@keyframes rwdcur77860 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVElEQVRYhe2XX4hcdxXHP+fcO3fu3pnMzo6bTdwu7bJo0AihlICamLb4IoIExYDFFx/6YkGRGOq/FFOxSTSifVBQHxSqeUitglAoCGKEpga1VQla/7RqsNs13d1ON7Pz587ce8/xYSZhN9tonUR86YHfy+V3z/dzz+/8vr/fhdfj/xxyowmOnutEjYnww7WyfqCkugvQwv1iL/Ozq/3i9INvjxf/ZwAPnk/n57YFP5qMg7eISA7kgAEKRGlh+eW0+MZSJ/vi8XdWBjcV4PNPdWu31aPzk3FwK9AG0tG4AhADibsnl9PiVy+0sg9+YV+ydm0eHRdgexIeqZV1fiS+Js6yOEviLLqzCCwByyKyNpmEe+dqpUc/+4tueG2eLQ9eS3zuyZZWysE9IpK60BVnzWAZaCp0AXWnpjDtQi4O9TjYd0vOJ4FTG3ONVQEJSo0okDkgF6frToshwN8N/gj8AXjeYBFYBVoi0p2M9cgD59P6DQMgHom4MlzvnOHat1y4ZMazZvzOhT8DS+40R4BpHGrSKOvBGwZwo2lGOnr/ykCNgTurqdtfMC4BrwBtHQIORMgrkdx1wwAn9ifpoPALDHso0mHHV11oaMhcWXQeJQEUxVwwhtWyUGT2hgEA1gfF9909BqpAHZgBbgN2B8rt4iwAb8BIgGikpY6lG/OMtQsAVnp2uhHb4TdXsvkM1W5R0raJ4lQZ7QSgptBwSBhWKexn8uxrAjh2rrNQT4L3TwT6NhEPc2Ox1bez62n28xN31fLj+ybSU0+n924rhT/ZXs5rcZBrJfDawLTZKsI1c2wkWnOhLk6cFabNtHh0o84WJ/zMuU74xong5FQSfjQOBXExFzdA3T3sZrbYTItji53emYfvbPDwb/sH5yrBI9PlIsw86KoziMOCzGSwlpfyXIjFh474Urv43sduL913XYAjP11hvlF7ZKYaHBKRdFTKARv8HUjMiF/u5WcW19P7Th6YHHzp1/07Zir6zR0TsmdCi7wkbiUxNYSlQWyFW7TaLX641MnuvfZM2ARw8pe9981PhY8Fom1xaQGtIYQMwEMXicGqQM3da81u8ePnmt2PfO3dU3b0fEcbUXiwVtYPRYHsDcXrhUu7V/hv1nr2ndZg8MTx/du2LPUmgG9f6D8+NRHeKS5rDB1sFWgCqQ2nDJtKfBpoGF7/53p+5PAd8bc25jn6ZIopWrjbqXdNbBF9VYDDZ1vhnpn4hUoUhMCquFwaWekS8PJo2hTYnKKzwKyLT/cyGzz3Sv+tD+2vtv6t0nXi6i4oq0QqkjB0rZzh+q+58KLldhFIVWVWRI1RLwBJEgaNRhwcAr47DsBVIyrcUnfvAsjIuoAc866ZLbbT9IKZXwRW7GpvkLp4Xi3pe8YR3wTwlbsnLTN+D4QuEunoKxWqGmojiqKGKQqYDit05fZjqiyMC7DJiNpZ/li9rO9wsRikpjBtIreoSx6HslMhdqgbxAqRuKiLj6u9FWCl46en4uLT80kxnVlAx0p53zAREpC2g+rQ9xtA4uIREBbG38YF2HQYnThQ6S53i4+v5xomWtQbpf7CjtJgd1WL3Qq7FN4EzAHTLl4DYncPW317/KYAAHxqb/LEX9f9/pUsCAuTJDWtl9UWZqL+nmqQ7xJ81sVnGFaierlvf2r2ih+MC3DdW/FXn+kd2pEEX99e9lpJPVc8j8Q1R1geRGYQtfr5pRdbxXuP7Uuev+kAAA881W7sTMJPVCK9pxL6rXGA5uZczrTZ7vuZlzqD4w8d2LY6rvh/BLgS9/9sTaNyuFMlmPbCu1mR/ePLd0++6o/G6/Hfxr8Av8Bn7+sbqE0AAAAASUVORK5CYII=) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgElEQVRYhe2Xz2tcVRTHP/fHvM57mUynydgfacTSLoQgYn+mK7GIroq6aIVWs1DxHxBBRGlSUbRQcOlC8Ael2oKr4sIuBF0obWxTV0WKFC1NWkIynZlMZl7ee/deF++NM2nTopPqRg9c5r3Lu/d83jnnft8Z+K+buN8bTpyPtcV5EsKJUc/+KwDjk3HwgK9f7vc4pCUjQpB3jkZsmKot2c9vhfbUxGhuRZhVAxy/ZHat75MnCzmGgAhIAAtIQDtBvh7y882GOfTmLn3tvgIcv2R2bO6XZ9coNNAAmkCYAWggDwRAoRlz87dasu/t3bmZ7j10r87HJ+P8hkCeyJxXu0aTNAoaKAAlIAlybBwq6I+AZ7v3kb0ClPPqcJ/HFtI3rwKzwHXgV+AKcDW7nwXqQLPf4+ljF5O93fv0HIF+TxwkDXezC+AaMJ3NFYAHMx8BEChJMOCrg8C5VQGMn4vQkkdIQx11QdwQjivOMScEQ07gkaZgIHsu8RSPdu/VUwqcQApBPru12UiA0EI1sXaGNOwhnVPRHsGqAd4Z9axxVLP1GvBIK74oYSin5AiwEShm8zob0jnmuvfquQYSw4/keCZzUCAN82Yn0KRvXgA2ZfOFDNILE364LwCV0H5a9uXz5ZwpRVayaIVdskiyY5c5LAFl0kgESwY72zJf/GWA9y8kI4O+esHT7FAwYKASJUzNt8yXr29X331y2X49uJb9eWHxNB6wPrKyWjeikTgkab6LGUih2nLHj+zW17t9rKiERyfjwqY+/eFan8M5QcJt8ho7dK3FqenFZHxbUZ8e7nOPecJFoZUNLRyBNDpGJPOxsokjcIKg0uTM9EIyNjGaS7p9qRWcFx8q6m/W+TypBAvAAlCjI7WxEpggx/ZAyyeu1pMDiVNFI8TOQDtfCbcGgaccgREyqMeYyqI7dmPRvDYxmjO3+7sjAh9fdicGfZ4jPUbV7Lctr5K0oIrtMd/izKsjYuzdn+KtZV8fWKPZLqBoHXPNhPOVMP7qyG5v9m5pXgbwwUWza1tJfq8kdaBCqm5zGUjE8sJaDwwYS/Fq1ex7Y6eevJuTe9myIhz05ZiSJHSUbY5UXm9kcwHp0bIZTF5JgrKvxoDVA3iKPaRv2pbXCpm8ZjBlJ7B0zn0IRDpd15MtU0IlKGeXbY2PSItvNkrcFdKUNNqOyeRVdNatDsA56l3zbfnMA6WcEltI8x+Qhl9nz0nRWfe3bVkKYssUsJVOJ1MCNjmBRTDsOjWwDCRbt3qASmhPD+TliyXtiktORC1DlHWSBTqnYIAuebXg3Qrt6V4B7tCBz35xZx8umselc02gETtZXbSy0jI0bKfNastrqRYy+Xs9fmpi1OsJ4I5vwXTDvOIp9e2wb4cBGzqJL22ppCyLVkU1I3Duz0ZzdrphXurVOdzlW/DehWR4qKBObPDZW1A2UcJZKcDDygWjmY+FrEdcmGmYsbdWaLVXDQAwPhnLtZ7avy4vxnKSHVJQdFCPDFO3QneyFpkzR/es/GfjH7Ej56OeO+j/7V72B3RfychaXueWAAAAAElFTkSuQmCC) 15 16, auto;}
}
div.testarea{
animation:rwdcur77860 0.93333333333333s linear infinite forwards;
}
