@keyframes rwdcur183763 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFAAAABQCAYAAACOEfKtAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI80lEQVR4nO2bTW8b1xWGnzu0k0L/oEVDSi6jyEEhFEURi5JFRu5mFl55UX/IkVvYJmJDCwFJZcuSahQOnFRIAKKVLZWKgMZyhLYLr7yYlSGKNmWnizZCEckyA0tM2m13BBqLPF3MBz8tya45M0z0AAPO3DsU77x+zz3nXtKwS/Pw6N2XpPx1lx3w6N2XZG0EKb/+Ue8B+ecwTxXx0vClphFYa+Qf/8c7yKsffqN4EuDhRVMwYZPNIoiq/56Vz1ek7dU2xkfGm0LEhgr4k49QAO0fFpTa1Pj4eJcU9hQxeh/w4Ks3SB7rkeSxHkeoy7++LOplRTQaRQJNoR973PqgdK6XQuAbADQFB0OfQRDIwcfHIyIEWN/zXwCUUoRCIcZHxuXK+1ee4lV/0FAH2lxmr3z51xS9P1wi0AaqDbQ20L6Gt9MH+DIU5cZXwsJimmKxCOC4MNodlWgk6ls7uuJAoUjoFwfQ9jwoNW4A/Z8z/dbLKKU49ctfAaBpGnNzc/T39wOwlFnkZ5EI0UhUFpcWfefGhjvwMntkkwIoBSHAliAEaAE0TUMphaZpaJo5nP7+fjRNQ0QQ4LOlJZ7wpNFDfS4a7sDfsqkAZvmesAG0UhJx8celczBdefILNK00rDe6u3mQyfDZ0lKjh/pcuDIHbolYxzosvnINUQGnKxQKEYvFONDd7dXotsV9ATegpoS22qRqOEop0uk0AG9EIvRGen2XTFwrYzb+skj38M4/8cyZMxQKBUSEaDSKUlasKySdSfsmmbgmIAAhmPv3MCc2JgiEgBwVboxGo6TTadbX1+np6WFgYACAeDzOyZMnnfvSmbSrw94K10JYECdhpEPTFKvEA0in0xx8fAYpbjIwMEAgECAQCJBMJrl58yZghrWfQtkVAX9DQE4MCz89D9//QYho7E20gdWaT+9dfxvNksYuaQDu3r3rFNgABVVwY9g7wpUQDh49iNqX4vd/vEZv7OemOHPtUKy8z6luFhcJte4jFouxuLiIiKnqjRs3AHiQyTBq7Ue8V1kIuY4rH/7oupLO88JH169z6F/nubse4fGnS4SOdRFru4+dH1IbXYhoCDC3oUApRIQH9+7xh+PdvNmaAeCT9+FD629ftF69EtKdJLIO74wM0/f1eTRg/dMlFrq6eEtppDZqa7zcfIaZKUinIzyeX+I+ZrQHFBCCfccjTAqc//MSH2AqNw5yxWM3NoxxlKxeQMZBLpWljmgkKiNWW3n7KMjDaWTUarto9Y+CzPRH5OGIea2VHT2RiES7/Lvp8H8xjqoQaDtGQZInIjXvSU5Ny16QvSB7QFa++MIRMADS3d0t0UhUYl0x14T0reVHQQS4WjbGUZBXpqaIxWIA3Hz9dQrAhNVf/jAFl57NtwLWw3akPWgBBqzX/d/qJLIDZqZmqpfCptOsYGzf3+4IZIsGZnJZmJqi98a8aKKRup9yVUhfOHBmakbOnjv71LGsPVwTivCn/e2AOehTVl9qeppoXx/FYpFUKsX8J/NoorFwf8GVZ/NsO2vswpgz0W8lHkD7a+2KAJxaWQEqM4tYG7KBQIC+vj6mZ6c5euoobn0N4LoDxy6MyXu/e2/bz127iFSMbp/5IgWQdZj7wLxe6Okp7dSUUSwWyWQyDX8+X4TwVqyNWEK2VrZLERB47Zz5DCsrK5JKpdBEI34u7vvneibKw/VZWLuIrF1C1pLmsZP3JJNJmb0261od6JssXBcN2q8+e5QUteL2N70gfCXgzPGDIso0T3z+nnoe8VRBbZuUXiSuCKhQXLpk/mDo6tWryhSq2iUKsfa34vPPN/nPXpuV0+dOfzvrwLELY1IMlERrXU9RvTyOtWbMAQm0v/9sY5u9Piunz7srHrichccujIkzPyloXV9w+py9PqzfwomitbUVJYqzb1eGZDw+UZMkkslhTzKvp+l+dGTUmfO2oi3UZp4U4W9//w+JxGDNPUNDk56I2FT1Ujw+IYnEIIaRddp0PexcG4bhuoi+ysI2weCE5HL1hbDF0vVwxbVXeP/TjiqCh5a3jWlbvF2qCB5aluChZQkGa5OETTw+Ifl8XvL5vNy6teyc10ssbuA7B5I1tr3FT2Hs+hwYPLQsZA2q57jq0K2eB+1+IwsYBqA793qRPGy8SSJhnSDUJooq9wWDE0JYr+jP5YZV8g5QVoV7JR54HMJbzXU1VImrY6Czfbg3Gtf/5SpCtVyUcqfV67ewXZu/NSGGYXAkecfTWtbbJGKLVk88u72q75lc6wLeOrAMPVyq7YxsnayazQJme0I3nem1+8AnKxE9HCahTzrXHZN1HBkOA6bIum5m3q1WLG7huoC5O51qq9VGXfEsEuEh60xnyDDvs0PaKyF9U0hXC6eHw84BsDpooOvmPR1DNW/3bG70RQiDKVjHpI4eDjtzYCJh94axKxZd10lgOA4E79wHHjkwd6dz2wcuiWehV+0BlmXoYHBiy/VzI/FFCNuOs8PVfu3o6HAOw8hWiJgID5lzYlkp5IWIvgnhajoOZ9GrXVeGPR8mjCGGSJhFd1iH3LBbQwQ8FHC7bAxgZHVWb+98728nU8OLxhchDLXFc3lhXbppsrbNYzxzYDA4IU7YWdSsQLKH6eiAROK2s3FgGKVyxg9478DqDYOswertMKu3w+j6ILo+iGEYdAxNYhgGQ9kEhlEScyib2NEmbKPwfC1Zjb3hCkBYZ3XQFA8gl8spKCuaw3qFeF4v63zLrVvLEgwGK3esq747+U7Xgdtx5Einst1Xj4ln+C8UL5qmELCafD7vCDYBMpjPA6ZT3R5L0wmYz+el43AWsgaJRCkbl5+7SdMJWJeWFgCyRzo9DWffkwfJg/Olui1WdbubY2pOB7a0kD3SWdlmzYNQ/+dvjcK3mwnV5MtC017QDVt1bAsouz97pBM3fznTPA7M50tHPVpaoKUFe//GrbmweQS0MIws4VvLjvtsWjxaVTWPgJbDAGct/DSevov4HcXJsiDbheZO73tRNI8DKSWPrbBD2S0XNk0Wtqme++rh1XzoW9wMyV122WWXXXbZZZfvCP8Dwv+dO/569a4AAAAASUVORK5CYII=) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur183763 0.16666666666667s linear infinite forwards;
}
