@keyframes rwdcur146088 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 30, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 30, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAYAAABw4pVUAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHrUlEQVR4nO2dW0wUVxjH/0ORgonVbJA2tdYg0WKKuyUopa60UuxD1RIL1GpiojGND41p2j6YivK0iI1PfdDEtMbQFyVakKi0icUiFbxsJHQXmyqJWEXrBbu1YgRFOX3YnWHuN3bmzNrzSyY7l3MZzn++853bDACDwWAwGAwGg8FgMBgMBoPBYDAYDAaD4SKczXgkiWkxRKTbjumrGd+P1SfhVlRFTjaef2jS7Eb0zVwt+dUhA8bCuyEGn49bednCvoWY4wUAPgD3AcT0AtbW1k44s1AohPLlHwAAOE7dGNqOHQHionjSWmxbiElyALwKYJrD+ahDlMawdEUFhRsxj9MWMhnACIBbOmEUpTZl5zeKQEObPzeV4YnWo4KVQMNKvIzTFnIBwHkAD/UCqVVXH53eJGxm2bZtm9X78xxOW8iYw+lLqKurczM7R3BaENvsaxm/tSkW4gnVVYridJVlhGYTdMPKJ8JmhROtRyd8UzQRC5ID4BXZlulAnj7xgZb/0DvWQuFDVFpZXkcsyG0AA7JtGOOdKfGmhlo4te1vo5va15KOQ4t2SX6tIFhJCrayxHdM4Ksx0/MGAMQGGoV9S3Hiwyx8vkRuIaFQSNjf+fwUbH40JLlutgN5pieieS3ROfSkWopHT1zQRrR8uwUrN+6wFEcPXgxfIAoA+Bqy+g1AKOQ3nR7fCSSJqkur9+4lFIJYedpXbtxhOY4WcjG0MLou5BXxo+3YESxdUSEIQQjxvCjSKssCvkAUsYFG+GauRixi/qmV5Utqa2tNi2EV/r7kwyVerrLETp2zsKlhK75TYojTTAiQEtDuhwBwRgx52qkiCi1BpgEoAJDnRmZOCp5saA2d/CM+sOGDdEklAeTQsBBq3edUqLbcthACAMOPn1hqgtY0nzIV7sCpuGXc2h23OLGl+AJRoSmcYBmAKIDrphJ3CTcFkVgGx3GmBUlaOH5hRny04EdTibqM61XWF43tbmeZUnii2csYx3aVxQ+D2BnH4n2C14cxaGDfhyRncRxDhl1BPPloW1xsZab57frf6dk5dUeRtrZUO5KJzqrrC+pcd+p8c9cp/6H12Fv1dbR6+yljIYQQEAIQEKRpCOrJetQirgvC96YZ6rB+iMdw00I4ALi56zPHBxet1v/JWhOQDJiFeAwaTl0yj5+qcxf5+fmkurpaOO7p6cHTp0+RmZmJlpYW2+2LlGlleY0lS5ZIjgsLC4X9goICAgCRSAS/X+pDf98l0wIxQWwQDAZJdna2cJz1XQOyX5yEwYeZGFldJZzv6OiAf+GbyJ0zlwDAyPAwun5p0xXnmfchsYHGpDttuXVMzctG+d5VeO7qNcn5tWvX4vzpTuE4MysLM3Nn6zZqnmlBjIWYZDnNiooKIu+Uvv3VIsT+5fA4WCI5v3//fuTlz5OcG7jSr2sh//Mqa9RyDL8/Pj0cDofx8/HjKFqwADg0jNz5k3F3fgmmilMfHcVLL8+wlD7t0QZH+yQ5OTm61+/cuRPfEb9zL0a6MBwAUFxcTHp7e5E195xmuvd630BpaSmCwSDOnO9G2qQMAMCDoSGc+/Wk9yykvbJKIcTVCuWbT+vXrwcANDQ0WEqfj1f4VhB/XbutGU4QxALhcNiw4zlt/m/ovQf0tgKxSD3eXbYCHMchIyPDMH1qVdbs2nxhvz90UXGdL9T3P6wS9gFtccRh+HjX/7w50duUQwDz68h8gSh8gShOnyxBsKwco6PGVaTnfIi8YIF44QLAT4ebVK1GLJ6DkAfDj1QvqC1TOnAqisE9fvgCUUyecxZD9zfhSl+fYSbUBJlVuJ0DQF4PlGBX3gyJEGIBxKgJI7/mVW7duIHB23qv68ehJsjVnq2CH+kPXbRUoLQKf+vhTtXzqnMzsnPX7n0MwHgdApV+iNh/8MfxCSgPvaSp0sKyhPbfovu+JhULmVW4nWuvrCJlzU1or6xC/egTpKd7yJ1NVAwDxK20WMQvmben1lMva27i2iursOnyDd2mqV1sp6kjhpoVi4+TYeVUH8uy5iYEihYrzoududyxAw76EJOWoRBlbAxjJD7XD47TFsVXY7iejXo9EenuTPxKz2/5dCEApXOs3x1WFckOn6xaDgDYe1AoJF0xkrUeQG+MjbogJYF8xTk9s1cLr0bBa/ovZ+092AoAuHDpMn/KyDK4wT1fWn4x1irUBXEKUUEnEw4mZzm71rUBaBOdyca8uruG8agLcjaiHDYBgPLSYkvhvUjmO4PC/kjHdFNxqAui5tQj3Z2o3x2ecDp68L7La1AXRA2jwk0Upu2PHvA4VK0JFG1YAyDuxP8w+bE7Twqihd5TzV+zailO0r3vgLA/0mEuTipO4ap9TULvCxOqBIoW42zkIu+TLMU1M0cv9h9qx/GElP2eVBQk2TgyRFK0YQ1GOqYLv7nvybLR6IQyQRwk+P1SdK1rUzZ3dUYEUnFOXe+ek52eeh6JOXgzn6VSVG8GwzPUnXr18qDpsD+0drmenhX4qd2JLI+lLkgqI3n6RU9+LOInmitZDGA+xGNQF8RstUErnNvQduoAQNLS9J+LsTHhi+Vm7pcAgMk0nfwPQ1oNDC+UOYPBYDAYDAaDwWAwGAwGg8FgMBgMBjX+A0k8pAgu+XJCAAAAAElFTkSuQmCC) 15 30, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 30, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 30, auto;}
}
div.testarea{
animation:rwdcur146088 0.5s linear infinite forwards;
}
