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1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhe2WXYiUVRjHf+/3x3zu6LDrapgXfUFkRRIEEgghlSFihkKQCWKFrjcWRBIiakQQCmKLEKUXaWCBGETQjRcJkVQURjcGa7rO7uzMzsz7/c77vqe7QFZnXkPpxv/tec7z/Pif85zzwD3d0wDt33hR7Hv1vLibNeRBiwUjIM1aHJz48q5BSMMCPpk4J3rSLNpITHWJzLYdO4buuR0NdACgWk2olCGKe7Q6sxw/uf+OuqEODTBcFBGgqPNY5QDPVzh2Zrd46+UjuZyY/OiE8NsWc1cFuj/Gvq+evWFfriRfHDksWtIcdZpIUcD1RTJpLcZeGvLmqq8X5Dh+5l2Rdmy8OQ3ZL5L0LFJnhEJaZ+Lz1TfED3UAwLBijJ5O2Bpjmfgb2XK4XEyZaTgc/GWlUGUFzR0la5dRekWCuQ5qFoJskyYqi0pVCnaBzYdWL4DNCeBjiIjuvEpHrRErIWHfJTAispmMUFPIOgkjImGs5VLoyviLy0xbKnYiY2Upm/euvanbuQAUs4csIrLRhCmR0NU9IgJqXY/7exFTIyrzZoLaThkNKngdGye7D6sUUCupvLLrtVse9dAuAHh+08eSbDr4eoO2MUVBb7JK6fCcN89jXsATWYzhR7Q1+FO1uGLX6Bfb1Ksyth0OzJ3LAQBPuUqqRIxFLk+V+iwhQyQpST9lhRLRUwN+jns0DZ3KaEytYGOaKuu2vD/woucGaI/PInUEj3oe402IZ2Ie2DstAVz59H7x5PKQmajL9VhCNmQqVVi3YXir5gI4/OMLYm7WRSmG+IaCikcc9/9dDxsRtixYuRgajoRR0li/4XSuFh8KMPn968JpeiiRSpCFXJIclo9KVP2USxOZMKsa2lKTridozIE8EuPUG3lq5wOIOyaJK1NSHiHTmrSyy/zupTy9rIjlJOjjJu16kV/bCpcTncRWiZT838VAgMmT7wlvzkN3l9OrPUNq/IWU9Lg0E2AInxWpwnRxhN8aOh0KKHINPeyju7nr37oNj08eEVETyr0US1Vx0zbCTbBjDTk1+CPWOY/NT9dMOmENSTyIpa3B9h8maRU4eWFXrk/rpg4c+/CEcJtdiGXK5ZBIm2JZ6mBIMWZBJZErxFJA1DcwoyoiWUSoP47jPYTmgG67+NO5npibA8xfg6JtIcl1vLSCLQnGlRjTilFNnRc3npEATp9bKwgX4wcGTW8Kh4xC2iXtaCTo/w1g39ZvRdjqMG5XMMwAVfKxZY91299ecLM2v/SdBHDu1DvCMiS6/hR1tYkTGbQ7pVwAC5Ie2HRBlOyQ3SfW3Nbk881nHwg3kOn7PjPNBKwaxWKZN/ZsH5jnjo5XZ48eFW5Pxw1kgr4gkTX2HNp6Z57iPFq/c6cEcGrvWRG4fXphf9iWfL/h7WrLgfWS0R9BOBUObvvhro71A3Vo08X/r/g95dU/vKLTlVTgoXYAAAAASUVORK5CYII=) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGUlEQVRYhe2XS6hVVRzGf2s/z97n7L3Pw+PFq5VCEtXECBo2icAHCmYWxMVBBUHSQAqjoZYDiwInQpZhJBUp0aCpk2qS9A4c2c2U8t7Ovee5H2c/VzPJF+5zPTiIvvFa//9vfetba7Hgf5XU8V3fymN7zspp11XKDqxYY3rZeY6+cnqqEKUBnNUJjaZCJoacOPLR1CC00iOrQ2w7Jc5CukE8rf7lHciqS8RGD1/vkBs9jhw/OBUXSgOono9WHyNmA2qtZaKky1un9t02RGkAwwXFzHCDBmuihFXKMmE64MCZPbcFURpAVEdotQgZx7DgsL7I0dWA0XjI/h+3rBiidAiLSp9xVDA2FJY0k4FuMqJLLwwoRj2eO/eg9MJZalETO/YwfAcrqaOEVYRfQ3SrpIMKsldn7wePiYkBBrJHKAU9K2ZZVQi0gFEaoJk+IszJOgbhQKLmOTIaUyQGaTBCCTNUX6KHgmIkkb7Cyd0/yblTmwSAuFXjf+vQJ9vlwiAiJ8GzE9rWmHvbKYWnceaCQVQ02JhabAhM7FSyaHosRVXUizO09bW4cZudb269qmdpB178epP88+JFZqTkoUrIhjUS28hQlYK4MLiQ1zgXFZiJQ23YwO+rFM06thDUmiZ2mrPz9a3XLVgt0/y177bLoZ9DlvNoI+T+aowZJ+SDjKCTYQnA0vhtYJHlDlm/hY+BWdPxrApVQ/Dkvr03dPuWDhz48lkZXB6hxy5ZoTKsFhhaTHwp5b65jgCY/2JWzipjmmlItxhgNjRWV1zqjk6VnM27X73pVt8U4L3P35DL/jLxYkQtqaNrNov6Et9LyQMbYx6e++NKUUUUuEXKOi+h2wkwqg5uM2HXjoO3zNgNAY4dOyr9xQ6GKGhmJnKhSeCkhK2UKPLpxwp/fLVWJv0MxTNIUkGoaATLBYoXoFUHzO34tFTAr8vAu4c+lNEoIE997lrfR6SryEZrMTWDUO0SKSPq2pgNayTSNTiPwy+Zxw9Di/lCJZ3NOLz5m9Kn6yoH3nnhMzleCDCrFoViMey0GMcaanuJWF3EFDF2rvHz74LBssFQWFxKbWKtgqbrSCXDSia7FK8AvP/MWTnsXaK5uomuR7iWRM0qeLUC1Q5IDRVXWjjS5q9AYz62iBMLQ23QSJpUUpWg1Udk+coAnv/4kYkupbdPPyHDoYERzVAf3YMcBvytSIpKtjKASbXOs4kVl2GikecV3FpMKkz8wJqoTunX8Fo9/fhJ0TId2q6D9CK4u4dZSdCC6p0BANi27bCwCxvPTMhSiUxslLBy5wAAts/tF+bYILs8w3C+jRHV7ywAwO6XXhZu1qalzVIMJsvAikN4rZx4FVmQ0wtGE82bigMAWw5tE2pQQ/WdaZVcmU489evUv2//bf0D3sXLdKRZVp4AAAAASUVORK5CYII=) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYheWWS4gcVRSGv6rqenVV11T3PPImiC4kCLqSuFDBjQQymtEBcSP4wggRN2qIOwmYRZKNkmx0LRowGg2uBDcRQZBgiAouNKjJvDLdNdXV9by3rqtEAhMyNTMI4r8sOP/5+M+5xYH/ms7OXlKb6ac3LYjrOT548atNg2gM4E2WVHafj45+tikQraYFRi9Hq0ZEKtmM/s0TSN0BuR4zUhGnTp/ccAqNEjh3+oSKshVSaxHdM8gMa6P9myVgdXVaocIOdLrBMqU24J1PX99QCo0ApJMhzZyxxGFbBqG1wqgacuTr59cN0Qggt4ZkxOQjgSZ97u7kFPaIiMF6+zcDiOWAQd0nbsf8RsXFkUEkhiwPI2a+f2BdKTRawkEds1QWJN1lKqUoRYaQOZg5MhXMfvug6mVTeFmHgB5u7OGUY7hijFdePqSt5rnqx9vp4Lm9qpo3sKlpt0p6dsG2rRLht/hhyWRJdgiLEF+2mZAejHxs4UHk4RUhKrIRfZdetYvnzjysrTmBQz8eUIvRIktxyv1hwWOTGe1hQbCzhWEICtemGPhcSDS2Kp2HbB1jmBJbgitWRT2nYakuHcen5Qd48T/P944AR86/oIZXE6wyoBQaWycqdkwqqpFAXheUssaZhHtcg+/mJJXeZrCyBX3ZJPMsbEfhBg5eqeEbOvuP77sl9dsCnDr7rrqeLFL0EzqqjTIUi7XgLycn6Q8wipI90yva5c97qk4UnVLQERUrMuWPSODoBoGrM2m1ccYNnn7p4KrjXhXgvZMn1OjPiI5TsbvSMKOQhYmQ1Knopync67Pn0WsawH0H+tpPH48rW4PQKFmQCcnUIt32OF3XwasV+55647a7dgvAh2+dUZnRp7geY0xVBKFAv7qDNLUQgyFWr0WmdOYTg19+vksZRUm1LJElsKVDeVlh1YKOr+F6gtn9R++45DcBTs1+ocrFhHbPxnLblHlKObSobAsxmVEZQ3RRUUmNhaFBb5dLhsVV2+RappPMacybAqsb8/YT36z5dd0E2K5PYToump0ysmtqN8AwQIU5wlboQlJLj/kq4sIljYu/Oox0h8SwEHqL2lZok5LUz9ba+1aAmTN770j9/vlnVFIKMjMkiR0qadGzurh1i1zlpKMc0w/WB7AWvbb/Ew3g+JdPqqL2KYYWE8u7acucfr3MnG1gpUYjgMYHCcCb0+e0nX7IuONhShu7NOkpjUAGjJvjjbwan2Q3NN4OcCqbqAvYikrpWInH4UdONPq9rysBgOnHj2m2dLHMmqGTInQXM2839lk3AMDMs4c1O29R/x6SX+liZn5jj3WP4IbaWUAtW9hSUo2anwQbSgBg5vCrWlhMoA08zDT89wEApo/NaMQORG7j2g2P4IbGsu3oprdZdv8j/Q3MisF0OEd7vAAAAABJRU5ErkJggg==) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESElEQVRYhe2WS4gcZRSFv3p0V3dXV3VXd9d0JpNxEs2EICY+Ni4EEVyIj4WGBOPGIaJko4KEQUw0GgxJUEezUITgAxGJEgwRwYULIaJLEQkSM2iSiZnMdM+jH9Vd3fX8XbgxOmOKOIJIzrK4l/Nx/nsvBdf0f9Tn2ybEN48dFUlq1ZU2/2L8ZdFcCMDsJ6pfUYCP39gvFpshnUCQseVEPcmqkph/8ppYlH1m4y6eBVv2jElJ+lYkgSPHD4h5x2PWboAukW2ZiXv/cQL7j4+LBSfAr9moisCXI/pGovkD/pTAVw+/I+byPSJbolsKCUoKTt7n2e27loxzx4kdYsZxGWwXKAd90nNpfs2odPXo6gBktYcqd+j4Pm4roBVCzxM8feQ54ZUV2tmYdg5m0y3UhRqz8y55V8ZUAprZFq4r0dBBKSd/2cue4K6PnpLyFQ/dAlIR/VxAYLapVmsUpTrpoEdc76G0IHQ6OOE8jVTIZGqRU3mHc7ZCy4BGOrg6AIB7Dr4kqSUFc9CgkDEodnKsReZWO6AUNxGRj9qrMbyhxvCmS4jqFPP6AlO5HlNGzKIa0LKSz8Cyq3LsxIRo9QKazQ5Sp4tswGkt4pwaIQ98x7p1NXQ5YDGbo+FYuGczuI6NM1AhrmQ4telwojVcdgu2PbhLwoiJbJg2AyZDjznfJwhmKFWbWKFHvuvx/tCkNJqaZuP1UxTLPxF3GqSc5An87Ro+/sBuycv28KyQWbmDEzWwShcYKvcRWdh385wE8OoNF6VYl+kFJvmeSbEus+XbFxJRXPEO7L1/QmrrbTyrR1dpkVoXkpVCYhmeP20LgPHza8RMt0LYWY8VFxjop8hO++z8bO8VIRK9E8Dtx+4W4YKEPdxmdHge1YzQghDhRzTzOr+cXY10cROr3RwjnkxHjgjzGrqmc/CRPcv6JL6EZdWgrFkEM8Oc+WGUM5MV6oFOO6XTbaoE0zlyfcFQlGGNq7M+FBTiDlLL5cBbh5ZNIjHASLrMqtig5BbIhKP0Z27jzPc38vP5IS78WEY4GVK+hyKliGSbONiAZzvISht10eXdVw4vCZEYwA4KlIXOxthgs6pQVRRyyght/yba2VVkLBXdFLTNOnOVGbziAqXGIIVuBt0PoN7h6DNv/gUiMYAVm5RDnSEkbrmuy9pqSF5RyKTTSAMFvtz+qaRVYopWGsMW2JU0I1qJQa1IOaNhRQpxzeXk2IeXQSQ+2oafJQ4isFtcdF0azTKalqK8Ks/Jzb8fnSP3frDssH29a5+QUkVy3fiy74kBlD44aZWaLMOlKqpuYBU13t68/IT/UXdOvLhknZKk+fh7h4Tb8HA6LiLUkOU8GTPL6/ftTrzGyylRAqlZl3QgY0UpfFlDmDnGH1r6H+FfAcjWVdqRRlaPKQ6UeHRs54qYJwYI6waoMZZhsvXJJ1bMPDFAKbQxChnuOLB1Rc2v6T+h3wBwx7hYdyUj0AAAAABJRU5ErkJggg==) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPklEQVRYhe2WXYgVZRjHf3Pm88yc3fOxZ/fsomkqpSR00aVXUVlGICRdGEQF0UWSoEUhhpXhR0ZlRGaQXfSBJLikgnkh4W3UjUWkqa3luuseztfOnJlz5uPMvN1EKK7nHMm929/lvO/zPP/n/87zzsACC3ThwI8bxd4zG8V81kh1XbWzRNdkdp/YInaeeHtehEi9Nuz78lURJApJykLXhtCtMV5Zv6Fn3PXsOvOaEG6ZjBmw9eEjN8QqvYLVaBi/5ePEMcagQSoJ2fPNCbH9mfVdRXx0/LgIghmCuAIVl6Qto8pDN+3rq5Ode/eJxkAW1yiSK3somkqEwaxr8sXOdTfk2P7ZSWHqPqoa0fYbtL2rpA0wlIhtL7x3U72eDgCIThGt1mJFoYxkB0w5aVpKSCQC1m08Khp1hcVLBIVCB2+6QSiFdAwZe2yYnOSTcT0Gi6U5c/clIHILCB/yUoXFwzbCu4tzMyE118VuanTiGGdKQW7GKGaKfNplYEzGdEISR0dWDDY999Kcbnefgn/Zve9JyXezTF0rUHdGSSID4StEkYmzcojWqhGCOAVuiiFZYvVoiyVGBW06IJnV2b5t7uJ9OwAQeDmuNWC2EuK1BbWOhFdaQnB/CcUXhP4kUe0qvicx6xap1iLqXoG0le+at28Bfq1AEMTUpSbVPNjLl+EvH8Ve5qGGCkp8L+VfQtRag0Yzj1B1FCPNx4ce6/qi39Y8P/LAaeFYk9QevY/2cBoMk+nn75EAlh+cFEalSeHXPxipCNSUyZEz63rm79uBJ549JdrlBonXQvYyqFkde6T537qbayIUjRnbgMlZrGBxX3n7FlAaC3EiGyNRUX+/iCutRtaH0I5eEnpLQq/K6H/bKBNlEj0kHpuCs3dIwOufnhKtmTpxNkIToNUdpL8uExZWoGQS5HYKa2KW/IULmEGIWojJLY37aqyvMbTUFka6Se5ul/wqhcxAQrFSwzx/GfwWxqUrjFy4yJhoMTQakx1JSFshWz482fMD1tOB/ePjolW1SQ22CYeL+PIikoqL1YwpnashTcwwLGnk5ARlpUJupY4cVlEincyg1bO5rgLeHT8o2m6ZoCbhKUXcTJakHqG1FTqyhNUpMOpoWHkb3fTojOVxliYMOAFWzcdQ/Z4Cuh5BGFdw3Wl830FthmTPVyn82UT3BYZRYvynB6Xvf1sjGUYWVTdIT9vEVyK8donElZEij/fHD3c9hls6sOeHLSKuNNFlFS0TYgYtOiKPMHLsPvz4DfP99ek1EsDWTceEmKgRGwI/knDSZUxT6+rALS+Kd757WqRsC6VTwhKjbH5xc1+X1o4d3wpFb5AoVSLTxShqMBzz5to9c8bP+fDA2aeEqJu8/NBXt3VTXs/+gx8IR5SJTRd9UYo31n7Sv4A7xefHdom6P4mvVXlrw/i81urKoZ+fm9c/6wUW+F/8A6es2SkYPiGsAAAAAElFTkSuQmCC) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhe2XTWgcZRjHf7Pz/bGzH2mzSZOa0OKhVhFB8OZJQVRQS6VIEWkp1JaKh5YW6UUsCAqiqEWLrSLailQFPfRkQQqC6EU8GKs2DYkJSXazX7OzM7MzO68XEUrT7C6NgtL/+Xmf/2+e9//yMHBL/1cdvHRS7Pr2TdGrLvNPmL94/pTwp1dQqlLP2nUHeOv0+yKuhRTkDZS0kZ71ynqav/fyGbG0uEKqQ1ZxyfjqvwfwxZGzYrHRJNu1EXqAbAikbtLznLwe5hf2fCIaic+yZ5N2HAwrRjGyHD20q2cIrpvArouviExNYswYx/EV9KaE2dbRE5MDhx+8ruGlR8+Jqu9Ty+gsaCX08SpDqoLd6S9eqxIeOPuqMEMDM9bRGwpuaiJSgd5WUVoKRk1G+SNmopxQLVbwnS5z+laWNktIuVmGI5WstpFnTzzWcwKrYr6z+6jkRCk0GkgzKswrJLl54g3zoFZoB4s00zKXpTJhqND1E4bSK2xqzzK8IrAbKnKz9xOENUI4Kjt4sQdaRCuVSB0LORcjtduIyx2i0GYuuotibGIlV1C687hhTFuFTNZAV/rL9w0v6sD+fdJmeZiClpKTG8QzMcl0lnQWrEDGTMZQkwkWghJLjfuortzP8uIoUsVEX5LQ5js3BwDw1Au7pVKaY6NvMDmrUJwKsJZipMBGjSdpdGRm/JCFMEM92Mxy/R5ib5yw3kaEaV8AfV3U18+cF0GrSRB4dNsJQWMbXnA3z/8y/vf545NzIhKCUXcKO/s7RqmA7OR5+qOH1/To66088OGT0ojnMlS1COsms+0JpsNr94wnoGB4YM4ROz4ts0GY8zlz7MKaC6m/qP6lH7d/LH6RWvwUb8JIt2BlCvzciGkSMGZobCtOkclPEZVk/GEDVdYx3BzCNDl07JFVvQZaRl4uwc53uWPDNBOFHyg5V7jdhY2awqjho2hXUSyZuFikkreo5hM8uU4it3n95FerTmIggKik4A+ldEe6MFwmcr9Hdb/BNS9T1H4lr8UomDSXx2jNbCVZHkVrhUSdFdqKx4lzn18HMRBA0+3gD0lUtptEdzqkIwLTrXBb/ioj1MhiYcuCSXmGrWKGXNhC93XaoUdAi0hLOHLxy2sgBtqGHQfKeodgi42R91EljUzXwrVdnIUMttTFVmRMvYPtxtQMn5YRgZkSpyHN9gKBpl3Ts+8QfvbSp2KpXqYiVNRtHfS0hf7bMJZfZO+7T6zZ59TpD8SSGlA1QspKRGfC4fy9z0kDTaBuePiGwLw6hmpVwHJQnQJ7X3u850fs37fnhjV9A/hOl2YSoJaWkW0VRbPZf7y3eS/1DVBTO3QLBpmhlKSrcfjgjps2HwhgxYyQlSyylufYjp3rYj4QQFkLyLpF3nho/cwH0s7v3u75k3FL/0n9Cbn8qm2OsC+iAAAAAElFTkSuQmCC) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe2XS4gcVRRAz6t/d1X1ZyafmfhBVKK4iMGAIOhSVwkuEoki+AkIWUiCmCgRXIgLNREXEZ24UhLcqSFENO7EgChRXItGg5k4M0nPTFd31/e9qudOCRozXb1w492+eudezn2/gv+jZjx94ju96+jXelKOVXviykWcUTlpfoy6E9sqZkpkHHr9i4ks1DYQyhG2MmiY/Uny1zNwfG5OW0UEoyX8asD7hz+qbaGegbhHOy/YZOSkRoBvtOrmr2fAyCOaKbT7N5EpgUwGfPbKh7Us1DLgVQluPI3MZ0mTJTKWKXRSBzW+gXNvPapVvoznFrh+CTImTi6Rxec58+T+sS2MbUClfVwsEvMCmTlkigglV0kq8GQ2Lm78Aqx8kabZJncSTLmIIxUiVxSxIrNTvnlhq/bWz7D14BmxFt6aPgL49o0dWqSXGQwS0gvrcEazjBamcYWJQ4TlLdK7uUdjs0tltMlFC8PtUFoByu3y+HMv/WOu6xZw+s39WsZ9HDGkLIaolQG3fH8v7aVtxEmIrmzSUjLVXuKnuz8nujPGFjdg57eRSk3SKMh9m6HdorADErvNqh3w3rM7BPxLC945/Jp25YjVJMYYdLD1NKn1C6VZoOIpZLwembkYoqJSIaOBi1zaQHXrAsqewSjuwo4FU/kiI+M3LuUNSk8wKBSRyNl59Kz+eN8D4qoCnp87qb18hB33WR1GzBbgX9mMqdajg5KimaFVQS8xaGiNoOKewUMC4IfmJ9o1HHqyQBqrLDcWoOvRckpcY4ZWGVJYIcLogh0wt+/+qw08duysXlq5SLfUBJVHpUZoC1amK/pqRMUAX+W4QqKDK2T9kqr6q/51wYC+kVElJWUZEbgL+KqD50zhem1MbfLMwV1/a/mfBJW7+OY6mkLhqgGtwERY01S5pJn0yONLUMZURYXhDAj8iAyDc86nutMc4PjLmGWFGko8QxGYKa7ehCOabD+w+5pr7ZoDJ46c1oFRomWKMYrIhr+Sp/OU6QLGvGRztgUr77IiJXSW0HbMz8V5gq5JEM7Sse7gweNHrrvI17wNAU498ZQW1Y+IMCU3PHLRQJUuORKZa9wM2qnkkZNn18wd6yB6+PgHAuDLl+/TsgopZRPNDFIWCIY0HI+GWY2DrHcZhe0NDGOb6XQLkbqdeadH6FzExWP7sVfHslrrOt524JQoCFnVEV4UYhlNPH8jdnjj2KzaTzKcgLyhaZi/0zUSrIYPVmdsTO1H6c5DbwvV9Bh153GsZYTjYDb8sTn1DQC5HXLZ1yjl0JIWe17cPlb/Jy7AaW8kzYdg+MTCq8Wo3QKAvXv3iLLZITIdRka7FmMiAwAqnCJSOZlwJkXVj93vfjXxP+J/Fn8AdU3ELrDDwOMAAAAASUVORK5CYII=) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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97%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73182 1.6666666666667s linear infinite forwards;
}
