@keyframes rwdcur9746 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHgklEQVRYhe2WW2wcVxnH/2cuZ2dmZ2fWu/Z67Wx8y8ZNXMgFlSSkTR2F0KBIoNI2QckDV6FyURBBCpcnxxJSgTxUSSWgD0DzkKYsUKAp5ZLUyq3NpRW5tU4Uu77E9u5mvRfP7Hh3dnZmDg+UQpI1+AXxkv/jp3PO76//983oA+7rvhbQjlSKRgYOakilOADAwAC36Mv/PJtKcZGBg9qOVIoudJQ0Kmrf/+FWt63jyWA+l/N03WOGYaki+X3FtO2IrqG9ns2d2r/fBXn/OmPo379fSIvxWNEwoWiSZNXZ40TXVd4w+PnmWEzI3Pqt+cz3TizCAIP64198tdbW8exn4xq9YlbhFXLFsqo7xfGJisaTFyvFIqcI/Gw8GjpJCJDJlzdXXK9FiUR802O7I91dSsgyKB+NRVZrMn6VNZ1A5tZe6ztf+tndyHsM9A2kqBMsbY6vXnvs05JHH/QshNtbccnjMO/U8SZUjN0cdeZclp2dyagtsgwuErY0gcR7epN0IywEqYi1vI+59G28y6t4xead7JVLn6LzTSeHB3c6/7UF+uBPnpLirT9/bkWLlpQYRIEgHtUg8D5Mx8Zo1cFzTitOm1xacOvY2MS17wnkkJQpNCrB9ThkCybqLsOoTbDnxqxpZ29/2Rj4+m/uZjUcLMWtmNSxh414GxQlAIkKqFSrIL4LjzGUGI+zfrioqaEDejhy4CxrKpYYD48xEN9FpVqFRAUoSgBGvA3UsYcVt2I2YjU0wFvkdLHmSlcLJpp1GaosggoM87UaMnXg6bl2J5HPvPZd3nj525zxciKfee3puXYnUwfmazVQgUGVRTTrMq4WTBRrrsRb5HQjltCoGIzrglWanTA9v69MGI1QH/MOQ9XzMWRLqF8868SNtGs3SY/wPI94ft4d09udoS19dJdcgSJwCFIfRcJger4jlmYngvFwQ1bDol3hXarIh4cKtce/1erAJR6mXR4HjAiI56B/Tbdy/tfvbG/x1FhY5PFO0Xqov/9h5XyFw7laBPt0EwlWg8VcDBUYpYp82K7wbsO0GxWNU39w9fWPruGYu7ljaatScDx80UjYsxffyk4SSWKUCh1d8eDFS8PLKUeW965bExyTmshwvurMXh/JvBj5EF1FTGHEp3jj6kieFArHp3+w5/KiDQBA2/YdkqFqG0ajHe0pv62QqFde2PDe5bPepfPhyVhnLC0oXG93M24Mv4ew78OD4DafO3HlIzJ/1F7acz1F4stGa0yay5euaR6OFF5/Nb3oFgBAE7yckZlRM8m+CV1jz35G419a2dO+otWtdUpn/9R3bd3HhWG9BSu3bcKlv5zBxrLh9LXHrq5atmQoGeJuHK2zkZxZ3xspG6pO/NxCnAX/726Acb6ux3jmSYQQrl0gyvj4eLzG84ocDOKBC8cBs4zrfDN6HnsYbxlVTNp1ZXx8PN4uckqNEM4JUGncI7E69RfkNG4BY8Crpz4ndXWve6gjkhiBvP5mNt9RGB9LHk/nHuvZ2q9Jnk/ka39DvmUJxFAInb2d/JuXr7c6AYWc1BOfKARDX9kk2TGz5hbMW+midfqvFzA4uDgD/YAw5fDbY4n4toE2h9/Kz8lH/JYVk4XSA5u2fkyf5ILcbVFzkqUsCYwOs6kly+tU04UPr+qVz5Tc5VZ376rn1Um1XyjjZMGV8zOZyxveOHFm8tQp/25WwxlIa/GYIvN+T2+SJuVZeIzhFSFLh7b00fMVDjNFy+l4/djl7mWduWZFhjt0LHZr21NrEm0q3belT90iZdEmcuAJj57eJTQ/PuWnRS8G4J5BbGigmDVhh8O7N8KCRiUQ30XAr2GXXMG5WgTi9FRu5bJlf3wwpv2ZEIJKQPlkZnqqnSVWJ3bJRcgch6AYAOMEbISFEx7b7RTM5xuxGhpQWiRJSXQpQSrC9VxUqh6owEMROOzTTTz50Uear3m1aDKmjgHAtZwVrfGB5n36DBRBAGEERsWDIlMEqYBId5eC6RtSoQGr4XRaZe+JkGXQtbyPbMGE4zKAiAhSAQnBwyF1SpqRQruPGNh52MDOGSm0+5A6JSUED0EqAESE4zJkCybW8j5ClkGtsvfEohMg4ajCR2ORufRtyEEKkXIQKUWRMFjMxRwnIuEZkYJh760LIhKqEJnjArBYHQIJIEQJvKqHusswl74NPhqLkHJVWdjAwACHwcEPJpQ3SvxqbQXe5QOYt+swwlFcnTZher4zVGAUUzfytiiPhvIZrlZzMbVkaf5H9WoSS3uat0TrjsZzdFU0Cr2YwQSvYrXGIWuU7vzi3mc2XEiUQ0d/Wm9q/sL6mM6NTEzZ1LGHizVXEkuzE1SRDwtWWVJDTaNttcpNxoCspPRa5VLSVUO2U6l+vt7U0hUJCLZDpb7lXUulCznDF0v5Fyrf3PW1xgmkUhx27vwgASE99TvOrlzJZtwxu+ppnFsxmyxyOhgPC3aFdyef+YYNADf/9c7bAN7uHPil1KQFTszP5F1XZY/agqJljbwZgNDDFQtjd5D/nRkZOKjdmwND38DC6/Ri9Y832D31O5j/aW//X+n/wbyvhvo7h9drIynejBIAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur9746 0.26666666666667s linear infinite forwards;
}
