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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHpElEQVRYha1Xe1BU1xn/nXPv7t1dXFieLg+VIO+XgA8som59pNY6aaPtmMZ0qlNr0qbTdpwmMVM72iSTOrbTsbTONDpqNLU1jzZWOlrjaw0t+AouuCCgRCMgq6ywLOyy3Mc5/QNYAXfBJP3tnLn3u3fO+X7f953fd8+Sq3nZnHOO8YjQRyDLUUtGP/v6E/F6QdNSiEHvqWxxdT8y6QtA5JyjWIp59A0hcOTl8KKG6wQAXi5IXL+aR+9OEQwmL5PZ6jzj6RpRe35P3Z3bo6etyLCKCQY6L16gRXRANvkk8dNbfvVfJ27el0MSmIjd6MwkCsbSUm4xgQJJVKLZiHwyWX1Q5cu2Fh9ucrnX5iRaCgl9qUwwb8xHREI004MYgG6lH7vErp0ngFcejwCluDrgBgC8ovYmfy3TajnZ4vK0EfWkh8svWKBHgDEYKMVSMS7FwXx/jCtOOfCUajq4SIixiqDgAMhwFmN0JiQESHa4IOlYOiKuDrhR0thMXvR3k3nzZlVt2Pzznl+vf+oTtzqY8reBtoDCONqZDwGmwBnoQiEXnykPkJOSxqx3FB+GcsaDPz84rvG+QDgCYzJQ5x9yDgBREtJtS1el2dJmgC1bWXLd7S7xrN8El9IPhWs4wlwIZKVj2sJF8DjrEHvJiV7IQ9ETAsI5AA6mqoji4pzJCZjNwANP0DRJkjXSaAR94AJLSEH2rDmo2v4qelJSYbJEY03SdEyJigYIoGkqKn+zFea/fAgZAUh6CSBDAhI0hjhOU9fmxm6UZRVTIqO6BzQ4P6i704KRUtXmZnEAwegB4Ft5SfO3/Oq1mpK0DNDZ5QAhIAAoIeCcg5CHCuWcg3OG+v+cwZ1DB0DrGjC9dxBJVA+iMZwwDKD8yLvQ6SR4/X603WhAzbEPWhy19YvF8Y5HIGuat0dWQEvKQMc5G30dASEUsxYuR+HCZWBMw+3GetRW26HdvIn4RCsSNRm6lqtIZEB6wlQoy76R+UntNRpWhtEGFE3LKYAgiCEjDmcTEBBKkF5Qgpn5xcObkkDxe6F53BDvtoNqGhovftxU2dhxd6wKRiElLXND9uz54V4/BggIoaCEggAQTGawqSkACDqiYtBUXfUWEKYRLU63GgoW2MqHpv5/IICATMuE7PPhvUN727tksicsAbNE8tNyiwwACVvzz2sDADWaUNPejrrzp39Yed3lD0sAqpwSmzw9WFfOGRg4KChIGBU8js04QX9XB7wBXhskFcp/lCQkmCLMwcktzlrs3PQ0WhscISPtdrvw7yP74Ov3hoz8IQiSk6ZBEnmwNYckkFk890fW1HSwwQEwXy/qPv4IDec/wrUL56AxDYwzcM7BGIMGDcf278LBbT/FmXffnsA5ADCYTSaoqhY38uSREtjS4mIKy5cWghCg+z7oYACrvrsRqXklmDV/EU78dS9m5s+G3mjE7WYnbKvWwPb09+DrdqOotAys+x4QYQaVTI9kiikBcGUQAqVqWAIDgUBMdNxUKoCAxSQA8iCMEWbMs60A5xz58xejpf4SNFmBqNOBUhGpGXn48Y49wL0OkP5eMMbAJVOwgXHOwcABvxfurk5wIraHJWAwmO53dbYxDlBBMgKSMVhXQghmpOdgRnp2UKCE0KFNBgrEWsHkAIhkxCMK1hRQXz+anPXeXoU5J6zU5m+WnZIVmY+AMcZH4/PaGlO54r7DfTev8BcWpO0d7UsIRSBZVOqY7P9+bulCHfmSzYhzDczTCRrowzt/rvBcb2xe67zX552QQGNX/73I7lvVrY2OJdbUtKio2HhwQsCDnZ0MffOHB4Ax9shhhMl+oMcF1evBO29VeGtOnV596Gpb3WhfE4a3JD3ekDRF9+2oaMvy2ORpcxKeyMh99mdbYYlJCNt4GGdoqjkNta8H3vv30Np8vb/afvofPZ6Bbe83dNz+QmkEgPUlya97+3q4ylSujaoxYyw4OOecaRr/54EKvi4/7hcrsxLzl2RY9ROtG/ZrOB4mS1Sq0RSBo/sqoGrK8CFkSF4Xzx0P2iAES1avg2Sckny8udN59oYr5HF8BEEZ2u32iXooAEDTNOTMLsWhnb/Ehi07QAmB89J53KyvxZyvrsDls8dRumQljGYLbM88t6nLt+/1ysbOyf/A2O127vF4Jh12u50rmsLf2/0mv9vWyj9tvsb3v/EylxWZ37rh5Ad/ty1YjrqLdv5cwdRnl2dYDRP5Fux2Oy8qKpqUJABYrVZcvnQZN2r/i/JV30Hlvl2IjIlF52c3cOHkMazbvB06nQ4cQP2Fc0jNzlszd8GCLTMlpSzdrDvj6OjuH7/mmD1gsViC9w6HI+Q9APzkzd3o6vgMkdFxyCopw4yMfDz/2h8gGY1Q1ACqTx3F3yt21DfWXrwSPz1VfPXg0RU6AS+FCmpMK/Z4Hh7LR2dlfIY400BECiUwgJw5Xxk+dhGoqozDv38DafmF0CA2bd9/bO3t1tYn3//Tb3+gSYYPQxEgwNAeeJwyOBwOvL31xQ2CSBbrBSHS2/fAk1Vcuiy3aO50S6wVHBxdrjbUV593tnW4Nhyuargy2ZrBbvI4KrDZbCEb1/LiTGt/b0+CQASmN0e4zjpa3ZNGM4z/AfynCZ06OKOOAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur121444 0.53333333333333s linear infinite forwards;
}
