@keyframes rwdcur144730 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe3WzWtdRRjH8c+Ze+69SW/btCFaKbWorVDFtlpECnVRUbe6FnTnQlwouHOl/0U3uhJ8QRAEceMLgosWq0bxrTUhamhr+kKa3Lz05J5zZlzc21ZFS2NiV/3BwDzMMM935pln5skkybIpbUHQQk/mPWzBGRzFFHqoZKato3LQcpcGkmW172Wi4CeZFsYwgwqz6+n8KkA+sAqVWiF3qyaCkzJzCIMZi+sNEP5iDdus7SENh/WMqm2WjOkfP/2wrKsySfrHkZ4puRwfy3wicwozMj+vJ0C4xsgOyZDaHXoKScCoZFRym2TD/wvQ1bKIi2acFRRyUYU9+qHYKV25PesJ0LE97XbLyA7OdsZ8a8yCPc7bYkHvb07XDPCXBe510OZqzKJZeWy6sz0cfjj/xWNL+WyuVum6YIdzNqk0dGWKtQJcuYT3eMhGWzV6DeogxExM0dLSvO+K8ai1NG3Rm15yxAfOuZoZa9KVECxb1E4bhJjr9DbpFCOyGISNDXdt2RXMd3Y67aDHHXDETnP26RlbO0DZ77QMiTFq1UOqVKlTLcWozkpb0zb7Ww+GzsrIYfu9aJuDThnTNbp2gGa/0zGisiLUDVkMqqwnikLMLTcXDA9vsnvnA6EzNXLY2w55W8vLCrTWBlBwv8Mu6SqtqGNtOe+KqaakWbSVoXCptWC03Gbv7YeC5sizGp4ybI/+X/GfIRqe9Oqu7fvVWW247Mh7TY1eQyxrsYrypYaw0pAvtNRVJRti631bwrlseq/bbPS+CRRYQb1agNwcuabRepusCrIySJeiquqxkMl+y7WqIVW7VoaCQLNs2zP2YDjx2ZdP6H/Z7w7Wu2CV2ZFboqGpSqXKJTFFlpNqseJXemcLqYxiFaU6yfJEzDSHh90dDuQTjfHn1CniHcQBRHX9APOUVuR1U1hqWyzmZVOZpRPzTr52nJPXsQZP4yP9uiFfHUCXVmzLiqC8WArTudmJ302eHeeQU06aHOxqebDDP6tCF7/4jw9Trkl7ZYPqYqmaWdA9esHk5+PsM+2ir3ECp/WLkb8DXIaYG0AW/zLnGgA/kM0F1Uxp4ficE698AZM+dgxf4Uf9i/ZvAJchikG77uMHWTOkx396Jh14/dGEhAm8gRfwMLZb42NzLeXpkejCmdPG3/006le/x3AcXw/sVafWapR5XtJROeVLb5m8kc4h97Mz9vrQhDM4j29ulHPIcMDV93wWv94o55cBtmNoYC8PIG6I88sALVcLk8pq0+imbmqN+gN0lY2Zl6bsGgAAAABJRU5ErkJggg==) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD90lEQVRYhe3WS48c1RnG8V9duufS47llRMz4loxtIVt2bAjJAiOQ2IAQsGSVb8AaZesVUVjzGdjAFoUoEhIsIjsQm6stowmxx/bMuHum6Rn39KW6qppFtccOSSxmGmbFI5Wq6tTRef7nrfec8wb6+u4rxyZWcQlL+GrwbRNXkA76LQukhlT4P96n9bUwjgnED4ClD/QbHdbcYPD/VqYjMi7QGRg3BtePrv8HMCdXxWdiq0LhoO+CYvZVLP90AIk5kYMS8ybMCVQFcsVvMbhv6lsatP/IAKuVaVtbuQkzYqExh4RuCtxCCx3Mo674RbvW95MQLBw6GlZqs0+64ylb9uuZlTuqrz4wp0jCoRNxG2DWo9uNyUjXY2fOhpXm1NPWndKzIHdS5jf6DmJ20LVjSG0D1K2YNe9Ufs5YXhFNxo787kRoY+qsDfNYkHtWZlLfHMqGDP9/ABxx0iMOSPuJXKYdNm1Ofevk8ROhWmXBqsSaqoZcoipzXTCsPbE6T828IhRK9awE37gRXiWqmM8eNT6yz+9Hngm/ev/vx7b2bVyxX2rGmgPD74IQecX504fOqZgiI817ysZM9qfMJHOirGy0NO6X0ZGgfql2rBe1+9Yt+ZtbPrCFbLgI3KFkFH3lfMxoXjHRT4wn+4RZLMjJ+7nwcOjxJ56NL//pw5e2kvqyf1hWJOEakt1H4AXnj509K9XTzdu6Wct4d9LU3Tnl5qhSpyxMQ3G7JK7Eps/NhrePrP3Wi90J7/nXAKK720hE/uj84YOPSfWkaaLUGVFujdEm2owEm2gEulo6cUsYxqZnJ4PqzZsnzEg9qeZlPR9p7QYi8obzv66cIgvoBXQDQTOQbSayeiqpd3QbbUm3K20nsmYq6kZ+0d8f1JZunXFa2WmpQNUXOjuFiN2l80jLRD4tTUnbPe1eU7gS6tUS3aQjH+/JZNqzLaW7JaVqSRBEjh19PF68cflVbalLFhXH9Ro/fIXENookC/JQ3Izld3L5zdzGpTVX/3KR5zCGdRxQbL5fY0pRnlwUq3kJ7ygKmXhnABnl/oiwHUnXU8ntto2LNdfe/ITDrotUjWqY0/TWYOdbwRk0pWo28W+7XAmxnLAXyhuZ7mrL+tcrrr39CSxa8qk/W8Rtz2tZeWBmn20/pYpiZU2xInZ0PMduEByPtBtNjc/XXLv6MTMW3XIB/1QEetlfNR8yeDow79hB+AuAadJmonml4fPXP4JFXMDHisL0G0NuNg8HuEird9flP3yQD8z2zBwCr+n7UOpLF3B9L80LgF+57bp3FYlUw6d7ZV4A8ATbBUZdEYU9Mb8HMO9+bdcaQOyJ+T2AsvuVUWqHy+hn/axh9R2x47Ht7IIKdQAAAABJRU5ErkJggg==) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe3W229UVRTH8c85nQswQHG4pNRao5Amys1UBNQQE30xhKgvJj74rCbEP8HEP8P/QR+NicGYaHzAcBGsEkJLbYSWUtoyTNvpzJkzZ/twWhBpDIXCEyvZD2efffb6nrXWXr8dCYJlC6ZwTuQahjCCPkxhcmnAhEhiDSy+5ymyQ7BXx5RgI97HO3gNr9y3fg2scN9MB5kBRQ2RAfRjIwaQ4NRa/f3KAGzT0S9WE0lEJpEhxevIBHV5GrK1Byha57ZeqYu6ZcoKYsnS2hS9OIRzGHtUgJVz2qr0uajPhGmLajpmUVsa5BHpFZQeC0D/9udUNne/7U973VKwoCl1Y+l1HU2UlkAeHeBF++6Z3Ni1xa4XDsSVxeq7ZhzU0K+hJDUnSOWFudnKNbR6gFFD90wmWraXnrX30JFYq/ugawZcV3TdZYkJwRim0SMo/KuTPBzAf22k6zdJ1FSqlg32HIwro9UjztlrXK8bSpoymTo2YD8GBJvXDABmSpOyEGyobHZg99G4cqV63LC3jOsxaYOWHsGgPBUxtq0pQCOes1CsyaKOzvNte44fKlQuVd/zo8PqXpY4omObYN3SJ801A+jt7LaltU2rqyELmTRui3pie44dKVSuVT9y1quGNQw5Y8Ifkjta8egAvdluW5OdCmnJpvkqCSHraMeJ0o6yA8ffKDjd/YETdhkU65Mpm3/YrhhpCsr0e8nWdo/yYkUaEmnW1j21VZq1Ra1IGid0YqXZdRZu3nb2i5OpEV/ha7lqTrN6jYhlVO00ryaEQBa0wqJ22tKeSSzeXnArmjLXqUmvtDQn5nW1u+z/5GihuKX8GT7EbnkRrrozdvnUl/u631Tt7FRoF62brUibiVDPpDfa0puJNGrJpjPZWEen1pbOJaKu2KaBZ+KZXycHBQsYlxdi0yo6ZMFV1vd1a4S6kAbNpCEaizWHFw2Pns17XRMB32J0hT34GCflhbgsWg8IMEz5cFnW2qDenhEaLIzVXDlxgWP+1jamR82YutH7Nk7l2vCXh8h/DrCT+U5N8fZ6xemS2fFJo2eGYMR3zssLbBzzVg5tKlfJaasMfw4Ai7HOTKr186LR74f43QhO4SwuYuJ/AJYhlvP/wOHPAeqERmbucs3Q57/gjvPT8kvHqIc8Yg8GcJXmpQUXfvgpW3L2xJxDZLtgUOqGU84be5LOISo+Ux5v32p9Iy+kmzj/pJxDhEF3u9gsdy4bj935MkAvdyS1sQTxRJwvA5TcVcXUKo/RU3tqj2r/AIm8nl/S7DdaAAAAAElFTkSuQmCC) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhe3WT29c1RnH8c/9M+PpTMw4xnVLCGlECWqqyEQmtCx4AaAskbqqeCGwyetg3QWLSl0gkCpaIkBKQ4Jc1JA0xG4wlmMlgz14nJnxzJ0797K410kMBWEbecUjXekc6Zz7fM/vOc/znEAut2OpD0UGAmt4BieR4TbWcQ1XsIZbAgMHtGAXQOImboplQjUk6KNbfhul8xtoYUUgOwhAvGv2tZqqUOyGhlmhKlbLdZ1yVb2ch+W4exCA8NFJY7t5wh3H3Der565MF1XFyUM0kPLg1Ac6/XcAnnjqt2GjMz1v3ZyOGZv+J/UVmniyXJ/ghEKF/kEBdoXgF1HdqbnnwsX/LJzrjTqpx7TFUnX3Ra6X8Q5LxylCuRiZQHpggFwmPZL49fxvwruXVl/sPd6eFmnb9r6KtqqtUrOtcu+cHRVy6wLtvQLsCsFnLhnoqVUbTj03Fza+bD5rRc2GunvqBmKZVHEvzuEspsrtM6Ua+weApeBT20FXOBk6fvZU2Pi8edY/nbBi1j1TErNy5xT3IMH0I9v3DLC7DnzLfpkdN7U1a+3N5bSn/ZbnfeC0gRmhilmBJUWBaiERWP5JAU4l8yaTo6LV2I1/Xc56U513PW/ZUVsCb5uwpCJUpGN7P0XpOyE4OT5TjhpyGXmuMl1z+oU/ho0r0y/7xEmLvnbJQNWWQEtgfb8V8UHMph3zu/QF6SiRVocmxnW1tC4YR4IsUGs2nDn/YvzZXy6/3Ku2W275BDOKECT7cc4jCrStGQQ9IwOr0aJRmGhXWqRU+hXRdqwx2XT2lZfiyX9Mv+bvXlU0rBlFVuzLIhdcgCc8rT4+oj5oOpJPGQUDq9Vbmsm0xsqUfCuX93JhJdKcmwk3/92aH3WSbdzFAEOM9w7wugunoz84kk2pjGvy8Vi1V1PpT6hEVdV2XXQzkm6k0s5Qej8RBIHHfv942L56bz4bjA8EEfmTC0/+6hlxVhWPYmkyEm3G4i9j4XosWA6N11LpRmLUSaTdpICIQpPPHg03Pr47L9fDnRJiYA9NKnadxpkmGdkwo59IWkO9/3YstheK7v+u4knyff/gz3ivVCLmx/eF2ARxXmFIujUSrEW6721YvL5AZMXnlt3WUtT8b58sVfSFL+wzE2INqknNsLdtvJ7oX+xYvLrAttsuWsCSQt7u/wHYgdhUpOOe5H8AMO6Phaux/sW+m29c4bzbIlfwseL5tfYDADsQO/HfU1uOtRg83dO9t+na3z6CJe+4jKtY8PBBuu9i88MAdxhe23bt/Ec7r99Dcw6B4/Jos5KOu6PLWD5M5xBXehNro+7wr4qL9BU+PSznEGDew3reVqhwKM53AI6hVs77JcShON8BqHrYFVN7TKOf7Wc7qH0DJua0V6wpkf4AAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur144730 2.6666666666667s linear infinite forwards;
}
