@keyframes rwdcur53200 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIUlEQVRYhcWWXYhdVxXH/3vv83XPPbl37p2ZZJhMMpPJdIzTok2o2kffhCKCD75VKGhALEUUavsiqOBTK1iwBR8UQRQKWrFIHqSCpC00tE1a2tRkZryZydzc3k5m7seZc8/HPnuv5UOJjoLJTIzj7+Vw2LDXj/9aZ58N7GLq0WcYB4zc/eLP3H/Q9f/Jp59f4d3PA2Pq0Wd49ulzDACPvbTBADD79Dk+8Hb83xLYza0kDpJ/GcKiffmg60PcbnHh2fckmMbYlJ6Qqrf61Gl9rwWcO6zPCMf/EoQ8yjq7NPe9P78lpGp/bumEDlwppQB+8eVj9D8ToDxZVNXG6VoYPJy63pJQ7mkAb3YTc/5k008dCeexlzYmEk0yKWgrN5T85Wsnzb0U6MggavuOo+ebwQPdHedUSfzZuKCvtOPy90drTiQFHEucF5bjRNM7Z15Y6V785n35PREA0xqlg8vRRPURV4qp+aYnpcBhKTAQEAtVTxwuLTcN4ZfMvE6MIC3p4qnnrq5e+dYn9tSa2w4hAJx5YWXaVeLVxXFvxlNSVlyBiiNJScBXwks0YX1Yvr+d2m6iSQ5S/QblyYvSD1fHqkH65jcW/jsBAFh49r2VhckonK450+MVh6qehO8IuFLItCT0M4tWX9PmyMibwxHszvZvhF/9QbXe0BOh06m6goQQobYsR5rS186e/MfXJG9X+BaNqPLtYWG3DMEQMxwJOAKy6gqMhwofpyJkqgk26cOO+g/RqP/50nLNEi8ZwpK2vKAtz+WGFk49d7W2LwFPYfVmnKGXGlNYptIyCEBmGKkmEAOdHYPBxjJMv2NkEE059SNPEuMRAIuF5eOGeKK03Cws14zOF+d/dMEB7nwOAABcKVqm35n+KDq5dSTiw5nLUklGYgmWGeuDEu0Puyi3N6Bqk9KbnAunImeisHwWwGu5oS1irBOjXVo+TDpPKIunAVzf0wzc4sT3z19YPHHsgfmGG4SulJlh7BQW64MS16+twu5sk3/0k+bEkfpgKnK80vLYdmZxc2QH2tJyaewqFellO+qnlMXLEPIVtdfix77z20gI8YXMrS0EjlSGwdqyyAzDECN1alC1yXKmGdFcw/NDV0a1QCEtGYPMBtnO8KgZdGdtsr1M6XBExahgnY721AIAUEGU29Eg11najgt3rrQsXfVxgId8hbkxgUQ7ph4oA6ALYBEA0pKQxAMUnasww80al1kN0nkbgBFSBftqwex3X55zJ2f/MBaF842KClwpJDFQ86UMXAlHAkoIOBLQFlgbaFxrf4j0yuvIrl0EZTFU1PypipqvC68ykEF0Zc8JAMDs4v2djfYNM3R8E7qSSsEkhEBh2SusRc2X6GuLuCBc7+fIN95H1nobybt/Qr52yQD44NCZL4bCDWKl3LZQ7ta+BM5//aSeeeLXLemHQeLX51wlCODEEjdLYm+tT9gZ9lFuraPoXIXurqK48Vfka5cA4OXg+KdelZXamqzU1lTU6Kpqg/YlAADBzNKLzPxkSewoKSQzmwLwtneyZd1dXdQftaA3WzDDzZTy5A3phV7lvoch3WBN1Sa3nNpErKKGUdF4rsL63s6B3XiVcJB2r9FOst0bVWqQfjgBJpjh5mLZu3HR7tychjVSVRtahfW32JZEeTLGZK9KL+hIP0xUtbGpwjpkEO1fQEmxVvbax7ksYqc582Pph19lUz5E6SBgU/ZkEL0j3AqxLZcoiwObDt9lsh0AJL3wigzHEhXWjQwiCMfdvwAxWsHsg5/hMpth4i7bchlMZ5l5SvphG65HVOq/2VH/ApdFTHlyXQjRU4cm13qv/EwDwOxTf3SEV5FCqr39Df+dB59f8SzzYUs8prUOKE9mbNKfoCIJKYsDm/S7Jt5smXhrADKrg/O/+o8XlH0nAADjoXKIMa0tyZEKMJJqi005QTrtsikTKtIOW5uosJ5vn/vJbW9HdyUgBQJLDG2B3BBI54bLrEV5Etlke4vLLJZ+aFRY795pr7sSSDR5iaY4y7IxOxqC8gQm3kztcDOmUreEX02dqJl3fv74Hfe6K4FhbvMiGWqb9Hp2NAioSBzKE8Nkujd/98Pefvb6O7Cfhj59HCZ/AAAAAElFTkSuQmCC) 3 3, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGa0lEQVRYhcWWXWhlVxXH/3udfc699+QkuXMTQ2YyX80knaEtlEqxH74JRajYQRQRpqCipSKF6lsLPokPysCAH33oa0GRKj4WRUtVWupImUKnDpmPZjJpJt6JNzc39567zzn7Yy0fMmrEdnLFEv8vm82G9f/ttddabGCXZp88K9hn0e5N7fC9++3/L93/wlXZve6bZp88K8eee0UA4Cu/el8A4Nhzr8i+P8f/LQO79Y9M7Kf+rQirtb/stz/UnQ5P/fAykULTOZeoKO5e+dZJu68A9/zo8tEkoidEZK7w8rYf9t5SFK299/yDHxmIvtOhtfbudKz+wGRdP2wc35PrAw+4IG8unrv0u8cWJ5suSHNQBe6V3P31l+/a+MgBuMzXTZKsTaXaLrSS+3LLdxdOPg7gzFYRXiOFJaVUR4DDD714zZ5/eqH3YbE+97MVckHIMVB55t9/7QTvCQD2K7YwF/v16NGD43phOtWaFGZIIfeMo45lLbB4BRgA5+//yZWXI1L5hW8u+t1hzvxiNSm8aBaBZ4Fn4KEXr/nzTy/YO9YAAMx/780sSif/8PDR7NR4LUrGYuI4AgonngWlY/Fd42079/nfTHg5sLwBYHXp2ZNLAHD6pytJREpbzxg6QWCBY0HlBVUQT3v4Y/k7j+RcmaRfcZsU9HiN9Hgt0h8bi/RUGk006zQzPaYPj9eihZjUM64Yft6X5tHFc5eOA0BuWRvLKLzABUGQnQxUQWCd19FeAADQeuwbrx1ppaeb9WiqEVMUR0o1NClSiAAFAaBJ0VYZGsOiOsam98lgtidbn37mRqCaKKUqEYCxM+ds2HmK4P0eNXBbiwcP9DeLoOcmYgIAFwR0e4jFkUIaE3LLqEUKFCfTITj4fucJNdi8ONTJW0plqGlVaoL1DLAAzgeIq0YDSBPqLnftoSoIGcdgwY6ZApRScCzYKgK2igDXvQl7axlc5hMg/dl4+ki/9OlhgFYDgT2jYxznbEuIHxFARPxspj9zdbP6TS1S2WQ94qk0IgDYKgKWtyzam33YW9dQrV+GvbWMKJ3s1Q6dfEdCaAXvUqvi9SDKuyAzXBkvdlgKix8JAEDaMX6918/fybLsE4UXMo65VzLd7DvYzipc5waqv15FtXoRIlLGBw6uRONTpKIoFZG+ZzRZxATvPLsyE+/617/7qdEAWKCzhGxn0OkM49p6I1azLojOLXMohxBbMNuSIeyj8SkTt+b+VD9y36qenK2ruEEAcuHgA6DFuxTCXkQ6APyecwAAHn/petOxJCub5nAYbr2gJ2ZOpTHVjWMKxQBh0PF++1butzd6Ssdna4dOWd2aS3Wc5IEFYN8XEYZwKSFAfNUWW+RQ1B0pA1UQ44IkMxP1tZtdw6EY+KFkPo0pGeq4pMa4IVeZenP2l1E21cvGJ6brMd3rgmSD0vXZluchvCEiUBT1ABgoIgku23MQAcCrX523APJIKYirOhBuQ9gCMCqKeyqKbdyauxC35qbHJyazrEYnSGG6CjLPZX6cy5y4MhrBrkK4C7VjK97RSAAA8MevnzA1rToqrp0NxaAtrqJEk01irVXSWKKkXkY6PkQKpwsnvF0GLvP+cjDbq1wZL8F5KGr+0zw4iCt41C4AANQ1JZMH78oHvc2J5kSWjMWquV0KxFWXQFESFJWDEJriKsuuNGy2wdXwJkh3lI4h3qUSAiQ4cGVYXDVyG+KLP7+hHcvsTKb7/Y3ieHezU25FcUd8dVS8O6p0nMOViXj3rrhim21ZSHBdCLfBocPsWyLCAIDgWThYAKMDeEHqGeQZaEzPPVVud2b91voj7MovUZJeUEljHsKl2ALs7esQXkDwbQA94QD2VUe881BUKh1bpWvl2o/P5CMDGMuogiC3DGvtCleGuTK/FQ6vig7zSpjBoc3eXoe3dQBXoIiEA3NlPFdmo/3St//j1zQywMAGU3nhfsUktsjB4ZLSMSlVa1Et7UFRGwjATpY9FOUg6oADqygqqZ6ZD4o7che88dSCzy1v3L45hBkqbhiqZ0uKonUIe3ZVXbzLhYOBcA+KWCllKEk5yg7w/wQAAEvPnjTCYQXCbRVFaze+//g61VIDYI0r82cu89fFFe9KcH0R0RC20AlUbYzfP/eFD4z5X7UhALz3/IPAzh8QCz94G8IhEe9yABbsUwAERR4AQ5EmnXiVNMoPi/d3gOclxbnYMDIAAAAASUVORK5CYII=) 3 3, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGGElEQVRYhcWWXYhdVxXH/2vtfc4998zJZCaOY0xTMw1pEtqk9Qul6KsvUiKFohUq+lJUUKTiQ1/0RXyQIgWpD+ZR0IqoT1IK2tKXItGg0qQlTaZJZvI9ufN1751z9+daPqSJUWFyh8r4ezkc1tlr//f62OsAd7H76ecV2wzf/dLZ+/B27/8vHv3ZOb37uW3sfvp53ffcywoAX/v9JQWAfc+9rNuejv9bBO7mdiS2k38rQn/5re3eH7SZ8bHj8wxgyictDdPKX79xIPyvBdjNjIZob8fSscriPpfk70dfPHvy0Eynt7NjJIqmNor77VP73pcA3szYRjlomT72wdoc293Yr+yfLr/johxzSWYATAKYeeJXFzc9xL3YdPHA56tNyZdnJ0zYac0RAIez6iPLbf6CT/q7KPr2zsrIk79eWGNgTxStR1HDIOSrbzwzXro2FaA5Xlx3fKrvzWebkg+WhpkJM03JfZ90DkC9tJFeW3XyasfQoijCMEi55mT/gy+cOXvu2cNyLwGbpmD+e0fbNsorvTZNEZHtFlR2C6qbkmenu+aRpuS52Qn7RSZ8+2abH78yiLvWfWbvvRU3bN53BADg3LOHhzPH5xsmtKKY6hiyhSERBTxrBaAumD7uksy0w+EhTf6PxOa0qqZxBJhxPvrEU99tm5I/VxruFIZQGCIAJAL2WSGKMolODbP5sIwGc7G3+JC/9Na79aHP9Dbefj1v5nvTe+A2jx2f3zXZMX+emyrmpruGm5KZCfBJeZQUq6MsV/oRy6MsK0PXZrfRSru2KMG9UHzg/j906olUFxxOfvPB/6qJsQQAwNz3X732yYcPpPt2FDNNh8uuJcSsHEUxioprgyjLoyyjqFj3GW1/bS2uXjtjujt+wvXU69VEE5qSk2UIAHnjmQOyJQEA8NBP3znxqb31kenKVHXJYAA+K6+OMpY2ElZHOfmsaeBz3633enlj/S8AFrlqXjLN9Eq36khluWUCYlaJomHsS+SBH7zW1AW7mLV0SSAKtgwkAdoo6LVJ+l6cIQqGaVZzXtQcWXO0AGbIFq1j4wBrGUhJwTFrtWkb3s1HD+9viKgaJQ0+K1wSDIPcCncU+KTsk7qsOulCgrjhbk1+FioClSS+teJbuCjwWRGSQFIYrwu+/JtFS8BMzLpgCE9mhd2IinUnuD5IMgxCPiGAkH2Sq2n9xpsaR/8A0btsy/OqIlC9QYYj2TKAjUISNMV73wMA4JKUPikKQxfP3Bie71advU3JlSisT8pMCE3J5TBIORouT6VBzxKb89ypRXPeo6ENkCSaKgFwqxOIAZXxBIyiOpcEPmsQN+y1KVYjY2bIdmpIckVRsCgwGAwQby5AQgs7ObsHbAU59zR6ARsGsSM2KAwhvNeQY9XAK199QEZJV9ogfWLzkrjhSlq7LrG3sJjdxlKMMfRXe/CX30JcuTKvon8D2+sAgoR2VXMEmFeo6Igxd7JuVbIduwhPfP3AmgDXxbd/ijcv9MPSxetx9dqbyKGXBitVXL40n9aXToPtWdPdsUa2aDWMoH5jGpLWuKwbLqrGMFlVrTXHEjnIlmb5qW8dbAGcnf3SDz+i0fer+4/8UtzGE5oTa/TCZXWSq2aNO7XVFOvcrlvx7TJ36jNcNYnKbgmgillXNHoBxhhG/8mnfz5fLQ9Gj+b+zUpTsCqyR5NvQbzG3cl3qOyuqOqkjvq7xQ2XQHya66k+dydhmGwWZU2+VMlORcdrw9t8/hcX2DAVxKaItrZkCgXRKWI+B+AqGeuIKGuOTqNbBtEFMzG9UEx9SEy9ky1TmUShMSQkH6BbjIAomAmoLDO6BUbFJEKnhrjhIpliSYKbkdAm5JTIFInrqb7dsUtMvROFIYgCmiM0xzs+tyQgit5yAhUAYAKIDcgUoLLrKMfLRNSqLYVMUZqJ6ZLKiVtrYxRNUSQFRg5Bc966AJ9Uoih80uSSlDnnOyfSFKE5C4iFmJPp7nBki12QxNlFQBI0+qCShdjc+l8k3to0BICjL54tXUhWfFtqjqWm95znCI3egTgs/PhxBwD7f3SCIanW6K3mKJqzI2MEbEtiAxDjnxRFypcladnxAAAAAElFTkSuQmCC) 3 3, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
84%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF60lEQVRYhcWWTYwcRxXH//Wqpnum52N31mNnFTb+3BgTLGKElQOCKAiE4EAOyBESBJFLhBQhcYoSbhYIKbBSJIQCHBA3FE7kQMgBBAILQSxZdowCsWPH3i/vjsez87XdPV3dVe9xMF4WMMsuWi3/S6n11O/9+tW/XhewSdNPzwn2WLT5IZz54F7X/4cefeWabF73TNNPz8mhF98QAHjm50sCAIdefEP2fDv+bx3YrHud2Ev9kwnt8l/2uj7UVsHTP7xGmtRkVnCgSfUuPvdwvtsAZqugJjVTMepJQ/S+JJdLs3OXL4B5+foLH941ENoqmBZ8vFU1Hz82FZ7ZX9VfatarzwaV6DOzc5ej3QLYsgOZzVdCXWZDoIcmSiebZT4+svp0P9NPhd9/96dZPHrrvW+cbt/v3TM/WzDWCWWO818/c/Q/1tjSA8deuhhN72t88UDVfKUVmVMlrYwh5IWX7sq6my+83ChYLqUFX2yWdQdABqCnlKqRAhVekBaMsZPR+a/OZjsGAIDZucu1aqXy+8dmohO1gILQKCYFHhfCmePe2EncTVz7duJfI4X5UKucFN7SpNizwHpBmjOsl8GVr7//37yz5RYAwPXnH40ffvmvQVpwZ7KsD0cl4pJWHJWEx45ahZeZqETHx86eXBzkfxZn3wzC8ijQdMMQmAWwXuBdUQPQ2zHA3/UUKbzKIo4UqETKhFqxprtfh4CoFlArMPT4OI4PJmu3PpRF9ddUqfKrUlTPPQvEFfc1/LYAFOn5pJBawYLCC2kSGAUSuTs4S1qhP/bIHRsABymMGuL9QZ92ehSU3wTAIOL75d7yGN7TqelytDQsWnHO6cgyDzOPkWWMi7smu9q1WOnHcIM2Q5ipXKupoBKJs1/gPHtEXPGIeD957KWLjf8JIC2Y91X0Z692bffWqHB3Es/9zPPQeqQFoz/2ULoEHU04XW2mUb0xqk40G8H+wy1h/znO0ykpxlPibOvot89P7Rjg9S8fGXQSl90ejtsr6446icMw8xgXgpFlTJQ1HqiHqNVqqFdCNEKaJOCAsH+M08HHfDI8zlls2KYBZ3HjyNlzG3W3a0Kszb/zNtt05bY6uVzS0YOhUQQwQqOoERJIAUvDIkgLbqQpd4t0fdoNO6lP+gzgAUU6AJEBQFQqB7g7M7bXAQBY+O6TjsLoeS7yXu7ZWSdwDNxbWYA4Z8Tdthmvvhfn7eupG6xM+vU7V3y8tuqTPvlkyJzFzC7fGErb7gAAzH7g5OLCWhIAQJwzi4hRSuHWqEAncUjbN1H0luGT4SyAH4F9g51NFemOMqFTpTBXOhosvXxmI+eOAEKtalLYLkvl4Lr1ppcKp7kjH6/BJ0O4UQc+7kOcbQM4Ia74jbBfRim8TqbUoTAaUKUx2pxTb7f4519dMCyiernO09ydSodr1fHaat/HvRSKzutKfT8F0TkAfwT7iO3Yicu6IPMLU5taNvVWz0wcyHW5ZqY+/VzR/+2Pd9YBz2IKBiB8oeguxj7uDYT9vJmc/mW5NXOoHuqPDsbuU5zFv3PDzhVxtgPgT7ra7JnJaZh6y6iwmgOAIm0AOGAHJiy8wLGgXi518s7NA3l3cUCVxndK+x7qTZT1jCGUwQ4+XnvCDduTbNMFFVZXdK0JXW2CKg2QCaBIQ9jv/BhaL2ydkPXiKkc/8gnOYlClMaVJHV63ftEm68iW3sZ4/nKXk/4F3TjQ1pV6V1eboDCCIs0iAvEFwG4j7/YBnOTWixGRHIpyFVQCALHL0oxtPMjvLP4gX333QU76N0D6EpVrsQqqsdIlAGB2uQM7SGEBRRsE2wb4w7PHcOqVa5ljlBXpgbBviLPweTbvk77x8do7EM4pmugpE3aoFARKawY7ZptmyoQAO4iIm//mExs/pv96IflXnfjeVbg8M2xTYpuy2AScxbN+vD7pk34qhU1BRBREA13fF+tqExSUATIAkM9/65Nuc74dA9xPh154HTweTfksicRZByBe/cnX4nvxI2fP4ebZx3ej1O7rbxSSaClGbVYLAAAAAElFTkSuQmCC) 3 3, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur53200 2.0833333333333s linear infinite forwards;
}
