfJvNw4PD+u2M2PcM/09RkssJZPsnvyOuUqlKc2mgrPZrOZyuaq1+e4+DPa2oAh5x+G+C+cb0jaNJlfVQHKA6y8erI0jXamw2N2jQ11dWk+3IZeqGis039ODqYlQI4hVFtIeW86NR+apW4GHTjyn1DlH4uixwJrYlU1t+QLTTz8TqRBrYOcbz2vZKC99dDjWQHbXTqJcqij3/vErBw8cCA2INbCw0QeU6Zs/rWmzFVitAErx2mlQn7vHxijJcqiOUYcPrl4L56KS3/9yr6691+73Bm59/3zxGCoCepXUzFsULg2hXgsuHhJ6TsWKZc/2YFNGNsf2959Vv4adHhzBsARkKI7uwvWLGMdgbBkfF2f3WX7Z8ygZPx2q6ZsUHZPfVKlGVqBS29bAw0f3Ay0URx/hjr63cVUR66MYrFEWJ1/lzj6PXGohVNNo8IoiDYgGi+OnDMWZI6TKLv63r6NrdrtW2VC8QuuRz2lZ3kCemyGaIaaiDITBIckr50a47nhVr98qVICEAhaPTEOaTRmwpsgPbMRp2xbRbILaZdovfIYvpSCrwXTNGbCCVZ/eqTl8xw/wefH4a/ZDuHEJl0SAVwlWLboHTDBYEBCHTYXf0a4hZO/HLCc6kEqJsoD3+Dgp40LrU2QnpwL7yyakKpEG2kUfeHN/BGkxNxYZ23EX7Y8dB+nEmgqFL/aR2fcVVksgSeZ7d+Ba59a2ec9j69fjjY2h/hkyBqscgs200f7ECdTZDEYw5Tm8J0dXRCWJATompqoe6C3jZwNasT1w5Z0zoeurI/rgycO3xzXRiUitZ8PiP/fuOwYJBsQbKP1WEGPj/9h5qcTynRMXsQIdExOhQnWn4PKhETHiRvLdJ18g9nctcGjrpki6oTG8PPiJuDiRfE7KkVx/fz+nTp2ObvZGDKwinU3r5nf3hp545rWRKrVSqUQqlaqr39RDVFgqyOzgp5I/PksrLVXclz+eB2BgYAARkUaSr+M/gb8BYH0yxIF0L7oAAAAASUVORK5CYII=) 3 3, auto;}
18%,18.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
18.666666666667%,19.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
19.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,20.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20.666666666667%,21.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
21.333333333333%,21.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
22%,22.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
22.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
23.333333333333%,23.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
24%,24.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
24.666666666667%,25.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25.333333333333%,25.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
26%,26.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
26.666666666667%,27.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
27.333333333333%,27.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
28%,28.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
28.666666666667%,29.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
29.333333333333%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhe2WTWhcVRTHf+e+9zITa2KbdJJILJi0SjWCJWlSaQNi47gQvxBduJHu3PixE3GhuKkbRUF0K0UQokg1RTDxi4Jt06a01goFS00CimagaZI2mebNu/e4yCRkfO/NZNy4yX81c84953/On3PPfbCJTWziP2LX7rt18LWnNFKr1lotFosaBIHWm8evN2Dg3ed0vvEGvhVmcXgYMJDNZgnDEEABurq6mJqaklr5zEaJTa5Bez58VBcbFvHtSl5jvNTzk5OTXDtzpqYiNSsEuO/lh1TvaorZv3z+I3Y1d6bGzffvxYpP68TpVJ6aCuT6OhPJAbqrkANEEiAos337U5WoWsDw8LC2HepL9VcNdg6DKx+MeKG9M7GIqjnemD2S6vOvW8ABJXAz6zwrPJeeebbi/OE770jMk1rA0aMfqx8lXxIFvtkrgEHVo/TnKEtj+1ecbqXrjj+mK2LEKY9vb42pkFrA4SsjyQ7PcmyPpePgMaKpI8x9f5DSlS9wLYOEo/eDeBSvnwLiN+ST7u6YLXUPLGVson3nzQKP/XI7F5d6MWrYKhGE8+jcZa7e0su2G9/RKIMsOx81UUWs0/hlqGsRCY7LmXbevmcnXjiNSnnIUMQ1kCuex45fYOHNJtQkN/BvbHgRlWnIlkoMhWdJaIaSySLi0fy6R6a3Lea3BDFb3av4sz2GIFzA4TBaWX/gIhYly/Jby4gUYrFGwrgtjajkl2I2J8KTPxuM81nKDcWDPGX6+D5EBLe6A9ZBNL4KUhUIorhcApx+ZYQAiL49gMVhFIzAzM3ttGRKtI39xEzr37Rf3ZFQQLzfVAWKp/6q+O8EROFWDGov0Zg/gZ8/wTVvB9Y4btsyRzB0HKMmhVz40cVVTS3g908nKsbMlNVTLOL1MDn+DkgTrQ9/TWg7yAydAxshkvxCWmN5+tz52OhWvQVbbGWy/m33IuUF0/XAq2v24JHPEYXfHjyQmmumuTXRXvM57vngibXJufjiV6kBFlgY2JfsVJ+WsycTQ2vugfd3v7T2W6p8XngJU79KkUa+oQLy+bzMvHcSNYKrotfs6A8xmxNomRivqvKGvohWoZpwkcuYG+hH1/Uz37KVrtGxmvnrewtEBKBQKGgul1tXGVgxGIWRcIlDF36tq7FN/K/4Bw2zLC6ZacRuAAAAAElFTkSuQmCC) 3 3, auto;}
30%,30.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30.666666666667%,31.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2WTWgcZRjHf8/7zm6yoUlJatvNklQrFCrVotLEijbGjyD1YJvS9aB4UgRNUHoQLIJBPQiKJxUPXrwIYi7mIhQajKGKyQaxhV48mUsWMehuPsx+zLyPh81HNzOzmxQPHvI/DfN8/eaZZ553YE972tNtqqenR4+eO6mnP35OnVPN5/OaTCZ1t3m83Qb0vzOsK4eriDMALFNCBNLpNOVyGUABMpkM+Xxe/jOA/fvbtfuDAVaDYLM4wPuDo5H+CwsLACoiDSF2BHAse0qTAxkIwrZz9w41iHT81Xdau3I/x0KYOMOGUpl9teIREmObJDCAY7HvodjZaApw9+UnYm2zr31du4hJf/PRMwAIhjfvOR7p1RDg+GfPxpKLJ6Tw0CAArYBCECzV+aSrlXUA5fK+jsg8DQGsiykuHsklH4ej+P1ZCpOD+IGPte1AseZUqWI28WuJXk93hx4odjhOfTSsa60RUyc1sOsjX8CVIdQ6xCXBKv7972IOnsXgsdzfj78tvWI4sG0gYzsQVdygJKtrXEoXKFwbQ63FkUBNAM5HtIh/9WHUQQUbjpfwG40FcBGWVhQSSRY7LtJRmgEcZr29KgZ340Pc0VFWJwfAVkPxqrsAMBHv/x+Bsia49PRLCH7I7jlLa/ddVN9eQ4LoFZPNZusoYgH8iAkUFWy5iPV/RyUcKgS4lkdQqV2H7M5jfHx8ZzPgBWGTdcLsy6MU5z6nKu0huxPh5sXztDxvifqAAlsJ3YsF2L7BnYBvoLXjAm1tnbQ8OUnFKoFa1Biqh85ghqa575VlKl8pJiK1icCKPQva5yssHUluBStQdaA+iZPvsXL1MdqemsGohaAMi9+xMvUq1bFS9AMp/JhMhe/HAQCc+KR+E/46+i0WQaitFp3/EnvkBcDj76nz+G/9gacb1u1ydOXmQvUabkLP1ft7KpvEBjB3vgiSAITOxyfwVGOKC/lEW2SNhgDX35iQYP1rGDz0YKhfsrFsxBEs/Bmbx+E48dN0ZLebnoaHJwqowKfZsVgfxVAYfibSJgp35HK3/z/ww5Vr0vdLJ0jMybRexGjEXlBD59xswzlr+s92qzRqlwK/jYxwMDdXl3Y+leKB6amm+Zt24FaJiPT29rK6uroFBRyY2yr+TalEV25GdlJ8T/8L/QsHqTQfSDAmrAAAAABJRU5ErkJggg==) 3 3, auto;}
31.333333333333%,31.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32%,32.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,33.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
34%,34.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
34.666666666667%,35.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
35.333333333333%,35.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
36%,36.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
36.666666666667%,37.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.333333333333%,37.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
38%,38.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
38.666666666667%,39.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
39.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,40.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40.666666666667%,41.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
41.333333333333%,41.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42%,42.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeklEQVRYhe2WT2hcVRSHv3PfvEymySSTxqkVFWk2LbYVIklGqUikjUrUWAIpSsWVBIKC7UbIwkUwupButKiLiAvtqpKmSFyorakg2M7E1KBxIf5pGyomJZnUxMY08+5x0TRxnPumMxbcmB88eLxz7/l+9753zn2wrnX93yU3m6C/v1/PfJNB/wwYHh4uO1/ZE5LJet388gNYUWc6Y5S5zyeZHDxbUu6yDGw/3OGihurCO6eZ/366KKMkA2aD0a2vd2DUlsPHCsSCCGMvHgvl3NCAl4jqtlceKQt8XZ889x63V9aTy+Xwfd/JKmqg99Ve/aj2O9DyPpVTPUe4xYvnPevu7mZgYKAgUdHMO97cqyrubRcsigHPEhCleukyJw4MU0s0NJ+IFPBM2OB4Ih4KRwOs8Ti+cw6jhtM9Rxhpa6MWH9CVq1ATExMFgdAd2PZWh3oO/iZvmd+sz6l7Zqjb9Ta+3QxiUani8mgfieZDIOpMraoYY/ICkTADLnjgWaYDn/GnniaYWSBy4tnVtVpRfJNE1aJiEBT5hwnHGwg34FKmZ5DqYJalkYeJ2FhezKhQaafRk42Y3eNgXJtraW5u1ExmrUk5Ddx6x6a8d/XVC4PE1WPm54/h3LtUBjV4cqVwouQwWsHsyT1sbDsG1KyGfmlJUYswe+HXvClOAzkbYAXSz39INT4gIFDf8Dg0tPPHZw9SZW1hdWoUVajb9doq/HxLijhC4toA7mxo4KepqTXPLgNHj45oV1erI6JYVWR+nOX0fnxbsZZIIcBjKX43sfvfZ7IlRfXKt/D3MXWj6Tymswz37XsopDqE81+8BDWNeOoRiAIWsKjJQSTHpQM/cLF1O3EhDw7ufhbaB8K0pfUQU18eRPZ8y0LyCVSjYITp4z6/98a462CSqsU4hZtruCqeY0khSiQSms1m3UEF5ArYSs51bcVTYcPFOhYqstQs1YasS3mjvZ2+vr48ZtFWrKqhx+9UqokKLVyRM48Rri7nuG3s69JbMUBnZ+fqvQVQuJRqItuSKhkOoIF1wm9oYGhoSJ7s2AsKs/c1kU2liJQBvkaPcPix9tBwSedsUyymn+7YWR4YULFsPJNxnoLXVVIVjC4uygfP7Mcav2R4xjfUp0elGBz+xU+pqurY7kfZMj+HrBS2iiUQQ9QK955N82MQ3PTf9rr+M/0Fg5M2sKK2YZwAAAAASUVORK5CYII=) 3 3, auto;}
43.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
44%,44.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
44.666666666667%,45.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
45.333333333333%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUklEQVRYhe2Wz09cVRTHP+femXkdwCAYm46tBInR0damMQRpik4w2o1K0ujKBY0uTPwZbUJ0YTqJ/4G/NrowsqKJCzeitKRuzGBnGtuNjYILTRtJWisFWt4wM+8eF0BhZt4bhrJww3f3bu45n+8999x7H+xoRzvapsbHx3U78bLVgAO9B9Qcf5AAVzWuAqLgTIXpD88QzJWbyt20gVzulL568StskGhqvhjl0sh3uCXXkNGUgdaudu0eyTQFrlX7UoLc+99EcjY10PrYbu1+rf+O4GuIDk3y0ztjoSzTKDT1wHbhIE44/fbX9PT0hDZrwwrs/3QossMDiWEoIyiqAmIQFcCxl3sYf+tLLLYaJlLHi0UBvJ62SLhiMSKAYfShBS7MW+y+Nzn+xHMEWGIRhR0dHdXh4eEqE5EVePSzIZUNFpyAWf1Olee55nXwc3oWG/gYtTiJEX8mD3IFuI+o3a2tQmQPSM36jYK5GXDxlQ84894pCuk/SVSWialgcBitUDrbD1pB/d+i0tYpdAtOjJzQCf4A4FjXIB8NvYvgcFrEqIdzJeJlh25YjMFBpQh0I16RILiBtXfX5U4mk+r7/u3AUAOff/IFRX9xtQxrcw1GWkBAFi+hYqHmNrQCuMsg92PtrtAVJ5NJfN/fYDxEbW3eKre2RW6BXiOgGJpcEZASGB8I6icsF/Faqo2FGkin06EAaOXW5Mu4f39HWW+SlX4xFPEo/TrGwtQbsHoEF8/lme/r5XrfYeaezPDSsRerMkaeAlWNvgNO92KP5rh59gVaylcRAsrxFhJPT3Hj+0H+/vYRUhcKt01syEpnoVDFjLwHorWMHD3P0uQgXmcGc+h1oJ2ZTC/7l/vRrLJHzofAoRhS78hjODAwEDqueBgts+vgGPGZHIt9Q1w/nGHPkRhzWUeARbQ+rRrlqav/1I03vIrXtiEArML0yZPcO/EDiiCs3A2NH9t1VUTYnT9XN7theCqV0omuvexzDd+sTSVYOgpTW38NZ2dn5eOZv7YFB3i+wQKaKuDjXkInDx7aMlhE6cgXGjKaqu0vyyXpLOTFxbXhnq83n6NwV9umcLiDn9JsNqvP/jjFw8UFrDocMZDSyg8pHkcKOabRLefd0f+m/wCppyPnMLaqTQAAAABJRU5ErkJggg==) 3 3, auto;}
46%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
46.666666666667%,47.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
47.333333333333%,47.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
48%,48.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
48.666666666667%,49.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
49.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,50.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC40lEQVRYhe2WzWsVVxjGf++Z3BjiDdqAkoVKN4EqJApp/FhIdVNqpIXSklawi4b6F7jQRRfiKolrceVO0XVAa9Q2gisVQlMEW7qIkd4ELabU3A/vnZnzuEjSRO/Mzdx04SYPvMzMe877PM+cmfMBG9jABt4zrNmCTR1t6j7/KVGrCPy75UZOAR89aOX61euZuDMb2N27W+5Ud2ajkjjX9R2Dg4MNNTIZ6D9zXOUdQWbxZXjnmRm9R3mmmKqzpoHDF05ovq3UtPh/Ak7MXJ5kYbKQqOUaFm+2/yUOIG/s+r6PgYEBNW1gz/Dnb5OtvrfFjDfDnC2NZaIGAE8Hkgc71cCBc1/Vsdmq6+a4RuwcH8ezjPeWMDOc+VQDIsDylspZX+ClxB6C2l/XYOcJare/oJ1pZAGKHfbZAwLKQAf+nXdbfjIzS8rXw5LtzT+5QG7nl9jdPtptGiPACaylDX/nKPgyqv6BWyJfjjS0JCXz+XzKx/ybzj2nQSG5OES2MjWdL+MQcl1YaxeKF7Cgo4H0Ul1ScmhoKKX7NgDi0n1k9aXmHVYpgLdM4qkGqtVqcm9VEC9RJUqhi/GlabAXwOv1GxgbG0umtzYWbn6D/n1G6FZKTQ4TlHJbKD69watHw0BrJgOpUBK8FEuKJ3rlVdTCxDH5n3qk8R75W73ycaTiL1/LJxYvIruBMNJihCsRxdLrUKpGqo1/ovKvI5LmpFpViooKbx+Uoop8NZSiqC58WM2+DvzQ/aFGt25PbIstJlDAB2e38s/IKyRP/qQoXTHMtyCX/I8cmC3wZ+HtPaHhZjTfv7/hkMmEKeOObhGdDyfrOjfcC45WyjRa3zOLQ6L4mgamHj+2I1NTmUWSIGf0PZtJbW9oAOC3Ws0O/f4E38TpTc4wMxAcmX/B9PPn6z+QrMZc/z5tyjC/vUR5S55dP0+syd/0oRTg0t4efZtrx1uMYUiGmTA8PxZmuTg7ty7eDbwXvAF03oaDBqbJWAAAAABJRU5ErkJggg==) 3 3, auto;}
50.666666666667%,51.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
51.333333333333%,51.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52%,52.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
53.333333333333%,53.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
54%,54.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
54.666666666667%,55.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
55.333333333333%,55.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56%,56.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56.666666666667%,57.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
57.333333333333%,57.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
58%,58.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
58.666666666667%,59.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
59.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,60.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60.666666666667%,61.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
61.333333333333%,61.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62%,62.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
63.333333333333%,63.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
64%,64.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
64.666666666667%,65.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65.333333333333%,65.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
66%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
66.666666666667%,67.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
67.333333333333%,67.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68%,68.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68.666666666667%,69.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
69.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,70.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70.666666666667%,71.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
71.333333333333%,71.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
72%,72.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaElEQVRYhe2WTWxUVRTHf+e+N69SGYZQEj7UTlIhpoHCoulIFTAT2JgY4heREDeaEGKiRIwfawJJw4qFlcSPNU26UKMxNlHjQgvpwthiWQgmkGKgKjTToXbaznv3uGidML33DQ0GF6Rn986755z/+d9zzj2wLMuyLHcpURTp4OCgxnGsY2NjSha950E7uwqaJIkulkRVJ3VOt7y/Tx87/Yw+kM8uGYws9eB49w5dN3gu1UJROnqfrdP1bj1KsVhsGMMsJfhEV0Gj2IK1qWdE3Tivj56itbW1IRt3BHDz8c6ag2tn+tIPSuJVr3x3OwdfPZgKoiGAy8Wiig1q3029p1LPWgKILXYREaLCz52lVLuGAFZNTdcf1oD6PP+olf74xW/48PkTGE+uxoa0H97tZSEVwO87d6ss6iwrUONDZ/n76+dAKyiwcdNOuls7CDy1AKDbcl59KoDmGfdOjYIFLBUmv3uJaPvbxBd6qFzoIUkSDDeohuDDEFhh7UMtDgthGgCk6uoipXrlV6J8npA/CUePA0qAQa6dYTJpJqxuxAYJgnEmU/6dp7jx5qf1Sflit7W4SAGYEy4feBn99kma7RQshBAsaEBiQs62X0ElQMVt2ZkgdnReAM2lEqLur9jE5PdnMMx6TXNME0ctHF51HfFcgxpX6QVQVmX+tusltAFN7U2oZpx2AzAmQ65wnI/LG1DrulZ1ifUCGLNWEuObekLp2C1sAJYIuc2fxUBSQTLdYGOsxz5YKgMAxlPKKgIYgsJZKtHDYGYRFu51yyFk72dgh+fL0sNAbiJwdKldoEmMBJk6nagCwg8v7GLXwACxWUsYX2XmryEqwx+wZsOLELUhBtRDYPbctKNLZWDz8Ii3EAE6Skr11qX5RgsfYcWDedY8/QVqWgDDthWPugmpMvDVgENrKoAJa4XA/8AkEpLJdde+bbYdyCIL7j555aRjc6nne6+vhm/Be22b8HXDv/PeLCwHRlbW/W+i/uoCDNXrU94Z3RDAR319sm/kPCJu8VD1TEqP09lQOf/G56lLyR33gR/n5mTvLyNQa6F5k4tH32poZwVEDb+99uV/34h+qkzL6T17AGrzfd3QUEOb1eUMo0fSM79r2bx+vY7veEJvdhU0UXdBLZfL9347vl36+/v/34D3nfwDC/9ZsXdk8HoAAAAASUVORK5CYII=) 3 3, auto;}
72.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
73.333333333333%,73.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
74%,74.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
74.666666666667%,75.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75.333333333333%,75.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76%,76.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76.666666666667%,77.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
77.333333333333%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWUlEQVRYhe2WTWhcVRTHf+e+1+kkZshXMYEUOtaCuqiQYE2kiNYWP7JQ/KCCqwoiSo2C4EoC1YUo3ViJCt1XEMEuWgSjrfWDQozBlRHaWosmFjVOmKST2M5757gY287Mu28y48ZN/rt737nn/O5559x7YV3rWtd/VL6ny4rFopmZqarNzMzY+Pi4tepHWjHe1ttrUzfdjAh0nzwFHW0plopI0JRv12zwi3eN2PTWrchVtx0b043Nsf2dh60t17ZmRpoCWNwxbBsjxaoTZulLY4lRgfybu+kc6m8IsSZAYceIGbU+VMAaJPgSWnGujs1P30mYDVMhGgKc3nmP8a+zmkVmDYtn73vP14xvOTiaatsQ4NYrq975y6JgsHjuAwDMDCgBoChz/JFYM3zocW8WUgF+2fNgatqWHxol+vkw3fmdKCACy6dfBEBwiApal6KloOz1lQrQUVxI+8SNjzjCLbsw14mLpqB8ltzIBAtTr2AogVNcHb4zkFASmwrTgphAvbmKsppfYmDwADY5SCQBoUUACBFON+O0RKwOI3nI3HHoCab3f1QLlrpNT5kFGpK90E3p832AXQtOZYRl2og+u5tsVPIW6SVWEnNegCHEXP1PBEyU0oYSHfYjvgLpjS5Q7NhGZ/y3d0sbNNMcQBSG3k8rAytsebWd1SBEPHs04NHJOS5mexFP+8bEzQE88NwzaLJeaJ9v59fXlMzlJcphMkA5MBb6+nAoJklA54H2AhyceF/Ek2SxADf2MjI0TubeT4gRRCrnZDHMk7nvOyZus0oLeo7K347NJuZSuyA2xQUBotdBTGIGnnoSgOUTe7jh/i/AunDEdEVnWJ56iRdmAwJib438NXk2QZXaBc+eP494ChFxII7c7pO4hVOYKRCw+M0BcsPvAop5du9HagBwtFCQyj1w3USrzQXi3lFwDgS6d33IFYkSB9BV/f76l60BAGz/6Rwm8TUzqaviQDI1ZfXx9596/fS4HIt/Lnnvr4YA84WCHKsO6Gmtar1x4nBizlC+3n8k9fJc8z2w79tpOUIZMOYleZBUS7O14zAKmB073vBpltoF1RqbnpG3Nm2yH44eb8accmDMvf0VK2eKLb05m1J/f7/5FJnZ7ROPWc9gX8sv43X9r/oHBc1JAtbwaycAAAAASUVORK5CYII=) 3 3, auto;}
78%,78.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
78.666666666667%,79.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
79.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,80.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80.666666666667%,81.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
81.333333333333%,81.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
82%,82.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
82.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
83.333333333333%,83.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
84%,84.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
84.666666666667%,85.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
85.333333333333%,85.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
86%,86.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
86.666666666667%,87.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.333333333333%,87.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
88%,88.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
88.666666666667%,89.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhe2WT2xUVRTGf/e+N3+Yau1A1FZig9GYGErAMp1UUEJMMRgNGIwrXWjizj8rE7eS7ozEGIsu3IlxURbG6sI4QgohqEWTIqUYYo02AZrIFIZh2pnh3XNctBbqe29m6MaF/VbvnXvf933v3HPPvbCKVfzfYVb64T0dd+j++zfyVHsa9X3G3RxvnZnkj1Lptjhv28BffTn1sA3n1JLKhQ8+JpfLNeVvzHQLfnl6l17ONxcHuLZjgN6tWxkfH9dmc1vKQLEvr62mKls4itzVtmRTRPA8L/bzprzFXJ9aDK04yJ48Cb4Xijvn8H0/kqFhPk89vl0tXkviHWM/QrQGnueRyWQil6OhgQdrddRI5Jh2uIWHwJIdO44BavUrsVyVSiUyHmvgUv9jGrdCzt4gKCrz1lJ97wHmv90OIqT8bKwBgLvXd4ayEGsgLS5mRPAkQfHRtXQNlukMfiVpq2hhM+omIKbuew7u5d63t4XikQYe2bBBNW4DOZ/2QbjveUUluWDI+TgSGPEpHt1NoMHSdEXpGdoLCtYLQnSRBnK1WqT2tdRl7nxHmO/aQ8a/imWhPtSAZwQ58iLrnjwE5R9QV8fh2DT03E3vEeUUaeC1ni2hmKJ0H5vCe7aAzp7G1yC0OyShiLTht2+j4sHmoX2RP3Ir/KhgtX592bvBkR37afEtg6azyA3B6r/9e1ibYv8373P4txNNxSEmAwcmJ29SqtCxKD47MwpBifb8u0iEd/fQyxz47Akmf/8Cidq+JlxY0RnY0gtXS1xMptl44thSfG3nTpAymApojbqXxheHlRRiq+wYGcFqmnKiDRtRxO2lcJeM7XEXPzmkXa++FIqrKpgA1DJ/JM8aVebW7ST//RQpqVO1SZICQQTz2TdGQtFYAyKixjTrwcL17/bQfz6BGMU6xRDdCqwqZ978KkQY24istU1PgCoB/ed9EMG6Bdm49hEl3tAAQDqdjh37+twouaEXQJoe+ZSP/xk7FlmE/6BWq5np6Wnt7u5eFt/14StcMrNNhQHWlJWzh0+v/D4AMDAwoIVCAYBNB/ehGndOLMfMpz9TPHWhoUbLd8Lh4WEdnPkcZxQTu9KLpMYw8fqXLXGv6Fb88DO9mti9HmtAUFQMnu8z9dEocxNXVnzTXsV/gr8BNK5FrbEhh5YAAAAASUVORK5CYII=) 3 3, auto;}
89.333333333333%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,90.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90.666666666667%,91.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADc0lEQVRYhe2WS2icVRTHf/d+80jSGTMTKcm00xoXKVUSS21SW6TZ+CAgtaSElrpzJdn42IggKih1bTUt1hRcKHUx+FgILooVoTppdBMzpRTUKphgNJ2QzHvmm3tcTKpJ536TmbhwYc7uO/ee8/vfc89374Ut27L/u6nNBt4X3yEng+2M3hPDcRVfzv3JuewSNxYWWsrZsoA/Dg2L35QQEc85eXF44d44iURiw/xNC0gND8uOQh4lPkSZJiKEr3t3MZr4pCGjKQG3BodEqdaKFU0mwdGUy2WCwaBnsN4o0eKhA6JxmgbPd28nOn0VnFrqQCCAMcZzvxou68cjR6SrWGoKbBTcnZwCbU/Z3t5OsVisG/SswPj4+IbwXCCDEpjfGaPw7tOecIBCoWD1e0akhx4WpVzPbtdaEzrtx3kkgWE7WlZg5RvofAKDQVvWFolEWF5eXsds0AMVK7zgy1B1ynS+BpXYCbJfPU/28jEgC+ERSH9hhRtg6Va6zu+zofv6+kS0Qt3ROxWnREelk8i3n1JJnqDtt/eQVZhcehJlSsjINZSUQQXW4UsID50ba07AU0IdHCC9+372fnQR99IB/FQBvWYTDa7Ph/xyBn/vszVR1Ib73xqtkSwbbhVwqncnLOfXeKpEr35HVJXJXXmGDl1BpL7MPtdQ+Ol9VNdhfOGDFFWFoYmxNZR6BVYBokNATcDCnj3s/fCDmt8EIDcDKoAygujqujjjKHxicIJh+t85CvpOkfVVtTbhq6nvV1c99TccQGnFtsemgAquP1AXlzdR1OBpBiZfQll+SWPZAquAbY+PEJ2ehrrjVzAaeDSJGnoFo12EIOW7+pCB16m2uQxcvECsuoJYyt3lhOp8nueAeBwAtcYyVDOzqPA+tJsjfeMN2hYuM3g9RsTNs+J0WHOq8z+TSqWaOwfm5ubsSVbDnPBuBKH/7Ck+/nWWg9e7cUR5woE6eEMB8Xi84T2Ro4OBs6PgKM7cVCAasTTZbRtb3G/1N4SEQiHJZDLrfAbYN3EcoWoPsphOpZk9f8XKangdZ7NZNTk5+c83JR6YONYSPFBQnnBo8kHS09Mj3S8fxm0BDDB/YZqlmd///Yvotu1/+7iUlbvBLI3PwMxznzWVe1OvYrWrTR588ShFihitcAw4Fc0Pb36OLLqbfmlv2X9ifwH0vUHspRXbEgAAAABJRU5ErkJggg==) 3 3, auto;}
91.333333333333%,91.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92%,92.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
93.333333333333%,93.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
94%,94.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
94.666666666667%,95.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
95.333333333333%,95.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
96%,96.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
96.666666666667%,97.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
97.333333333333%,97.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
98%,98.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
98.666666666667%,99.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
99.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur187518 5s linear infinite forwards;
}
