@keyframes rwdcur113676 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhUlEQVRYhe3VX2xTZRjH8e95e3rWla7durVstbDBEIGwuTAWJoRNlLjIQP7oMAQSgxcYHYg34AUXuhvRGE3QG41GEoMCYkKAQGLQTDBj/BE3t8GAbdqVuZWu62ahXXfa0+PFtghjm5MAu+GXnIv3vO+b55PnPTkvkNcCPM0YSd/RbBlr7n5FhyXh8RAPAeCZVIQO+qQihgCTh7gNMDmIEYCHjxgF8HARYwAeLCK98qILQIy/LBv4xgxLjt9vhMFgjE8A8OAQcT2SASBPbPkwYuNxqCkHfr5jtnSvqSdFtSTHvVZN1aPCSCLww3t+Cj8X2fOVjKk3auRlr1XKf8RavIfWr08ACElRYUIdGIkY0YnCLXLGrdq4zRStc2VlHU5KSqqRVO1c5rJdbmdBpr3f9FiXw2mrtXT9ticnnpv5yt5qE4DBKEL/E3A3In3xDovNkuz2GQeu5mqX7XOyZFeWM3UDCdMiX4ncEQsNmAy9bR1C7XPnzXWvtE0R+7VYWiYAA1HzPQDuRERbDhWbkGqshshMMxHldCDbKqW5Pd2nqnxUVSXiQjNlZ9mCC4sLcCRrIi9To+zxWDEAQlgmCFingsSdTw5QYw532/ZKasgb+qsVXyy11eQ7W36xriEwvNOYokQ8N82z6s7/zoH9J3BbBkqO/RrctWzXT9M1IQJjADqAltvGZXHI3s7dCilj7RurZZszWFg0n5yiZ+NPrVnn41RVHGDevApF7m5Jpb+XhvorXLvqYSASxd5d49S6zrm0SL8yCqAdqIjCzgjoQ+9WmCH37dF6E8jvrHcI/+sJx5yvEdz6dnN+0+BMhehK7jXpngvVev1+cyTo51JTKxcuNGBxTrNcUWeclBRD5ghAO7AxAmfLIOr5twvTgFlW4Jm7BFVViboTX3lD3sufGp3ulys+rjUBpM3EIifsBwn3+PS+DhUJZKNMXz+RrrjdN9NheUKP6xEAA/AubB4qXvM8cBpaQ+B6DpYqg5WmKnA9C9r2jdaJ9muNnT5/kn7dd2NGuLXaH+29PGB2512Swj2NQmKDSMSw2VJISTHrhqSkJ4+9v6nTVhokXPtZeKgDtxcH4Ds4CvQNDQuAUAngGg2QsfqjVw1G9bCuaQed5buXO5ZuW6wHvBFdyFUymprlcmDPSOO8P62+sanNBRJaLGEdOoK81hHFAVTgSzilDg4VYDtQWDmyuHPVF07xd8cSkYg/IzrOzRHqzT3pqeYPpiQlGm0iPH3hgtnK2hfLEoVF+aFYssPTblkqAyR0VYHBr3ms5EBpM/xoGvxjB4DVfXDGAcSHFzmyizIlPdGMJAUQxk5FkfO3blmpRITVbLeZIqWLZikXvcZ9wR7/yQ+PeI92H6q8BRLONxuc/k/y/ePdBR5IPg9NJYNHkA4UKHBmDfD98KLu9nDQ6ibXqAmnZDJnzFhQrB5oc+9ZMNvu7opNCcp/ilXWZCV156YXGgZ3bAVA02ITuodWwLabUK3BS2EoawYW/temuW8dmVf6TrVcvvuX1IkUGS8CSupg+f6JFH6UR3mUe8k/nUnrOtAKqTIAAAAASUVORK5CYII=) 1 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur113676 1.6666666666667s linear infinite forwards;
}
