@keyframes rwdcur73231 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5klEQVRYhe2US2hUZxTHf/feuTGTSeaVjJN3xplq66S0WqhiIbaLiGAppJhAMH2Am2IfCjVCRLRNXAghFF9tXAmtSRctbYVCwHalLmo3mmqSamWimSTTyWNmnInzvPfO11WDkUTTbkphfsuP8z//c873fQcKFChQ4P+As7VPbGw+IlYbv7H5iHC29q0qXn6qeUuv2JK7ycx1wQb3oacm3eA+JGauC7bkbuJs6V110cub7+4VB7uaxbXLsjjc1ihaKwZEu6t/xaTtrn7RWjEgDrc1imuXZXGwq1k4dz+5COnxg/IvBoUznCAVyNFWd4k971yByEMiEwpX+3xYxgeIrblL31zHEm2na1A4sutJet+iqTNAeYMB5aV8/dV2vp3cSYmviGillcj7S3VLrsBx9oLQR0LEbqdp9l+ka18QVIV8FrIpCW9LGLnqDK6sm07nucXOOp3nhCvrRq46g7clTDYlkc8CqkLXviDN/ovEbqfRR0I4zl5YMhHpUXNjbAI1asb/4o98/ME43nwRiXgS48YMgWEL4UkrD+aLcQTexAhsJVQ8giLW4M6uR/H9Ssz3A/aKDJV1CXybkiib3VhtFsblHJ997mXstzfQnGkUfwOxD9+WABQA+9kBUTkdx5gpwvPad7zy3i2iqk5Y0fHqdkZ/Urj1SyXRaRu5RCkLZg2LYmNuNkZlrga5bp5Q+TDZBYN41Mx8xIJilql72c4VS5z7ahbX1jCJRIT0nZeokHPo7Xs+zQx9322y9pwUTKWQ5zOIoIbNniYi64Q1BS1u4pvL1cQGX+cZs8BWDEXmPNYHVoxgKSk9QYAxfJN+ispeIGH3kNNlQrPw86CEw3OD2ldjqDYDVTWw2dMEg0nkEhVECmvPSSEBlO06KqyxYozJOar0WuqPXuXB5lEykfWU3N/L1TMzmGdnqC412CQsbJh1Mq79ziCnJYAO9guvupE/1kYZlpKEHiqk17pp+shNynOe4vK72G80EjzexJ+mKZQ6FwlHhoWh49LiG7CVHRC1pnrWqTZq89Uoh0eZ8Encu1LHnUtxmI/yfEJil2ZjQh9bNP+bDvaLBpOfITXOiFVAhZNnd9pYt32ShoDAONHIlBzinhZnSg8SXzglLfkF8YVTkltT8WQ8WNKCmu5tTJ9IkornkVSF+jmZHVrZsuYAg5yWJvQxdmhl1M/JSKpCKp5n+kSSmu5tWNICT8aDW1MXzZfdA4/ySclF0W8exXgIew0HIf32suaPT6La9BznlRhKKexLN9KdallR88RkAMfUL4Uu0it2vlIRDSY/JslMj/buqjRP5EDtsX+80/+NpkCBAgX+E/4CBuGrTYVpHkcAAAAASUVORK5CYII=) 16 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhe2VbWjVVRzHP/+H/e/j7t29d383nKZ3TzptyabMmCGW+EJQSCh6kb3IAtFgL8KhtrLIDJ8Wm5APkCWYUATqayMTIUioQcNN3daajsUe3Hb/9/7v7v3fnXtP72S3cBv0IoL7eXn4fR/OORwOFChQoMD/gXDzaVm3vk0udr5ufZsMN59e1Ly60EBJ02lZu9ZADEJzWeuCps1lrVIMQu1ag5KmhUvMWyDY1C4bt4dRd/az7phOo6zngHnuqaYHzHOyUdaz7piOurOfxu1hgk3t85ZQ/r4QOXhFhqfi2AMCn9fFs2+FGNW/5/GS22z4eSOvHnmHEVc/LROv52nPmFdkhVPDdx9/zi/P36F0fDPlYht3L06TnHHwV+tMhQNMnsjX5Z1AqPWyNC3JRI9DfFBFzPrRHJ1ZxSZXZtG77yq32jtZmjXpCJ9/srOO8Hm5NGtyq72T3n1XyZVZzCo2mqMjZv3EB1UmehxMSxJqvZx3IvrccNE/RGwyiNPjkLJ0cmkHe6gIp34Uj5kioikM775BtxCsevcVPgwdkYZ0Y6YidH92keHdN4loClkzhaOMYg8Jxn5zSI1JPDGHmDaFiFiEWi/L6VNvKE+uoKT1a5m9/wfqYy/02gRmszg5nZRws3xrCf4Tx6lZbROWGl6pYEgF6+Uoxo8bqKaKey9+Q+D6EBlFMqNIppQs/ff92AcPMfxDDI+exqUK4kUarPGTK51BWx0ldmq3ogX2dkhlElx/WsjhLMtkhlK/wCyepdJM0hD8lRe2TbHN46M8p7MkV8T49RpWXtjBo/QjpnMWtePNJCot6quTRIWLJqeYUksjeMPGp7oIuAR+Vw6PlNgzEsMQ5HQPRvPWjxSA4sYPpDGhEsnEqRWVhINJvBVjaAxSvqmLFS+NIJ/xYvlCZK75cL/3Jn32Q85wVgFoYb+s9a8g/elXGLuSBJPTKI9meHizgtGfGslSycxIGVOWjz59kEkjQMbMkeg6qqgAia6jSigWoya7nE3RKhomG6iWETAHKC5NoTkKRXEbeSmO5/CevHCAM5xV+uyHeA7vQV6KUxS30RyF4tIUmANUywgNkw1silZRk11OKBYj0XVUyXsFA4lOJZLW8fYZuIWgrnsL5T1RDLdACJW7J73ox9t4kBzKC59b4kFyCP14G3dPehFCxXALynui1HVvwS0E3j6DSFpnINH5RP8Po7l8W3xN3nluLwTSVN1+/6nhc2lhv1zlW8nvmz+BuJuN3Rd4LbHrqZp5zQC+dH8hM7kUvZl7C4bPLbHGqMNQPexJv70ozbwcWXZo0R/Rv9EUKFCgwH/CX3MOo9QfRXBuAAAAAElFTkSuQmCC) 16 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8UlEQVRYhe2VTWxUVRiGn3OnM3fmTjuZTqcMbZmS/oElY1EpujJd1RpTSYiwaJCVBoMmrKwbUGIIIaksoIkCBleUsABDFCQi0WBwU0PRQKHUUhpaKP2dGefv3jv3zj2uJIwibeLCmMyzOsl53/N+OV/Od6BEiRIl/g+Emg7K9a275XL161t3y1DTwWXplaUEwfo+WZ1JUP5Q0B3pXfLQ7kivLH8oqM4kCNb3LakXS4Wv80wSVTTseIB2qwG3J8X78zuf6DtYfURa+QBX3ROUhVJMOTlu5etJTn7wjzl/26jadlKGsikyI3li2jCtfj+zsyozCx6azRreKWtjTB1l2/xbRd6T1V/IFnMtx+zr3FEfsjKcJxIxGclmGc7FKG/1EPcHWDy5rchX1IJgz4C0x6dZHNbpbLxGQ+MQisfEthUypuCKkeO4PkpNNsTR0IFH13s0dEDWZEMc10e5YuTImALbVlA8Jg2NQ3Q2XmNxWMcenybYM1DUlrI/F5U9J2S9lWVqXtL13PesfnmQwmyA9M+LZPJBUkY5uqPxlcvhdzHJFt3P3sqdUpVeqnQ/x5RJLqPhdjSk4ZDJJyiIRcJrkrgi39ClLXDx1w6iq7KInhMycWq7eFRAsGdA2ncnuDfvY/OrF1j92k8oNijVOl7rBvMjMVKBMMLvwRdSGFIrWH3nPk46RQ0BrlZYDDXV4TMdjLhDKutlXhq0PX8Dd2wWl99kbfNFvBeynP22m0L1HMGeAZk89aYoC2w6JJnJ4U3aeJM5wnWzlIVtbAUKbkFso48fNozwovIs6rRET0hyZ6/RkJX8Yqe4xV1aMy6iZhxt8wv4KgVmrZ9p5xKxDT7GsnmEZVPmQLhulopkDsNdwJrJEdh0SAqAiuiHMphTeKlFJTzuY1XvEVJb5shpK8n4db4WBqHrGwgtxKg9ofDKOYXbxhj9nBYAu9gqn/G28N3rDtPbHeLhYeJtQ2ySXsqzPrTcDIEzK7j/yU4WmnQGx0ySmkN6ap9QANJT+0RtPknVvQpWOBptff0ELjcTVQvEXRYu1SDRMk7k5gM6zztF4QD9nBa3jTE6zztEbj4g0TKOSzWIuyyiaoHA5Wba+vpZ4WhU3augNp8kPbVPFL2CwfRhEUxL2q0mXLpFR+8e5s6sIy0KqI7CxnNRuvbXMapPFIU/XsSoPkHX/jo2nouiOgppUWDuzDo6evfg0i3arSaCaclg+vAj/1MH0ZeVn8pLn51nUZp07Gjnt8yTwx9nF1vlmvIGfvz8KlVCpfPdbt5IvLf8QfRXjmt7pSUNRvS7S4Y/XkSrrxG38PJ27uNleZ7KR6t2LPsj+jeeEiVKlPhP+APmhbfrulRNnQAAAABJRU5ErkJggg==) 16 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYhe2VTUxUVxiGn3vnDvN/hwHuzABTDJQWqEVqmlZMaGzSuMEFSXGnNTF1wUbDQl1U02JMmtiwQBOrC7GJoBvTkpCYdGHZtpXURI2kwRaBCIgDOMyduTNzf+Z00aQNiELTRdNknuXJ937nfU/O+Q6UKFGixP+BXRX9orvllNhqfXfLKbGron9L9fJmBe1qv4hKLuILEidixzdteiJ2XMQXJKKSi3Z1cxOvNNCu9ouY40Mpi5KNabQVAlzSel7a9JLWI9oKAbIxDaUsSszxbWpCWr9QWXNd1ATSVKZtqlYtypwQueoAxnYPDcUpDv/4hEeeZQ4kh9dor2sHxRuFSr7ZnWBKbsD/sIBvIYvp0lkKu1lWFeazKsvzB9bo1pxAJD4kGkIG/mSBuJFCNW1kIXC8Mt5WhQdHmrjWoxG1JS5X7Psr2eWKfSJqS1zr0XhwpAlvq4LjlZGFQDVt4kYKf7JAQ8ggEh8SGxqIxIeEkp3Gr+eoD8xRE8rh9mdAWDgVMittsBSZZfSQjyunY1TmBF9EIuLL8g5RmRNcOR1j9JCPpcgsK23gVMggLNz+DDWhP3v69RxKdnqNCQWgPDYsPNnH1Ml+Xos8RCvPgOUmbASxUzb5w1Eev/cIoyqP43Nx66hKZCJIcFinmp8Y+6SbW0dVXI5JpiZHZilP0+FteJ7MES5PY/szVLstlFSaXPZNZrPTlMeGRWrxoORSqwaEakG1Z5Va4ZCofUqhYQqzepHnddMsdv7CzMd30WsUil4LIed597skH341wqyZ57lTpOW3GVKNdTx920HyZCiqC9i136IExhH+Z6CtUFTTqEYIe1mFMhvb9EHwoz5Xwfj+TL37nb6ELBHxpHgrWUcx8TtTr8+x1PiMp62LpCNlBNzzQJH3h9N09Y4yqWf42kb6WXCm0Tb7PvhhkkI0wvL2ZwTN++QMHdszg+POY7ksti2Uk7i7m+eeZRTbg2mvMpv6TJIB7ulnJc1MsdPSSDT66BhrZ4ehYMSy2P4ikrVCs+mi6WaezpO3mVzNcMH5+wVdcJAmVzN0nrxN0808zaYLyVrB9hcxYll2GAodY+0kGn3stDQ0M8U9/ay05hJe1c9Lcj6JOpHEKejsHdxD23gYWwGKJtxIs7/3zgubrzexv/cO3EhD0cRWoG08zN7BPTgFHXUiiZxPclU//4J+Q0bCXaL7XEh0DgTFRS0gjrnYdLIdcyEuagHRORAU3edCYiTc9c8G0XoGfT5RKBP8mslvmPxlJpqDXjymxKe53NbSvorP6xNb/oj+jaZEiRIl/hP+APYXqN5A6+KFAAAAAElFTkSuQmCC) 16 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2UlEQVRYhe2VS2xUVRyHv3vvzJ25ZV6daafDzBALCKWliZFFFaagjYlpZGGISY3iY8WChcRAWFSilph0xYKwEGLcaCFIoiZsjBtNfKRYeTTU6YsSnAKFdqbT0s7jzr1z7xwXRKTKYxIXxmS+5cn5Pc7J+edAjRo1avwf2BM8Iva3HhLV7t/fekjsCR6par9cTfhcwsA9l+Zg067Hmh5s2iXcc2nmEgbVlHhkgT3BI2Jkr5OhL55kpD9IO4McX9v4UNPjaxtFO4OM9AfvavY6H1tC+vvCC6FTojG4TLBocenVVVzpb8EpUtSZ12gdGKXv82+YklzsHsqs0J56plFsEAZ9b73E+JubKarrKEvNbHxvki1nCizUOcgs+Pguu3uFbsUNdNUPCM26RSBrkOz2MtWbwFZcyFg4RZrrPR0c6IkS8VucSATvnexEIigifosDPVGu93TgFGlkLGzFxVRvgmS3l0DWQLNu0VU/IB5YoKt+QEhWiqgsU+zwUGgL4buaR7bcOO0lVPMG6eIwF3bG6O1UCCk6H26rF/3bAiKk6PR2KlzYGSNdHEY1b+C0l5AtN76reQptIYodHqKyjGSlVpRQALoCJ0Vs9TLhvIQn7qcSCeKYBu9UDqGZuL3fcm3hNku53ymXFplZ52B92cYYzRGrM5noWsWZbj9WOU+xlCFvQKSi4zm/nubTWRrGK/hUN56ywJOroK22CVmv96VKXx92bPUdFUFHkQ1xN8bsAi7dgy9pssasoJYqmN9P8uUbQ1TaF5E1CaEIWgaXWHNe4bJpMZaFll9NWsVtJrf5kWyJip5BTqbpObkZNR/FdMvYqoxs22hyEVc8gJ4pstV3VDjOLb8rveZ9XxgXFXR1mnB2BNOM4dVb0aUsOXGFHTejCKFzM7zMlknBK+MyE7cLfDJ69xHvoyDeser46o7BpRaJeNrHjpkoRm4MT8bCL0LktHFUdYZplwcu2qhlm3O5jyQFIGn+eHiLo6lvjSjjU3Ns9J5lqaixoEqU/YtUAgVMCxKlCs//tszkrM6x5F8TNJTm8Pq6ct92XaLBXU8lEySc1XBkXFQMBS/jbAqfpkQEV1lm3prn09zH0j/G8JjnOdEWHsbQbAIeuDy+nelGH2bzDN54jsjMFSZmSyvC72dfO2JTxM1sbCO5m17UVIwnMss81foTd/Lg0hXG0k+zL//DPf0Djf7k7LOamMg2YDRphB0pxubNh4bfX6KtQSVtNeOa09kUmuflX/SHah5pBvBZp1PoimAsaz02fEWJkAPNlnj753JVmkfywYvxqj+if6OpUaNGjf+EPwC4V6yDAxhvngAAAABJRU5ErkJggg==) 16 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe2Vb2hVZRzHP+ece8+5907v7h/vpptud2qbSrE0kswirEhDKBOkUBD/pOULIzOJmH/u7EVoFtMg9yIiKUGDLEShNqMQixYbQ9quc0tx3v3RzXnn7s49955zdp5eaS5zG/Qigvt59fDw/X5/v+cHPx7IkSNHjv8DB0J7RdXcjWKi+qq5G8WB0N4J6eXxBPuCO0W8vBGpN86O2YXjhu6YXSik3jjx8kb2BXeOqx+zgf2hXaJuRTMn1mXoWA+VcywOr4rcN/TwqoionGPRsR5OrMtQt6KZ/aFdYzYh/f1iV/io8IaGyEsPcnp5Mz8ulfH1DRDsvsWreRrPmefpSGqsqekf5T36ZkQ8EMxSp1byqZ4lWZxPuiDMku8dlp+ej+4LYNz0897AmlG+UROoCn4hJLsHz8AAp9Z2c2ZDFEeVcZkjeFMmjQmLBqOMaRGD2m2hOy+r3RYS0yIGDUYZjQkLb8rEZY7gqDJnNkQ5tbYbz8AAkt1DVfCLURNx3T7sKT4ubCmBP21Q93qa1s3LUNN/YA4N4jYsZpleoraXzriNkxekqPwGezYHhaYIwn6D31umkNDdRAt92EIiaVgIbRKqv4jW12ajSOd4ttYh6bvOHt9xUd39sgSgAOwMfCnMkSsUYHNyk4urbz+J5rGIeASKXURFXSOVl9K4O/pRrqXQEw7CY3FD6BQXmqSuqPT+qiHfNFD6UkzJSJhCIfvUCxRP9aF4vdxcVEGveY0FTTaD2SRLtPWxs5kT1a6t/hoxiTRZt45udUPFMxjawziyxkjWRV5PJysbEgy1/4wp54PskFfejFaaZeiSTfwyzCvNEAgI9Pb54MioFzVW9i2m5sXF9JeVomg2spOFil506wd87mK0bJqt/hqh/Jb9rnqRuyKWFxokE+ijsvFzDKmEy/4FWG0OgfpWHstMJtA5hNsQuKbXM2mZw4Uum0++QmpooXrmDCdW/JBATlxlct8jBF0lOA8upGnYYtBTwoilsvDbr3m+9h3SviA+RWE4NcwHqd2SAnDW/KV6ntUeK8jvIr9I5mm7nv7hmVw3w4TaupgBTL3lpl98zOTVEm09NoeO/bVBDS1Uzyp1YtMeVUi1thMJryZRFuTSiIMR9vP4xXq2XNiGaQkYukJXz3n2p36SRm3BwVRKcoctotEMQtXZrm9hadMRVB2SNrS4ThLcJO4pfptDx5DaemyCmwQtrpMkbVB1WNp0hO36FoSqE41mcIctDqZSd/z3BN3NN7F8ce7qdvL6DArnfsTFRPYfi9/NG68gKmZoXL/wFnqBlydKPuSl2K37esYMA/jsXY8wHYd4pzlu8bubmFeqosoyG97PTMgzJru3Tp/wR/RvPDly5Mjxn/AnzlS/LNZri9sAAAAASUVORK5CYII=) 16 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8klEQVRYhe2VW0xcVRSGv3POXICZYS5cBnDqdEDSUhJsmkhT1GqU4AMm7bMEMTFRGxOsaSol1Aaoptr0oZBoGxMTK6JvhqZqvFSLNZHWJjRSSyGlHe6XDswwnGGYyzmzfTBppNJC4oMxme91r3//a6+919qQJk2aNP8HTrgOi5ayBrHR+JayBnHCdXhD8fJ6Acddh8RA5TAicI6DZe51Nz1Y5hYicI6BymGOuw6tGy892LxFfP9KmJ/25lJ29jzN/iFURWJfd2BN3am6PGHTBcd8W7mxp5pneuap+cjOW8F37+vzj4V3crqF2bWEKRrgu/oQF1+sIBIZQ1mY47FffqTTMcvNBTN1769OorspT5TmxGlcLODKk8+i57ixWr3s/nSA57qcJLLyiAezObxQt0q36granV0CbRolNENPncL4/h0oxixIJZDiMQaLy+nQC3Hnxznd5Lpb3tNNLuHOj9OhFzJYXI4Uj0EqgWLMYnz/DnrqFJTQDGjTf3msVYF2Z5eI6mPkGTV6njIz9sk+TKkRlsNLzPm/wnLLT/ZsiIzFCHucMXZJt/hjKgOzLCgtjNMnSjgbyiDmsLJU4GS5xIfb9zwWezYJ+RG8L51i789xAkkDWYqXI6F6CUABOOr4TGQWhHHqUT6vKmCo8VU01YSm5+GwzKP8eoGCa7dxB1dwJwyoaiYOi0Jo/g4PFSaYZxNXp3KwxQWZ4SjmeRVZycBRXkU4WEF8ysTc9p1Mz9zmiTsRpFyZ3doLrRdiX7YZDmSfFFai6PIiy8JPyrMFbVFGmU1iiIRxnR+l9lo/otQCdgspk4Fs+yJWMc5SVGNwBLaVTrA9w8ZS2IGc0GAmhvRDP33nRwlVe9GtdvQMIymPg+VLlzDKMlZMHMg+KZS++LdtlcbiVokJ7oibPL70BUrUxnJQpqjvNq+FBJarARKTl1EiMRw5C+R7RrkxkuTDbqTLA7QVe/RWX9EC8kwc0R/GPDCFZ66KXbkVjIwFkBIqO69/Q+2VZmZUHXMihRqL8J7aJt19A2+4bOJhjwG7z0jRphS/iWYCYyXs9s8THu4lyDTSo33Ya5MM+jU6u1Z3UGM9YpvPQPhrI+L3Xbgowr7laS76csnz3qJSOsb0hEzYn2R8UqMjqEqruqAjqEpGd5LNvhjCskK1t438qTOkoiqKZEL29WKrWdscoLMLadCvYatJIvt6USQTqahK/tQZqr1tCMsKm30xjO7kXfM158Df6TmaJa5/kAmpCM6XdYYm1za/txJbPQZCHysgWyl/fYW9b0c3Poju5Uy7Uaxo4r4nv18S23wGMg0SDUeSG9I8kCNvejb8Ef0bTZo0adL8J/wJ+7ewg6ploJMAAAAASUVORK5CYII=) 16 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe2UW0ybZRjHf9/X9mvLaDkUaCFA2dgKBRM1zhElM8aLBWXLrnAqZosmS+ZGWGJcos5NnMnmBSFjIYMrDSJeuKvdLN6wLGYuMcZTnBxaTm0zhoUCbSltP76vrxdmZOwA6I0x6e/yzfN//v/3eQ+QJUuWLP8HOgvbxWlvi9hq/Wlvi+gsbN9SvbwV82CjE5EY4tRu56ZNT+12CpEYItjoZKshNjRvaOoWzpsJsb+rT/QfdYreE8WPbdp7olj0H3WK/V19wnkzIRqaujedhPTgwmXHoJAKo2grQQYrPPjefQNTlSCnSsX7TTcduZ34Z820vj+3Tjv4WbHY5UrTsfweI6+eZGVaYXVawtP1Na0hH8acSsRCHscjret0646gp2BAJLQp0hE/Q9W1+JsPoK8akBUwKQsE9x3j8PxeXG6NvguFazvru1AoXG6Nw/N7Ce47hklZQFZAXzXgbz7AUHUt6YifhDZFT8GAeGSAnoIBsahNIcth9D31hMwO7KEgclzDZNNR1HHCyh0CzW0c8rtxOJJ8/EGBOP9RvnA4khzyuwk0txFW7qCo45hsOnJcwx4KEjI70PfUI8thFh8IIQH05H8lpNIIqZkJ8irK0D0eIhkZf0LiB/c25LM5TMbCJNOLCD0NGZXGax08F4uxsxq+nLdx6+VPQFaQDGas5gJ22EvInFuhIZBg1zaBQ85g8PmIhmawlFUj7jpoW3pTMp6zXxSKMYqhfIWF2Ulyk5B3G2xqkspUDO/ULJ+Xq2Se2I5stSAMMsqtK7zmTPP7XY3hEXi9XuXna72oz7cg6RkyyRTa7SnevqFQtuxCttiRFStRfYYVeZL88lL0OSPn7BeFBHDG9pYwmO4Stf2Ce3sadUwlb7aRhBQjUjtN8KV6vnMoxEqKEGPXOO9JMTq8wqXLf0+w/Tiiti6HD30WpJpXsIfneSGiUnn9DxyjVWwTdqKu71FqFAJTZvLiT6OvlvJp/Atp7UaerLCJyiojeTtMVLiTTH+bYnbMSMpbQvKZam6k4yj5f3LEPcfYSHLN/B7txxE1Xiv9gWLUJScvmm1Yf5rAMhLGVaNR1WQhFLASnVwlOK3RHYpLDz3DSy25ou4pmbSik18Mv101EJgvRt3pQlTE8ZT4GB1OPWR+f4jaOgu+sAcpZEMZn8VdNMeTB3WW5sCsGhj+NUP7leU1/SMb3eNqr1WM/lhE2m6lpHqa4RH1seb3h6jzKoQnqjDHktQ+O8/Bd5KP1WzYDKC/xySSQjA8om1qvj6EEaskcaRtdUuaDTl7pvwf/+n/RpMlS5Ys/wl/ARRBpn4lV4hYAAAAAElFTkSuQmCC) 16 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe2Vb0hVZxzHP+f+OfePmvevOjX/pWml1sZYl4GrlrR3izXyjRIjgrUXa/iiICLbimIxo9ZgNhkxst4MxmgjxpZMN2T/ioVKzaumef0zr0e7qVfvveeec5+9CCMrS9iLMbifl4fn+/t+nofn4UCSJEmS/B9odO0Vh9bsEMtdf2jNDtHo2rus9YbllCu+coTazn5f5jOH7vdlCqG2o/jKWY7EUwUaXXvF5dU+mqr2cG3zSco3QFO9d8mhTfVeUb4Brm0+SVPVHi6v9j1TQnr0w+fuSyLuUtDCg/jXreersk3M5qzEkqWzbeoC9Sv30zdmobZeWZS9dNorSrJjnB7+iB/cu4iNG0kbHebNnp8ovdmJKbUQ810ve6ZqF+UWnUCzs0WEND8xpRd7WQXXwx5McRWDBSSnRMfWOo5PHiQjL8G5U64HOzt3yiUy8hIcnzxIx9Y6JKeEwQKmuMr1sAd7WQUxpZeQ5qfZ2SKeKNDsbBFBzY+BCax2SBd2qtw61plJjGYdOT+BXKDRW7OdA4GduD0RjjQ4xYmjDuH2RDgQ2ElvzXbkAg05P4HRfD9b5dZJF3asdjAwQfARCQngfO6XIhjpRtYUZHWUVGQM1lRMrmzaSp6ntWEzKSUjxJUsopYEukng+dRHtR5kVTE038lCeedXjJqENWbA7B1nri+X6qPtbOm7gXZ3jEQ0TBgVVc5BNXnJtFWwe6RGMn644oxwpEaZiPvRRQBJa0VEUolGrzA9/xtxRxedawXDsplpw13mCZH47gT7HN0EAjGmQwk2Felc7RlkpqCAkD7O1L0prANXebHtDPR+ixa+gaalEzN3EDE7UI3gtaWzMbHtfQngcFqdMMgTzDg7KSiKoo/HuDdpQM9MY+7lNXztWcFYZSVxtxf7jxc4ltnDHf8cn5y9f4Lv7kMUlKZwOFjG/Ku7ME8pZHd18cbkDCm//IUxOIvDk8CYZeHOgJUVofUk1AyOzV6UHtzI94rSRF6hifQiM/mrIvR3WxmYzeDvvEx+t4BSUog28DMf5I8tKl9gQeLIUDamolfw9g2yMQbPBYIUpU1QXBFl6LaN6YE4gUGNjwdmpcee4dnaVLH2BQMxWceZI/FHVy5tihe/USDJ/bxdOM1tf+Sx8oclVpXa+GwwHaEWU6pLbPEqvFQ5QmhUYFGN3Pozwb5L4Qf5Jw5a4JuLdvF9fxmByBzV+UP090SXLH9YorjMSutQPnm2FF4r7uH1uvklM08dBvDFeVlE4oJbN+PPLH9YYu06MzazxFu71WVlnsqhhtxl/4j+TSZJkiRJ/hP+AZ1vn7pJv9+PAAAAAElFTkSuQmCC) 16 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe2VT2gUVxzHP29n/2Wz2ezOZlyjLklITDFVW22KhR6keChUqsRDLBgi9CJecigoRqnVCj2Zojk0erAXtdRSFC2W1hZ6EYxUWhW7kKSapZHoZvNnspmZ3dmd2ddLscZqEuihFPZzfPy+f97jPR5UqFChwv+B4/tVeeDQGrnU+QOH1sjj+9UlzXsWDe+NSr/byiiP2bIvsajpln0JOcpj/G4rx3uji84vWKDvYK1UrY003tjN5qE9GOskLQPaC01bBjRprJNsHtpD443dqNZG+g7WLlhCPLtw/r24zEVVHM0gEKymLrUW7/13sSdfJt0+yLEPDhMYCZHd9XieVju/XNqrLT789GMab71BoO43nOZvmGy7h10w8WbDRPRpdn05NU837wTOdsakbNCwY1lYniMcdRARBVGqQjETJK/upedkH67mRz3V8GRn6qkG6Wp+ek72kby6F8VMIEpViIhCOOrA8hx2LIts0DjbGZPPLXC2MybTjsN0UGcyajMhTfRQBkc1cOwI5bxGTijEr3XRcaaXfNwl9lGzjH7SJPNxl44zvcSvdZETCuW8hmNHcFQDPZRhQppMRm2mgzppx5lXwgtwrjMqR6VDaLWHB548GVMQtIPMWCXWx8eQ1iqm/F5mlRKWkPiud/NaIsWg/2uoD7Dp+g5817t54JOEvCUmXS9xaxUiPkYqW8IsBCk4AkPJk1ztIf3A4VxnVHZ9pQvvia0RaUXA8QeZCTs8tBWKbhijqJAxggzNtRMISCaDBqGSglcK1MYr3G79EeeuCymTO60/kFzTznR6G46QWD6XOimxR9rx1TgongJCuDws24TDLormxyqWOLE1IpXvRuyjr27yHSkt8zCi+8gly+Q81RRnk9iFV/j9bgu/3I/h6j7qffBH4gK3dvZjDGfhs6zgpnW02CKOpN+8gxzxos40M5KZ5VfzEUXyhNQwNmWsuEU5VsAY91GruhgFh4NfzAkPwLGBOXFbL6InXULNTYxtmKK8so7p8WryZg2iymbczjG44iJj3acxhjPQn/37NvdnhTGcYaz7NIMrLjJu5xBVNnmzhunxasor6xjbMEWouQk96XJbL3JsYE784xmu7Q/LXJuHWdtF1kap/6mDzIU2zKl6fOt/Rmy7jDk0MT/8aXo0Wf3SMuSV7ZTuvk51/BGJnSkevXUJMatTG1CIpMrc6zGe6J9v9Bc1lxpl1eUdFLLgvvP9wuHPlFC+fZugBvntF5nrSL9Qs7AZEPy8SZaLUEwZi4c/VcLfFsbjh8L7o0vTLMSqwxuW/BH9G02FChUq/Cf8CdYbtv6wN6VFAAAAAElFTkSuQmCC) 16 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe2VS2xUVRzGf3fuvGc6zJ12bIdCMwxFi6EMRKJGpGICkUYXJi7AsJOQNCzYQYhEO11AwsOEsgA2rGgTEhHY8JCaEJTyskGgSNvQCA72xXQezJ3euXPnzhwXKlAjpYkLYzK/5cn3ff/vnPyTAxUqVKjwf2DX/oDYvHOxmK1+887FYtf+wKz0lpcJYnv9ou9RNfekMZq31b40tHlbrbgnjdH3qJrYXv9L9TMWaN+jiN6BKBPaWlRLhPgyk+DhxheGBg83ivgyE9USYUJbS+9AlPY9yowlpL8fdH9eLbKuAKovx6W+FTx4uABlSQnhGuS38C9k3g7huA+JjVemeYPd74jCIvBfG2PewwhSvon0XZkF4Qe8t6KPqqwXXz7Fxt3Jab5pL3BshyJGJZOMJ8mFs63cONNKseDAJhcpWhLUjxex9/czFZIJHGl5erPAkRYxFZKx9/dTP/6H1iYXKRYc3DjTyoWzrWQ8SUYlk2M7pr/I0wJd2wNCrw5jKDK959Yz3LMBaSqIkXNjk3NY7Cms1izRkQKewatoNVaU9lXCv/tdodVY8QxeJTpSwGrNYrGnsMk5jJwbaSrIcM8Ges+tx1Bk9OowXdufLagM0LXDLx4YJprvCT9/20by0iacwo297EGUyzjfOM0cfxzFq+Nxm0Qoc1edxEj4MOq9lJ5c40MKuBwlPPYiVllHK5TJ936EX1tIQPJTjr+FbtrxNPaQzphsWu2Onbysd1gPbPEJrQp0h5NRrYSRbSBa48Nlkwl5LaiF+YQnTzDSnCAtVAqlIucTJSTfUsysCvcmsTYt5072OuuCMg7ZhiJVUT8U5qF/DVW1EmO5MvliiZFsA8Oahbk+G5q9yIEtPiGf/7HQsXilLfbYKlOwL+JW9BQ12XnY1eUomos1WTeOpA+PN0FdnZev4xr9NVHMgRwcuiNxfaKjvDAQy8xfiBid4pM5TQR/epXai5/RnFpCXNiYdMikXzvNzY/beYVGdJFCN4p88ZUqyQC93xsd0lI59msgSbrKyv0PhljyOMSb918nZMi4Zciok1xWHnMqFMAcyMLB28+2+fpERzmixCbC86mPu4j8sIKGVAtOrQaQGF55hpNtB9B1lbQ5Tmrc5MReVZq2hDc7VWnEVkKPKGhlQXfbUW61HMdeBqfh5UpDikN1JsWBzPThf3HwtlQcyHCozuRKQwqn4cVehlstx+luO4pWFugRhRFbiZud6lO/9fmM3NacBEMATAH7vhGiOuPEIEfnqkHyQ6l/Hv5cifzWqOhcNcjcZA92vOz7tIv06u9e6Hlx2J+4jr4vREFGH0zMPPx5tkaFsymI5CiR33Rxdp6ZmPflull/RP/GU6FChQr/Cb8DoOu7cy8ZlgoAAAAASUVORK5CYII=) 16 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhe2VXUibVxjHf298kzfR5E2MJrEqqauKxqItDMpWVlDmxWCMYtdOmQxG2WBXuhYKYtlKGYwhvVApVNguBq2yrayjjIII0jFGt5tBnSN+zmmoX4mNJn4kb97XnF10c7rWD9jFGOR3eXj+z/9/nnMOBzJkyJDh/8CFa27ReDkgDlrfeDkgLlxzH6jetF9Ba4dbbIyfYlgs4r/k27ep/5JPDItFNsZP0dqxf4g9A7R2uIV54CInBq/jH2gjUVOM58bJXZt6bpwUiZpi/ANtnBi8jnng4r4hpH8u9HbnibjsZsZIoHzTiHmhjfyNFD9HYgyWf8XSp2MoExqR5js7tJ7eM0IrV8h/t4KXJ97geY+TpWwLesEnaA1fcli2oRpRmlse79DtmMDNzlwR0gxm9Cjevgbqx66SbcgkDIN1Tad0qB57ezmpgjzcPWe3dubuOStSBXnY28spHapnXdNJGAbZhkz92FW8fQ3M6FFCmsHNztwdE5G2m0/HDeI5FgK3X6V5pIcFSxbfORNMr0T5YWmOlaxlNEucpVdGWH5zBuuvcYQioZU7yO07TH5/ACWl4trM5aX8QkpcbmpjNgpSm/QG3mPk3D3U9RQlqsxb7y9LWxO41eUSmqOMaI7M0f4AtaHzRC1B1PQjqjSdSUKEHRPE1RC6PUzOAyfu8QpW1xOsuXNwj5eR88CJbg8TV5/UThKiStNR04+IWoLUhs5ztD9ANEdGc5Rxq8slAOTOK6pYs0E4aWJqXaJGthF0f48wawglRuz0IgtzAmnYRdZaNnrCjH5cIuqKYMwkIThHtELGXO+BhwKzTUeyb7BQfY/RQon5uz4kzYmkKwjZxtS6RK7VhNcGnVdUIQG884FDzJlk5lYsLJSkaTfVcTimsRoIc3d5iJGQBWvyOE6tgrDLzsShJZKjIei+/+QIW+qEtdJP+Xw+3pU1YsoYSetDAv4Up3OP4RjxMuNU+Dh9n4JpE4WuFIVpg88+WpW27sCRVoeI+2VMziL0onxe+GWRiqLHDMcihCMKuubDsFUS8npIBWf/Nv+LljphqSrCH44gJ0YxK4t4PRrVTg9js3n8VOPDPLtEOjaLGjKY6lqVnnqG9u4jwlT1HJuaFcnpxDz0NdWbGvG4hd/Mh0g4X8QILj5tvi2EXOXDFvuRUn0eVU0xnKWgH3sdEYuRpSRJB39nrWVqS//sRn+ifNsksiZvk9IlsJ/BGI3sbr49RKUH1u5gMQs2y86hvfbFrpq9mwHy502CJHvv/FkhqnxgBePt3c0PTPGHTQf+iP6NJkOGDBn+E/4AFMKeyC3mLGYAAAAASUVORK5CYII=) 16 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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96%,96.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur73231 3.3333333333333s linear infinite forwards;
}
