@keyframes rwdcur174096 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGc0lEQVRYhc2Xf0yT+R3HX31aulIqkCJtRSCCHSMIQ8QjwvTwx2bYjYVwu5nLuQhesmXZHzvQO83tHyWL0bA5TXb/eGZ3zvnHzl12jKGQmMl6CgaRExeuSKn8KFBLC5by4yk07fPsj9KkokDN7Y+9kueP5/v9/Hg/38/z/QWxsxM4A1iASaVSGdLpdAtKpTIETC63n1m2+58hAEeArwsLC0evXbtmmZycfBQMBqcXFxdDXq93YWlpKRQMBj0ul6vn6tWr7du2bRsG+pf9hPUSKNbo+y7waXV1tfry5cvMzs4azp49+7i5uTnR4/FkSpKU/C6/DYYIqeOIE5MTUmZzsnMCFTfMWo1GM15bWyvcvHlTAmqA/7yqgNqUlJTzd+/etUuSZKqqqnLa7fYc4HPgn8BXgLMduQFgCmeikydpE9hzpnDmbtZnTB3pKsPv94/s2bMnz+fzfQB8EquA9wsKCt67f/8+dXV1Q5cuXcoDfgd8BIjRhhEB0fiZV9+nbZeDgV27i16feudeSaCwsFA1MDDwR+D3K+1VK96PFBQU1Hd1damKi4vtVqtVAxQDjlVG6gXi0QXKeetLFyN9Xz78+6GJzAl6R3uF7du3vzcwMDAFXFltBPJTUlIs4+PjYnFxscNqtc4APwEWV0v2shGIxs+8uo0rb6caU1Xvj1QFTCZTss/nKwf6IjbRf+mfLBbLUF1d3ZDValWtlzwW4tEFKqj968TkuPqz3T3q27dvW4FPo20iAg5VVVUlAoblmv/0myaPFvE6b35+p+ffG/V6vfnAgQNa4O1If6QEPW63W1NWVjZrt9u/ABpjCb5eCaK5zWf7lRuDW37+aJ978+bNAlAE4RHILywsTJubm9MvT7WPYoy5MyGftGH60mIxLqGi0zE1YhAEYcvWrVsNQH5EQGV9ff3IuXPnbITnubhWoGgB38okbRJHTAJ0JC3qMdrafmSfP3bsmA2ojAjYc/DgQV1zc3Mi4UUmVorVBkwzuE2xOmwi22az21SVlZVaoBzC60BuampqssfjgfAKFys7VHrSZnkWs8Mmsly2+Qc6k8mUBhgAVEql0hQKhTSSJAE41/DfufwUAzuAHaoNIDLHdf7wi0T0zmQMLiOZzizyXxonhU0zS9KiLi4uTh1pU8XHx2tFURQBaS31siy/0NagaFCcPnVKDs5B8BkE3LDkgIW+lwQA1GiCMrIgSZJGoVAgyzIqv98vJiQkaNZKDqBQvLhtDJ+S5dMNDWjZQCJ6kjFgJJOs8A/+AgEWVQoUkiAIAVmWJQBVKBQaFwRBLwgCkiSlA+OraHiw/EToCc6RpmUDhzj28XofAOBhIlkjxM8HAoEZIADhWfDY5XK5jEajg1c7zXwVfIYzEf1a/81zuBhO02/YOO90Ot3A44gAS2trq1hdXT0P/PgVBPQE3LiSMbhidXAylPOdnFypqalpEWiPCGi6cOGC+eTJk3nAm4AuxngPlhw4jWTGNAJzeLUzeMw/vGHWXbx4MRdojggY6u/vtyqVSndeXt5joC5WAQt9rDrlVtJF6+5so9m9sLAw5HA4bIA9IgDgzNGjR7VNTU3pQD1gjlFETIxhM7gY3l7z4Hvqw4cPJxI+PRMtoO3WrVt2r9frPn78uBX4G7GXYk3m8Wk6+Mdb+0t/MPXkyRN7Z2fnCHAz0h89ubckJSV1O51Oce/evY7u7u4AUAXMrxZ8ve14Hp+mjSvvZKZnSL/qPxgwGo3Joii+BoxEbKJPRCM+n6+mqKhIa7FYzCUlJWqgA8h5lS+OMIbN0MLH72amZ0i/HnxDyM/PTxRF8Wh0cgDlCr/B6enpp9evX3/j3r17GkmSPB0dHR8CSYQ3qudOSbWc3rcy8Rxe7R2+2Pc1HRV7S/fP/qxr11JeXp52dHT0A8KlfY7V7gUVSUlJf2lpaRlJT09Pr66uHurt7c0jXLvIvcDRjvxhgEWVh4lkF8NpToZyZvCYs03fdtV0l2kGBweHKisrzaIo1hBV91jJBG6Ul5ePDg8PP3r69On0iRMn7mRlZXXFxcWNAUsXaJdraQj9Umj0/Sbpk4k/v9Y55na7vXa7/WFpaekw0Loc5xvxfeBWdna29/z5892Dg4MP/X7/hCRJ/mAwKEuS5BdFccxms/U0NjZ2ZWRkeIF/Lfuty1p3w5WkEz5GlQO5gEmhUGhlWRYBF+G13QK0sPqG9v/HfwHY86gmZxvamQAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFw0lEQVRYhcWX/28T9xnHX3d2jHHTJnIUx3KCgSRExThzVuIAkaJsodAKhSFPYuyHiqH9AxtkQ5FYtUVK1AFDTNqPaO0W0R+28ANoBaSipRgTWrsLX6Y0EBvVDfYS25HjOE7OibHP++Hsycvy5bIh7WWdzrrP83me9z2f5z7PHainFRgA3EBUo9HkysvLFzUaTQ6IFq4PFOxeGSJwEvjK4XBMXr161R2NRp9ks9n40tJSLpFILC4vL+ey2exMJBIZHRwc/GzPnj1B4GlhnrhRAGGdsW8BH7lcLt2VK1eYn583fXr066VAMKCbk+KVWbJ6DZrMh7yvFUVxtqam5oXL5Vro7e216fX68KlTp8Rbt27JwI+Av29WwKmqqqpL9+/ffy7Lsvnjdq82kpwyVlM3Xkujv5aGKSPmBYDvIvwSqENJ/VHg+zab7dmNGzfq0un0Nx0dHbZkMvlz4EO1An7W3Nz8E5/Px6Dzgewb+8K0nd33nbzj02PIrjQuCCilHPgpcLqnp2d8YGDA4nA4tBMTE78DfrORgJPNzc0feL1e7a/rrmXis3Gxk+PXqqmdWyNTqwko0ggMOZ3OhXv37tW3tLTIExMT7wN/WEuAvaqqyh0Oh6UPaodIzqaWjvDjP+vQ/8ddqxQASjZutLW16dxut8VsNlcmk8lOYKxoUFqlv3e73V8POh/I8dm4qCa4ChaAYz6f742+vr6p4eHhceCjUoOigB8cO3bsDcDkG/vC1Mnxa68geKmI4+fPn7cZjcbGgwcPGoAfFgeLSzAai8X0v931SaU+WTnegeuBWu8bLEEpAy0tLd+5efOmvra2VgS+DUoG7A6Hw5JKpYyR5JTRyTs+Nd6CjFles2NB/c538fHjxzZRFHc0NDSYAHtRQPfp06e/ufO9YKaauvHVHrXViPLCssW6KQFzwK3Lly+Pnzlzxg90FwV0HD58uDwQDOhqafSrdMYcMbPOhBnYq3YO8JehoSFdd3e3AegE0AJvVldXV85JcUM7DVNqPc0za9EaNxFa4WE4HLaYzWYAE4BWo9GYc7mcPktWLG6vqxFkzBLlhWWOmHmeWYtEyqx9HQAzMAo8LJz/VjhW48XLly9NZWVlcvGCduvWrQZJkiQNGu160u12O3utdnQm0BpB+zr8sa9PyOfz+ZW2grBmj1sCdLIsIwgC+XweQaPRLEqSpN+yZQuAZh0NrYVjL/AW8FY+ny8Ge6gyA3ogKcuyLIqiDLymzeVyYVEUjaIoIstyHRBeY/JKx6Ml/9UW4g6dThfJZDIAGVCK8FkkEqmvqanJTE9Pt64jYCUPVdqV0mq1WiNTU1MiEAHlMXTfvn1bcrlcCyj9XC2jJYdajp44cSJz/fr1JeCz4sX63bt3xycnJ2eABEoHU0NrPp8v1sW/8auSXwlGIBGLxRJWq3UGpV3/C084HP7KZrN9DvxiE3e0GS7u27fPEwwGR4GRlYPvHjp0KOj3+0NAfKW6V4BdEIR4KBSKtre3B4Ajqxnd8Xq9oz09PR7gEeqXYiMqgaf9/f0jd+/eHQHurGW4o6KiYmZxcXHS6XR6gL++AhGVwEhXV5c7lUoFDAbDDLBjvQlHmpqaZiRJmm5ra/MAT4Cm/zK4HXja1dXlTqfToe3bt0cpdMCNeG/Xrl0zCwsLwd7eXo8gCHGUL55KlYGNwEVBEOL9/f0jqVQqUAh+cjPq362oqJjxeDxfBoPB6ZaWlhGUR/RjlNepJpRtlcL5TeA94E9AYv/+/Z5QKBQdHh7+vJD2VYtuI6zAzc7OzslgMPhkeno6fvbsWc/OnTu9ZWVlIWAZyAPLOp1usrGx0Xvu3DlPLBZLPH/+/NGBAweCwO2Cn/+Jt4E79fX1iUuXLn0ZCAQepdPpf8iynM5ms3lZltOSJIX8fv/ohQsXvNu2bUugFPDbapyv9224kjqUIupESblZEARDPp+XUPb1ZyhfyJ+gvp/8//knWXpB+KZ2jJ0AAAAASUVORK5CYII=) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur174096 2.6666666666667s linear infinite forwards;
}
