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66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 27, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAYAAABw4pVUAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiElEQVR4nO2dT2gUVxzHP7PNQpVSD9ViJVjov1hJezB/RCxmoxVDb4oUCtJTz8WWnkQpVI+l7aHQHgq9FIog9tKDYptsTKX4JxU0tGoTisWaaIJgicZm3X09zL7ZmdmZ2ZnNzu7M7u8Dy86+92bm7fvO7897O5mAIAiCIAiCIAiCIAiCIAiCkH6MVneggWwAni5v3wXutbAvddMOgiif8lR+t65WdwDvAQ0zmJX9Dm6GW09Vak5cWHGnWkUSBIH9g9C9aA6qOZh6sF8FrnnsYdYf3Gx+0mJ0L8IXv8fb15hJhiBQGVQ9yObA/lGutVuMYv8gu7ff58zNyn67t98H4IzZZlvMvY2NJPjZytVudzuaivsxrLZakHNrgtqmkqR03FMU66r/4HqlpVu4ajeVlO9UF36dVyHaBFHP/t5xASqD7iUGaEFOAO8Aj+vob2LwGiwF0Dt/nql1W/3a1ELZ9g97jNXAA+uTW5gTF8zgD24hNGuAf+voa6JwD5QlBrBiQWzHiHocBbD78x4AZ6xoMxflJmPbdojRKF5bsAKt3wTOi2fAjB2WGN2LbjE+Bp5vTC+TgxYkFjE0dYhyD33l2yd5phgG8DLwCfB3Y3qYHAxAdXV1sWn2nFVoczMrxiYG157bTqFQ0OcNi7JihylOW7koN11AlRh2SzEMw/GuufLpN7z+0XueBy2VStb21bWDliibZs9xde1g9F7qWXwHYAAqm83Sc/sXqzAuC7m+4Q2Wl5f1ed1EiTGatrMW/YU8Y0gjsixtWTbLcC6DlNn6cCrSCc6v7vWrSrVIei3LAJTbXTWKIDGiCqHx2q8skiLFotjTXgMa664gHjH82PpwSh+zHveXCDKuzw0VxWdSGIsY7UKz17IUwOCDq1VZWyOxxZfUua5md1g1yzLKoqROELfLioNe4AWaKIaN1MWSuK+gWAeklsBptJI4LaSlV+fCyVutPH3dxPWbugJ4VCiilAodwA+dnAjV7vuJK0AleLdTxhaHIA7LMAwjtCCNapdW64AYXdaHx/NxHbqtaUaWJUQg1vuydEyIcxLYboiFJIzk3LkYgYjLuWHS78SYcCoFCcuL350CYObACJCOJfvUuiy/yz5qypu0OUziLEQphVKgUGR85jCJuJRjIjZB9GwaJMuKQmpdVrsSh4UYALNfvh/74mJU/5+GJRWxkIQRZ1B3/HSbtGwmqYiFJAwRJGEkbh5SL2kI2GHoEAvJtroDoekQQQqt7kBoOkQQsZCEIRYi1IkIkjCaJki7pKVx0zbzkJgI8+god5sV/dbQ8YKUf971HeRc/pJVmM/1O+rcbWz1dYvSVEG021q7r7uZp/UlSIxc/hL5XL8eZAd2kTT5iQU4egqOjASdciOrVj1maWkRWARK7gYdG9R9xDA5eop8rp8/Z+5QKBT039ZzY3qOG9NzVSLlJxbMjWAx3gZusrT0D+u69wHrvRp1pCCBYkDVwGaz/hNLDzG8jrsROL5r4jIcOw3zt74Ftngdr5NiiDFzYET7/yAfbz0oTSnVCDEAnvQo2wb86C7sJEGgjmB7Y3rOv7K2EBrnQY6dhsN7DmE+QMfxfK+OdFkhiCpcrfsHHgHG2JtVj4LcjEuDlliIfZK40owrzgnnKy95xl2Gxycd7wBjQ31B7vA/gOGffuXn8buV0ky2l1JhGnioixLtsrwen9Gk3+at1NeLsaE+a1u30WkyHtaya+Kys+DwHvO9VFgAlu1ViRakjOezUZpwTpXP9VeJolPegfU9XJy77rgJcHh8MspfjH0GTOGKIS0XxMvl6JujvdBWo2+kjhFLFDcD63u8d/ARo1QqkclUhesx4La7sOWCBOB1mTmeXhQzym/g7WgBlAroUrmNI354pLwgWVYgxWLR81Uqlfh621cAjO7YQrFYDDxOpixI9gl0/PD1aUm2kJbz2/x0YP3k3lH6ftjJ+PCAI+Pyo1BEz0F8FyBFkBrsGK3+Twtnd1YeU6hFqRXIXe7KFxHEHwNQZ3cOMjR20VExNHaRvuEBJveOOspHx+9a8aJeRJBgDECNn50nN/SsoyKXv0SfLQMbDWkB1hzEBxEkDJmMuZCo166OeqTc9hXiY6fNdz347s8BQb1pWVbQ3CIJ7VaA4XqFae9LsyzEANRf774V2Mj2vN9aX8wA1MyBEa8Jl1/7ejE44li2rzUHMspZVNj2QgNQRBvoqO0FQRAEQRAEQRAEQRAEQRAEQWgc/wNt8S+euenkZAAAAABJRU5ErkJggg==) 14 27, auto;}
}
div.testarea{
animation:rwdcur148337 0.2s linear infinite forwards;
}
