@keyframes rwdcur27562 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHDklEQVRYhe1VbUxb1xl+7r2+tq/5MNjXjm2Mr+2QJhBMU5yQkkBK4A+eyiAEpuxDyo8oVbOPdNqkLlNUKdMqTZomRRqaEqqJtoq0RKNLWyWVmomlhjLIR8HGAQPBhJvi1EAIJgbjD+713Y+UjvBVmq0/Ju2RjnTPPe95n+e8533fA/wf/wZZU1Oj+rZJnE6nbPmcWvpwuVx0dXX1K/n5+ZxCoRjleV74bxM3NDQcKXY4XJFo9EYoFEo9JSAQCIglJSXZ9fX1l3NMpoNZcvmi1mgMjo2Nxf5T4oMHDtQfrKpq2uN0/nJwcLD5/Q8/7F9ap5YbEwQRrKysPFhQUFC2+8UX60mCOGzT6yV5erovGAx+o4g4nU7Zdw4cqC/YsaNpX2np6yXFxdaZkZH+q+3tv+Z5Prlk99R9uN3u+IDPd05XUVHmKCoCy7J5l1KpprTs7MZck+lsLJn8+5UrVxa+jjjPZqszsuxP8uz2CqvdDrPFgsehEDw3b77rdrvnl9tTKx1oWHZkf1lZhZZlLRkZGRASCchomtNoNEe2ms2lJXv2+Do6OyfWIv/Fa699b9eOHX80W62vm61Wa67FAi43F/PRKNo7O33XRkd/+iAQSGwowOv1Cg6HI+F0Og8DwNTUFB7Pz4NRqZCp1drytm1rMJlMw11dXcPL9x07dqzabDC8Z8jJsWdnZ4NJS4Ner0cymcTI0BC6PZ4/XPvgg09W8pFrneTixYuX3W1tnQBg5jikJAlb9HoYjUZ8MT7OPpybq125h8rI+GFoZkaWFEVQFAU9y4IgCExOTYEPBLzT09NvrcUlW+un2+2Ov1BYeC4aj5cxSiXsNhsEUYRCpcILcjmsanXx76uqfqSPRMpBECkolbd9Ol1ZgGGQpGmIoghhcRE0TSMaiwn+QOB3bW1tkbW4Vl3BEpQq1QibmVmxmEhYdhYVYWZiAlkkiV2BAOxeryGNIOpgte4Gy+6GJNVuCYez8hkG4bw8REQRBpMJ0YUFfH7/ftt4KHTa7/dLm47AUhSeLyxstthsZTabDfeHhuC4cQO4cwfIzwfsdjKl04EkSSASAfx+4M03UQ6gv6UFN3w+LMTj8SG/v6m1tTW1Hs+6EQAAQRT96ZmZnm35+alERwdl7urSgeMQLi7GQ4MBEYUCUaUSglYLhuOAvj7A4YC+rq733Kefvhu6d++3f37nnWsbcRAbLS6Hd//+V5632ZrnKyoQys0FQRCQkSRoioKcopCmVEIVDALnzwPJ5DHC7W7ZjN81q2AtcAzzEoxGzKnVWJQkpACkAEhfjoQgACwLmExALLZ3s343LSCNpkkwDFQyGSBJkCQJEoCUJCH15Rzx+JNBEBt2y2cSMEqSn4AkoZqb+ypzpSUhkvTkLqemgNlZgCR7Nut3wyQEgOPHj9cVlZT8KttsPlQwOamnBAExtRoppRISAIIkQZMkdJEI8NlnAEUh3NBQqK+srLKbzYvpmZkjPM+vWwUbJuHJkycry8vLr6REUbXTaMROjwfo7QVychDLy0MiKwsKigITDgM+HzAzAxw5gn6aRlAQsPDoUWpmbu77x1999a/fOAKNjY1kbW1tk0arLVAyDJQsiy8yM2FMJoFbt0CPjUEZDIIeHgZu334S/poaBK1WxAgC6RoN5CRJjAeDW2YjkUvrPefrNiLOaPyuKIrVkdlZ7Nu3D6xOh8fT07irViNEEP1ZH310dseDBw4FwEaUyh5/VdUJ1mx+LiQIsHEcZCQJiiQhSNKBHIPhZQDvbVpATU0Nm5OT84YkCOTuvXvB6nQAgPGJCUzNzuKuRtN/oqPjqTo/XVXlKA6Hn1MTBGamp0HRNECSMOfmwqDV/qy0tPRqd3d3fCXXmlWwffv2H2RptcWZGRlgGAYA8P7ly/B7vVBQlBB++LB15Z4Qz1+g5fLI1OQkenp7MXL3LoREAls5DhaLZSkKq7AqBw4dOqQvLy//U5ZazZIAxnge7vZ2RBcWBJqium7dvPnG9fb2v63MbI/Hwxc6HDeikQhLSpJdJklkMpmEgqYhEQTCk5MGSqlclQurBBw9fPgot3XrUYqiEJ2fx4PxceHze/faRgOBU30DA6fONTf3rVdW169f5xdFsTU5N9cHkty1KIqsIAhIpVKQBIGLJRJ9A36/f10BLpdLXl5RcVbBMOYgzycH+vv/cWdg4NRbb799utfrHVzvSV0OnudTvXfuDKXLZK1z8fh0TBA4uUKhzdLpkAJYGUX9ZfkBnhJQV1d32GA0nhgcHPy4t6fn580tLb8ZGBwc/DrStTA8Nhbt9Xj+qWKYS5po9JFSpbJlaDTOx5HIgM/nG1iy+6oRNTY2khzH/XhycpK/cOHC1Wch3Qgul4u1WCyVNE3ru7u7z/f09KzuC42NjZt+G54VZ86c+dY5/rfwL6HM5hu5XOaMAAAAAElFTkSuQmCC) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHC0lEQVRYhe1We0xb1xn/3Yev7zX4gR84yME2F1OvQAwMjALNw9DIyaqobYg8Ndpfm5apVcSyLFKWThljVdVGU7tJY6xrq1TrY12lJO2WJtNUsglFBQyzgwXEM8Tm6RAejmNhA35de38stCQBAlo3adJ+0tW595zv+36/e875zvmA/+NLkHa7XfKfJqmurqZXf1MrL3a7naurq3vRarVqGIYJjI+Pp79q4oaGhud4nv9GNpt13r59O3OfgEAgkKqtrTXs2b37g2KTyVbC86ltBQVBn8+3/BUQN5WVlbVV7NhxcmZ6+s3LV64MrYxTq40ZhvEV87ytUK/fZeT5JqVCcdig12dFDDMQDAa3NCPV1dX0E1Zr09eKi9sKdbpT5rIyI7G8PNTZ0/Pi+Ph4csXuvvXo7OyM76yqel+l0ezieR40RZlEBNGml0odlUbjL0Pp9F/Onz8ffxSx2WR6VqfRHNPodLZtWi3ylEok0mn0Op3vd3Z2xlbbUw8GkOblTRQXFx9MpVIaIZ0Gw3FgJBIDy3HPGXh+T0VlZbirq2t4LfIfHj/+TYPR+KuCgoJTpRaL8TGzGQUFBQBJwufzjXS7XMcDgcDihgL8fv+S4/DhTJXFcvBuJAKKpqFQKpEmCNwJhw0KmewZU1GR6+9ud2C134kTJw6YjMYLypwcvspqhSY/HxKOg5BK4ZbfjxvXr5/98OLFjgf5yLX+xNPd/bGYorz7nnwSEokEmUwGFosFjY2NMPK8hJTJvv2gT45GcyRPq6U1ej1IioJIJEI8kcCQx4MRt/tvvlu3frMW10MzAADdLtfizpqaBUt1dVN+fj5ujoxAplCAIAiApmEKBtkPSHJ7a37+kdbCwmdazebqysZG+6hIpE4nk0gLAgBgeHgYoenpzOjkZPPHly97Ny0AAG7Nzo5YrdadhYWFfCQSQSqZhCoSQa3fD1N/vxKC8AQMhirk5VUhFtvLCYK6PJHAtFiMUDaL6akphEIhmMvL/zTg873i9XqzWxIQDAbTRUVFU/V1dU2CIIjnwmF8fWAApNsNaLVAfT2SNTVAeTlIsxmYmsIfX30VBy5dwtBTT2F2fh4KmSw4Ozf3Qltb2/R6PMR6Aytob2+3KdTqo3qCqNzV0VEKpRKRmhpE5HIQFAURRYGlaShTKWQbGkAAmH3rraGXR0e9S9PTb7zz3nudG8V/pIAVjNlsPzPqdC2LNhuChYUASYIhSYgoCmKKgpRlwc7NAefOAbHYz4mOjh9tJu6aWbAWpBKJHjodluRyCPf6sgAy99p4Og1IpYBEAsRi2zYbd9MCCIoCOA4EQSALANnsl+29B+mt31+bFhBJJscQDkMajYK+R75CnMlmQWWzwMwMMD8PcNzMZuOumwUrOH36dFOTw/ESabHsNi0taelMBoRcjjhNAyQJkiAgIgioolFgeBggCAQaGrRkRYWtzGRa6Pd4/BvF33ATtrS0NL7w/POfxhMJyVwohFqXCxgaAjQaJPR6LOXmgiZJSKNRwOsFlpYAvR7nDAYkw2EkY7FYLJn81pkzZy5teQYcDgd59uzZNpVaXer1eqFSqZBSKpEbjQKjo6DdbnATExD7fIDT+a8NWFQEn1yOEMuCEYmwvLzM1NXX62Kx2Eder3fNDUKv1QkAjxsMT8tksgMAQJIktFot7tA0+vbuRVQuH7G+++5Hsvl5NQCA56eWjh07+unNmzwlCJCzLFixGBRFwet07jHn5h4EcGHTAr535Ii6rLT0Jzd9PjJDEKisrATLspicmEBoZgZ/9ftd+65d++kXDj09iL39doViaoq/e/cuKIkE6XQaCoUCwuIitqvVJx379n12/urVhU0tQXNz83dLd+z4TnhhAfFEAkqVCh6PBx0dHUjE4/Gp8fEWt9s9stpHJZPdEYnFTaN+vzhLEBAzDFiRCAzHIU0Q20OxWMjt8fQ8UsD+/fuVRcXFb4Cm1SRJIhaNor+vD2NebyYFXJmYmDjZ3t7+5wf9Prt6dVyn0zmlMpmaTSQeywgCCJoGRdOgOA4ERRWRFPVhIBC4r8Z8SMDTdrvDaDId5TgOIpEIiXAYM4ODQ1OTkz9+6fXXTzmdznXTqre3d5xhmIvieNynIsnHBUCTIAhQFAVJTo4qGg77XNeve9YVYLPZ2Pr6+l/LFIrtYoYBAYyO3Ljx8jWn8wfvfPJJ93rEq+H3+4XP+/sHpQxzYTGVCmUoqigjCEqxRAIxy25bWFj4/eoC9z4Bhw4dauJ5vjkZi7mCY2O/+Ly398Qrr73W4Rsb23JpPhAILHa5XF3iVOoP8eXlQRnLGuVKpRUE8Y++vr7BFbsvDiKHw0GWlJR8XxCE0Gxv74XfdXZuWP1uFc/abIptJSV2huPyu7q6fut2ux8+F1pbWzd9N/wb+G9w/A/hn8x7xkmAg/KrAAAAAElFTkSuQmCC) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHAElEQVRYhe2We0xb5xnGn+Pjy/EVG2McjI0NmFswK8YVhA7Sw3WJmoU2qqtMk8KyaNq0TV20rFO7KRLSqmXSNE1bmzaKFk3KyMiqLUFNSyIKBEWUsHUgMDaGYIMBczOuYxuwja/7I7ARYijN2j8m7ZE+ne9853vf53f0XYH/6z9iNDY28r5sE4PBwNz+Tm5VGhsbuV+trHxDqVLJ+Hy+3el0Rr9IY5qmmQ0NDSeVCsXRBDCwuLgYfwzAbrdH6hsaVBXl5dfSZLLDWVlZXi6X6/hvQerq6lJrnn/+m2UGw2+kEsmrtqmpd7u7u8e2vpPbO0vjcXt5ZeURqVx+iM9mn5QIhYezMjO9QrH4c4McP35cUPnss6cOGQzv5BUWfofJYqnnZ2f7VtfXfzY2NpZICjDmcIQr9XqGQq0+xuXxQPF4ah5FncyQSg9nq9Vevkj0mSAGg4H5tUOHTpRkZV3Mzs//gSYvT56WmgrH5CRc8/Nv/un69cHt/cmdCcTp6bPF+fnGMoNBLJPLweZwQFKUmicUnkyXyQ4fLCjwi8TiSYfDEd8Ze+7s2SN6vf4tPofzxgGNRlVVUwO9Xg+f14uRoSGzbX7+nM1m29gTwGw2rz9XWZko1umO5mi10Gq10JeVgclkQiqRqOnaWqPX5xvv7+83b49rbm6u1RUX31hxu4uKy8rwjVOnkKlSIR6LoaerC5NW66/fa2+/u9OPubMBAN7v6PiDWq3++rHMzHqSyQQJoLq6euszo/vjj18CcH17TJpKdTqaSAiKDh5EU1MTKIoCAAwNDmLGYhle8PkuJ/NKCtDZ2RkoKCj4xbEXX6wKBoMUAHC5XACAc3oa2X5/oa+i4vuiWKwaHI4TaWmfLuTn0zM6HaYnJzEwMIC6ujoAwJ3OTjjc7rdu377tT+ZFJGvcktfrvZKSkvLtxxoHBoCWFoAgAKn00XNxEcjPB86fx4rJhM6FBciUSoh4PHzw4Yeddzo7XxgcHEw6eZ+YAztkqq+vPwEgBQDQ0QG0tQE5OUiUlyNSXg5CpwNRWPgIYm4O/KwszPN4cC0vw2Y2hx76fD/5240b47sZ7AnQ19fnffDgwdDM/Dwn8cknhKq9PR1paVipqIBLocA6l4sgl4u4VApKqwUiEcDhgJzHG/7L2Ng959zc629fvNixl8eeQ7Bd5urqs8VK5W8DDQ1wKhQgGAywGAywSRIckoSQwwF7dha4fBmgqJ8Tt279cj95GfsFUAkE2cjORlAkQgxAYrPEN0swFgMyMoADBwCXq2C/efcNQLFYAjAY2ACQSCSARALxzXp8syAcfjQp2Wz3Fw7gDIVGEY1CHgiASRBIAEAigcRmIRIJYGUFcLkALndiv3k/axXgwoULr3zrzJkWF0XVFwcCcgaAMI+HyOZGQzAYYBEE0tbWgP5+YGMD4aNHS9w6HV2Uk/PQZDLZnxrgp+fOnXipqamtobFRN7O6Ks9bWABcLgiXl8HjcMAGkBKJQLK0BJhMwNoakJ2N99lsMVskKszNza2Ry+W3h4aGdh2SXQGMRiOjubn5d6kSiXZ8YgI8Hg+ptbVg8/nARx+BZbeDOz0NltUKDA4C6+sAn48elQpLEgkEFAW/3y8iGQzxvXv3bn5ugPqamqbDNP36px4Pser3IycvDzK1GvMcDvqsVht7auq8aGXFSrjdNlDU9b/X1eV0p6dLQlwuSBYLLJJENBbDqsdzMFOhGDVbLEk3o6RngdFopFRK5Wurfj+DZDIRCofh9/ngJAgMWyy4GY3+84W+vne2x1w7ffoZAZOZEwmHwYzHQZAkJBIJvIuLTI1C8SOapu/09vaGdnolXQWpHM4rFIfzHEEQ8Hg84PP56Ll7F1evXoXD4XAiHL6yM8YyMnLF//BhdHlhAT6/H9FYDCRJokCng1qtpmuLir6XzOuJIaBpmsrNy3s7V6tVCgUCrLhcmJuexuLSUtTtdt8YHx//bmtr6/0nEpHkLIvNnvR4vbJAMKgmCQIioRAikQh8kQhrgYAObHab3W5f2xOgqqrq2DMlJT/WlZQQ4XAYAj4fsXi80zw29sNLly79ymKxLCf7E4fDEe/v7x9NT0//60YgYOXGYppQMJgRB5AiFoMtEIhWFxct/xgZGd4VwGg0MvR6/e+/UlqaGwoG4XG7p+w225s3b916ra2tbdcTbbsmJibCptFRk5jDeS8aiVjWAwHNRiiUIVMowGCzD3h9vmvb75WPTUKxWPyyRq2unbVazZPDw3+cCQb/3NraurQf451q7+31AmilafqDXKWSXt3YOKPIyDhSWlr68v3791u3+v37NDQajYxcjebVYCjksVit7V1dXUlvME8rmqaZGo2mUS6T5XT19FxKekFpaWnZ99nwtDIajV+6x/+W/gXrBcD7ZpWzXgAAAABJRU5ErkJggg==) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHA0lEQVRYhe1Wa0xb5xl+zjm2wVd8OTbGGBtDMsQ1Kw5ZQAYBVVQ8jYVLPKX7E2lRpu6WTpqWZYq6pduP7cekSkNTllRqM0VbutEmqai0dWKZSUkgbTHEGGwSpz4Mc8cFfIvB57IfgZVwC+3aH5P2SJ/O7X3f5/ne732/7wD/xycgm5ubZV80id1uF218ptZvnE6nuKmp6dvFxcXWjIyMhwzDsJ838bFjx45Xlpc7o4lE//T0NP+EgGAwyB06dEjT1tZ2LddkalBLJGldTk44FAo9+m+JG+rq2hqefbajym7/kd/vv3j97bd969+pjcYEQYQbGxsbSktLHfbDh9tIgmi3GQyCRKHwhsPhT5URu90uaq+ra/tSUVFHdU3Nma9UVuYvBYO+Lrf7pwzDrK7bPbEebrc7NeL1XtA3NDjKKypA0/S+PwtChzwry5Wfnf1KnOP+3tXVlXwa8T6brcVE098rLiiozy0oQK7FguWpKdzr7/+D2+2Ob7SnNgfQ0vSDmurqelqvtyiVSnDpNERisVWj0x0vzMurrqqq8t7q7Z3ZjvzHL774jQMlJb81W61ncvPz880WC/LMZiSSSfTcvu3968OH358MBld2FTA0NMSWV1Ss2O32dgCYnZ3FciIBqVwOlU5nK9y//5jJZBq7c+fO2Ea/kydPNpmMxjeNJlOBVqNBplwO2mDAajqNB4EA+gYHf/PujRv/3MxHbjeTq1evXnN3d/cCgNlqBc/zMOj1yDYaMRUO0+FYrHmzD69UPj/18ceiFMeBoigYaBoUQWB+bg7jweDQwsLCpe24RNu9dLvdqYNlZRcSqZRDJpWi0GYDy3HIkMnwjESCKqWy/mpd3RmwbDZYVg2CmAvp9Y0ehQKrEgk4jgOXToMQiRB79IgdCQZ/1d3dHd2Oa8sSrEMikz2g1er6lVTKUlpRgcjMDHQkiQMMA6PPpwVBHEFeXjWysp4Bzzs0LKsqkcsRy8lBVBBgMJkQSyYxMT7ePTE9fW50dFTYcwbWs1BZVnbRYrE4bDYbHgYCKOnpAe7fB8xmoLgYLE2DoigQi4vA5CSgVqNmaQkyiQQerxeJZDIVGB3t6Ozs5Hfi2TEDALDKcaMKlWpwf1ERy/T2ioo9Hj3y85E4fBjTBgPiUilSUik4mkam0QiEQsDcHIwHDw5dcLsvRxjmlxcvX353Nw5it48bMeJwvFxSUPCzuMOBSYsFFElCTJIQUxQyKAqKzExkhMNARwfAsj8n3nvvF3uJu20XbAe9QmFBdjaSGg04APzaENauKZYFtFrAZgPE4ry9xt2zADFF8cjMhHiNVBCExyIEAcLagCAALAvE45LPXcB4Oj2MhQWokklQgvCJCEEAJwggBQGYmno8eH7sqQHXsGsRAsCpU6daDlRV/URrtX61dHU1mxQEQK1GSiyGQJIgCAISgoAuFgO8XkCtxnRra56xsbGh0GxmFSrVA4ZhduyCXYvw9OnTjbW1tV08x8lKcnJQ9v77wMQEoNUiZbEgoVAgkyQhj8UAnw9YXgaOHMGHWi0WOA6JhQV+MR5//tQLL/zlU2fA5XKRR48e7dDpdCVSqRRSmsaUSoUcuRzweiHyeCAbH4ckEAA++ACIRoGmJjAWCwSJBHKNBmKKIiYmJ7OXotE3djrOd9yIrGbz1zmOa1qMROBwOEAbDIjMzcGrVMIXifgOXb/+x32zs3kgSfAUlfqwpua4LDfXtCQSwWo2Q0ySEFEUWJ6vyzUavwbgzT0LaG5upnONxpfAsmRVTQ1ogwEAMDM/j0g8jqhK5d3f2/vrjT7nnntOXbm4+C01QWApEgG1ViPmvDwYNZofVFdXv9PX15fazLVtFxQVFX1TrdNVKpRKyGSP/1NvXLsGz927oAiCXZyff2uzz3QodEUskURnZ2Yw4PHg/tgY2JUVFFitsNhs61nYgi010Nraaqitrf1dVlYWTQIYZxi4e3qQTCZZEUne6b9796WeW7fe2lzZg4ODTFl5eX8iGqVJQSgQCQK5urICCUVBIEkszswYKal0Sy1sEXCivf2EtbDwhIiiEI/HMTkxwf7ro4+6g8Hg2WG//+zFV1+9t1Nb3bx5k0lzXOdqLHYPBPHlNM/TPM+D53kQHGdlV1bueUdHR3cU4HQ6JbX19a9kSKXmCYZZHfb5/uEbGTl76fXXz3mGhvw7HakbwTAM7xkeDijE4s5YKrXwiGWtkowMXZZejzRAiyjqTxsn8ISAlpaWdqPR+B1/IPA3z8DADy+99trLI36//2mk22EsFEp4Bgdvy6TSN9SJREQqk9mUWq19ORod8Xq9I+t2/9mIXC4XabVavzs7O8tcuXLlnc9CuhucTidtsVgaxWKxoa+v7/cDAwNb9wWXy7Xns+Gz4vz58184x/8W/g2V+OwsTrivUAAAAABJRU5ErkJggg==) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHDElEQVRYhe1Ve0xb1x3+7r2+tq95GOxrxzbG13ZIAwTTFCekJJAS+CdMZSE8puwh5Y8oVbNHOm1SlymqlGmVJk2TIi2aEqopbRVpiUaXtkoqNRNLDWVAkoKNAQPBhJvi1EAIJjbGD+713R8pHeFVmq1/TNonHemee875fd/5vQ7wf/wbZG1trerbJnE6nbLlc2rpo6amhj548OArBQUFnEKhGON5XvhvEzc2Nh4pcThqwtFodzAYTD0lwO/3i6Wlpdn19fVXc0ymA1ly+aLWaAyMj4/H/lPiA/v31x+orj632+n85dDQUPP7H344sLROLd9MEESgqqrqQGFhYfmuF1+sJwmiwabXS/L0dG8gEPhGHnE6nbLv7N9fX5iff25vWdnrpSUl1tnR0YHrbW2/5nk+ubTvqXi4XK74oNd7XldZWe4oLgbLsnlXUqlzadnZTbkm09lYMvn3a9euLXwdcZ7NVmdk2Z/k2e2VVrsdZosFj4NBuG/detflcs0v30+tNKBh2dF95eWVWpa1ZGRkQEgkIKNpTqPRHNlqNpeV7t7tbe/omFyL/Bevvfa9nfn5fzRbra+brVZrrsUCLjcX89Eo2jo6vDfGxn76wO9PbCjA4/EIDocj4XQ6GwBgenoaj+fnwahUyNRqbXnbtjWaTKaRzs7OkeXnjh07dtBsMLxnyMmxZ2dng0lLg16vRzKZxOjwMLrc7j/c+OCDT1bykWvd5PLly1ddra0dAGDmOKQkCVv0ehiNRnwxMcE+jEQOrTxDZWT8MDg7K0uKIiiKgp5lQRAEpqanwfv9npmZmbfW4pKt9dPlcsVfKCo6H43HyxmlEnabDYIoQqFS4QW5HFa1uuT31dU/0ofDFSCIFJTKO16drtzPMEjSNERRhLC4CJqmEY3FBJ/f/7vW1tbwWlyrQrAEpUo1ymZmVi4mEpYdxcWYnZxEFklip98Pu8djSCOIOlitu8CyuyBJh7aEQlkFDINQXh7CogiDyYTowgI+v3+/dSIYPO3z+aRNe2DJC88XFTVbbLZym82G+8PDcHR3A/39QEEBYLeTKZ0OJEkC4TDg8wFvvokKAAMXL6Lb68VCPB4f9vnOtbS0pNbjWdcDACCIoi89M9O9raAglWhvp8ydnTpwHEIlJZg2GBBRKBBVKiFotWA4DujrAxwO6Ovqes9/+um7wXv3fvvnd965sREHsdHicnj27XvleZuteb6yEsHcXEgEATlJgqYoyCkKaUolVIEAcOECkEweI1yui5uxu2YVrAWOYV6C0YiIWo1F6Uk4UwCkL0dCEACWBUwmIBbbs1m7mxaQRtMkGAYqmQyQJEiSBAlASpKQ+nKOePzJIIgNu+UzCRgjyU9AklBFIl9lrrQkRJKexHJ6GpibA0iyZ7N2N0xCADh+/HhdcWnpr7LN5sOFU1N6ShAQU6uRUiohASBIEjRJQhcOA599BlAUQo2NRfqqqmq72byYnpk5yvP8ulWwYRKePHmyqqKi4lpKFFU7jEbscLuB3l4gJwexvDwksrKgoCgwoRDg9QKzs8CRIxigaQQEAQuPHqVmI5HvH3/11b9+Yw80NTWRhw4dOqfRaguVDAMly+KLzEwYk0ng9m3Q4+NQBgKgR0aAO3eeuL+2FgGrFTGCQLpGAzlJEhOBwJa5cPjKes/5uo2IMxq/K4riwfDcHPbu3QtWp8PjmRncVasRJIiBrI8+Opv/4IFDAbBhpbLHV119gjWbnwsKAmwcBxlJgiJJCJK0P8dgeBnAe5sWUFtby+bk5LwhCQK5a88esDodAGBichLTc3O4q9EMnGhvf6rOT1dXO0pCoefUBIHZmRlQNA2QJMy5uTBotT8rKyu73tXVFV/JtWYVbN++/QdZWm1JZkYGGIYBALx/9Sp8Hg8UFCWEHj5sWXkmyPOXaLk8PD01hZ7eXozevQshkcBWjoPFYlnywiqsyoHDhw/rKyoq/pSlVrMkgHGeh6utDdGFBYGmqM7bt269cbOt7W8rM9vtdvNFDkd3NBxmSUmyyySJTCaTUNA0JIJAaGrKQCmVq3JhlYCjDQ1Hua1bj1IUhej8PB5MTAif37vXOub3n+obHDx1vrm5b72yunnzJr8oii3JSKQPJLlzURRZQRCQSqUgCQIXSyT6Bn0+37oCampq5BWVlWcVDGMO8HxycGDgH/2Dg6feevvt070ez9B6T+py8Dyf6u3vH06XyVoi8fhMTBA4uUKhzdLpkAJYGUX9ZfkFnhJQV1fXYDAaTwwNDX3c29Pz8+aLF38zODQ09HWka2FkfDza63b/U8UwVzTR6COlSmXL0Gicj8PhQa/XO7i076tG1NTURHIc9+OpqSn+0qVL15+FdCPU1NSwFouliqZpfVdX14Wenp7VfaGpqWnTb8Oz4syZM986x/8W/gUzf+YdDi09hwAAAABJRU5ErkJggg==) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHI0lEQVRYhe2We0xb1x3Hv773+v0A2/iFgQu2wRkmQHG8El5yIXFaVKqpzBs0/WOdFnWrtHRVpEn9oxJVpq1rm0baQ13VaX9k2daKNJ2otLwgjZLmhcE8TB1exuZRQMRgm0f8uLbv/kjTUXBYsrZ/VNpXOtK995zf+X7O43fOBf6v/4hwOByib9rEarVSm9/Jew8Oh0PY1NT0sl6vV4lEIt/c3Fzy6zS22+3U4/v3txkKC59IplI3FhYW0l8C8Pl8THt7O/1kc/PJBMM06NTqsCw7O/BVQZqamtT7amra99bVHSssLDz86ejo2+fPn/feqyc3N1YoFKPtTqddnZNTn0wk2mRCYYPJYAiLZbKHBnmqtlay327/sam09M9lVVU/UqlU9K3x8YvLweArXq+XzQgwODiYbGxq4jbU17eEwmEoFQpaKpW2KRWKhiKjMWw2mwNer3dHEKvVStVWVz9tMBj+qC8s/Jm5pEShlMvh83iSI17vi50ffDC+uT25tYOUUDj7iMXijEej2TweD1K5HDyBgN5dVtZGFxQ0PFJRscohiIlAIJDeGnvo0KFKy65dx/V5ea9qlMp8g8mEPTYbOBwOLn/8cfc6w7y6efQZAUbc7o3yigo2V6t9gqAoWG021NTWYmR4GFVVVbRGo/khXygc6OnpGd0cd/DgwcbKysoutUZjk8tk2G21wtHcjGyFAhfOnEneuHnzFx92dY1v9SMyTeO5c+dOTk9P98UTCfj9fpAkiWeefRZl5eUYGR3FqN//2LYgpfI5gmVzhCIRHAcOoK6+HgAwOzuLvmvXLvJlsrOZvLbNAAB4vd5obU3NWp5e//3V1VVENzag0WoBAN+tqAAzOMj/Qyq18YZa/XJHfr6jo7i43F5Y6OQplbIViQTxO3dgMBoBAF1dXcnr165lHP19AQBAtrY2KcvKqi4wmw3JdBoESWJxfBzKW7dg+egjrZjH+x6KinYjJ8eKdLpJODUlyzcaEc3OxszsLCZmZsCnKFy9erU7GIlsW/t7ojJ9BIDO69djWUbjb3Vmsx0cDlWiViP38mXA5QJKSgCDgUjk5oIkCJCrq8DAADA/j+qCAlBGI25MTGDe748t3779+87Ozm0b9r/OAABwuNwZlmWH5oLBOXp5WaK9ckWD/HyEbDbczs3FukCAqECApFIJIU0Di4vA5CQYqdTdGwpd8Hg8v3zn3XfP7eixU+Vm9TU2/tRK02+namvhz8sDCAJcggCXJMElSUj4fAj9fuDECSAYbOf09r73IP1mzIJM0pNkBTQaBLOykADAAkh/XlgA8VQK0OkAtRpg2e1Z8lUBxATBA0WBT1EAyyLNsncB7j2zLBCPAywLiER3vnaAlWTyU5AkpBsboDh3V45l2S8KBwBWVoCZGYBhbj5ovztuQgA4evTo4xar9fkUTbeWh0IaIpFAQioFIxAAADif7wXV6urdDMnLA15/PVdqMlmNNM3r6+sb3an/HQF+/sILT1tKS09rVKq6IprW0IkEMD8PaSgEMY8HLstCmkhAubgI9PYCa2vAo49ibnk537eyYtOq1U/ROl2fa2DA99AAdrudqqupeUsgFBZrdTpU19eD53AAwSDgdoMaGYEwEAB/bAxwu4FIBFCpcDEvD7ficZhLS0HTNDeZStEiieS9+92i9z2Imhsbn6nas8eRI5cjHIlALJcDAGaKirBx4MBI6sSJ48ULC7v5qVRBkst1XW1tfW6aYUr48Tg4XC7YZBI8sRgCkaghkUg8CeDUAwPs3btX4Ghpeb6ishIA8OHp03C7XIgyDMYmJjAyOdl9vKfnL5tjftPaWry0tFSySy5HFkkiFIkgFo8jSyKBxWQ6srFv3/nu7u7VrV4Zs+CxurofsAxTAwCxWAw6nQ5TU1OYCQSg1+tjOVLpma0xoaWlf5iNxiRYFjGGQTgcxuraGiRiMXaZzdVapfInmby27QGn0ymorKz8XW5ubr5YKMT8/DymAwEsh0LJleXlf/W7XEd+/dpr245XLpc7Yy4pmYgsLKg46TTNUhTEAgHEQiH4fD6isVgRXyT6u8/ni+4I4HA42soslhe1Oh3m5ubQ73JhaHBweMTjOfzGsWOv3Ojtncw0kkAgkD5z9qxHnE6fisdiY6l0+jsiisoBSUIkkSBHJlOGP/tstHd4ePC+AE6nk7DZbG+aTSZDimEwMDQ01e92/8rj9b70z66u/kzGWzU2O5tweTxDIqn0/fX1dQ8IopRDEDkqtRoyHk+7EIn8bfMP7pcAWlpanHuqqo4sBgJ9Fz/55K2bLtdLfz158oLf749ut9pZk5OTd/oGBoYpLvf9aDQ6xABSqUpVu76+PuF2u4fvtfviNnQ6nUR5efnhYDAYHBoaOnXp0qXYw5ruJLvdTlksFoeAyzVcunLlT/39/dvPhY6Ojge+G/5XOZ3Ob9zj26V/A8CA4BIyLVF7AAAAAElFTkSuQmCC) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHEElEQVRYhe2Wa0xb5x3GH59zbGx84eJjDLYhjsHhGgo43aKQOtxGapReQuQl3TT1w7RVi7pL1pBpWyrl26ppXavSLCzqqqzqkii0apVK+UApyVjDJRkDgrnGxoZwx2BjG3zsc47PPmx0hJiMpO2HSXukI73nvO///3ve97w34P/6j4ja2trErxtisVioje/keqG2tlZWVVX1c4vFki4Wi10ej4f7qsG11dXHCoqKbNFotGt2djZ2nwGXy8UWFham1dlsV8xmc4WWptmklJQpt9sd/rLgSqu1fr/V2lhaVvaK2+3+49WrVx3r9eTGxjKZbFxL0xXWior9JWVl9VKJ5IhZpxMIqfTO1NTUI42IxWKhrOXl9YUmU2NBXt6p3aWlxrX5ecen7e2/9Hg80bgGPB4Pl5OZSVISybPV1dXQ6XSpyz5fnSY52ZqVkeGXJyd7/psRi8VCVZaX1+cbjY0mk+lUfnGxsWD3bnAch7G2ttf/9NFH1ze2JzcnSE1LcyoSEw+GgsEMhVyOUCgEnud3SMTiYyaz2frNvXtnOjo6XPHgx1966dvZJtNbKTR9akd2tjE3Px8GvR4A4OjrG2vp7f2py+VafagBp9MZeerAASI9I+PQTpMJfr8fUoUCkVgMfr9/xxPFxd8ymUzdnZ2dkxvjfnL8+NP5OTkfKGUyU1Z2NtJ1OigUClAEgbHBQUwMD7/25ytXPt3MI+L1pLOz8z0uEvnc7/cjQSqFSCRCUWEhamtrwUQi6UGe//HmmBSD4buJNE2lGgxQqVSQSaWIRiL4e2cnRkdG2nrc7j/EY1HxPra0tKw9/8wz5zKNxv1JSUngeB4kRUFN02BZFt93Ove8WVPzsiwc1oNhjEhP/+ugQvGN2wwDjqKwGg5DEARMT05iemmJc8/Nvd7S0rIWj/XAL1iXRqu9q9FoKlRyeRZBkvD5/VAsLeGA2w19T0+KWCSqg16/HzRdhGj0UJrXqy6JROBTKjFHUWAZBv5AAEwk8t758+d/txUn7ggAwIULF5jCvLyzlpKSMoEgEudmZ7GnpweYmgKMRqCoCIxaDSlJAn4/cPcu4POhimWxHAphimUhJojJ6enp32zFAADRwyoBoLm5uSLK8z8g3e68o8PDZTAasVxUhEBKCkAQkJAkEikKyeEw0N4OrKxgtqDgzu+np8dmXK6zFy9evPGlDKxrtKLi5V3Z2Y3Mvn2YMhgAkQgUQUBMkpCQJBRSKWT37gHnzgEc9z3RjRvvbydv3FUQTwaZrBQaDVZUKrCCAAG474lwHJCaCqSnAyxr2W7ebRtgExOjUKtBEQQgCBDWTayXBQEgSUAqBVg2/Ss34GKYXiwuQhkMggQegBMA4PEAXi8gFn+y3bxbLsN1NTQ01D1VWfkabTbXmWdn00hBAKdSgUtIgEAQEP17LtArK0AwCJhMcJpMGTnPPWfL0GojfX19o49t4OTJk1W/aGi4lJ+fX6bYtSstjSCA+Xko5uehEokgIQgoIhGkLiwAN28C0SigVqPXaMzcmZ1dEA4GjxQVFzu6urpGHtmA3W4nTp8+3ajT64tHhoeRl58PiU4HhELA9esgJiaQ4HZDMjQEdHcDLAscPIgxisIkz4NlWajkcjKwuqrTaDSXh4aG4p6iW25ESonkWTFJPs3zPIqLiyGXybDK8xjLzcWExeJ4or39jZ0eTyUIYi5mNE4QJ078upui0r1eL/RJSVAoFEiQSNA/OGiVkeQhAB9s28APX3iBrj969FVBEAiSJKFUKgEAC4uLWA4E0MkwjsOfffYugHcBAN3d8L/zTjk5Onos6PMhUSIBx3GIxWLIy81F1Od7paampqW1tTWwmRV3FeyzWr+j0+vLFhcXMT4+/i/4wgJar13DsMPBrCwv/2VzTNPZs41+n887Pj6Ovv5+BINBUAQBrVaLrNzcvWqlsj4e64E5cPjw4TTLnj1nOUGgowyDmZkZjI2Nwe12Y3Zhoc3pcv2qqanp481xra2t92ia7jbn5Gi4QMDEsSyRIJVCTFFALIYVrzdLq1ReGfF4mIcaeN5mezEjM/PFCMOAABAKBtHf0eEYGBx8tW9goOHSpUsD8XoCAF1dXRP+lZXmSCjUr5NKSwiCoNdiMbDRKILBYEaI53sHHI7BLQ3YbDbJ3ieffINMSDCEAgEAuDM8NPTbgZ6en73/4YefO51Ofiv4ujweT6zX4RhRqFTNzNqad5Vld4goSi2RyxHjOK1eJLo8tOFeeZ+Burq6Iylq9Y98i4u3QqHQm523bp146+2320Ye42ruGB1d/dvt2zfFCQmXpaurSxq5fKdCrS71hcPDvQMDX4ziF6eh3W4nDAbD8bm5OQ/Hcdeam5tjjwp9mOw2G51sMFSB59P+0d/f1NPT8+C+YLfbt302PK7OnDnztTP+t/RPfBz86SRPjnoAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27562 5.3333333333333s linear infinite forwards;
}
