@keyframes rwdcur124624 {
0%,71.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC20lEQVRYhe2UT0gUURzHPzMpSa6G0i6Ri4mu9oewPxDWoQLxsgReAg3yFniJjoGe2lMJHbp4kq5BBl2E2It48BCFJG0Eoa6bbrOCWovOrKauznTY5u3M7oxuuxtd/MLjvd+83+/3/c77vfeDQ/xnSFbj+eOU4eboa9iz2ff6j0sursUL6LkxZQC0tJ3ZN8jnl4WoUoU4CtgPVnE+v1yyCNlqJFORAwPmZ2eYn50BYEXRWUkc4eXI+oHCCxLwN8gVUSwqrIa2ug1EqPdcLFhEMhWB6aL57QLccL3zHG/HXjnuZUQXj4JKsKLo3O6+KwitA+CD8qA8l9AN87MzrCg6V6/0sKGotlEKOeTeAeUHcIJ6j3vAFwbL0oBMOJ6A23Ocmn5dTm4gpxEBXOCpUe2vpcZ7VLyGZCpSlno7oQJAj4ZFI2kPfAKyTzK73h/WHIVADgQlAEmPho3pr9/YWf4IwLVWifZbLVT7a20BG4rK5+gl94xaFG9XCIDV8cyspauoqdwSLvHvcbFuPN+JHAhKUnxi2PA3thQmW4tmlznJrfB2hYQIATUCDXdsn+RAUJL11CJrC5OsLUxmCLQo3o4+vB19whbjDzFgIzf/3Nyzrs35/ZwBiTdoSQUtqYh8ea/AVL86HsLbFcpLbiXW0lXC39sVsu01BwfENzM2vl6Xd1r7tmLrMdZUbuXV2K0EVh/HclgFyJ7ToCdsgSaRaWvpKpqDA65J3Uhyy+AEWU8t5gXEwkOON9mpxlaRVjFauoo9NQYgZidIAO9e3DfONvlo7R0RApqDA8TCQzbn5uCA2Ddtq89ueoe6YzprP5cAUNPZnrWUWOaUr566k21Apnzy5YeSuAOtvSPMjfaLxHOj/XnKzf09NSb8rT4SsPYrS9wUfGLrmgtjjwzh33QzewLxiWHDoydsiktBLrGJ5PigAaBu7tLU/UwCsxVvL6EiuQaWC+rm7r9Mf4hDFIffn+p4P76RVLsAAAAASUVORK5CYII=) 3 3, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhe2Wy2sbVxjFf3csyWM97MhIVtKkqvGjlFIo7SZdlBSKStEmmy688a4Q6KIQLwrOoqBsQqCbLLwy/QcS6CaLamNCCKWE0rRpKbRg1bVlS6nih6QZSSNrNDNduDMaaSRjJe6qPnC5j+9xzr3fnSvBGf7vEL0LdzL1MiCfLNy6fz0TXjhVAYuppxogX0wm8fv9xwYHRmlGJqWKsMxfr9+MfHwqAhau/KgBst/v72PtIBSOEIvHkUbA56M5HpO+W8qEPhpWgNS7oGjrWFYbXdfRW4ObWq2ys7VFqViidYis7Jnv38nUs8MK8PUutI0GFtZxmwfAMAwMw0DXWwDEEwm5smu8+9ICmopOfWSbkPwqkjj+DhwJMalW96jW/8SyrGH5vQL0Q5OWrhAcNbvuwNSFCWr1ParlBiDRalc6Ito6NaUMnIKAQQgExkhMJDCsPKXCMzRNcWyWaaE3jT2QvhxWgOcSDkJ5vwZGmFgsiV/I1J81nNZ4rhWxuPl4+7PVYQV4S6BqtIIjEOo+znqthlIZ41w0TiI2+3Tz5z8edqxi+0l1aWVY8r4CmpU6vtAohxNVxiQfQnS7NLQyUoSHv3Fj6UUI+wowc1lnu2/N/XDP0NpXFWVHFhMCOTCJED4Ms4GilNCeH7C/v+1J5M5xEkhzaQEgzFzW+un3v2iVngDw3rzg7Q9m/w5eiJwfiwYYj1zC7wtS10p8e298cEY1RzyVAWB37ahXdZmIv+m45Lfzzjj55odIc2kh8g9WrEvJ2ZPJVnOdYU9yN+KpjCPCgfILXPyka0maSwvJrG1R2XxEZfPREYGaI355kfjlRWfutH+JgS5ye+e2zT22+8frFhS+QT3YQT3YcfJ5PkNb/e5ahngq40nuJlZ12fGPpzJdtpn0srNmx+arUc9pHfsQuY8x4m96ajyoBG6fvuVwC5DCr4FZ6Aq0iey5qsvMpJcHJh1E0luGfpDM2pYnYCN7u+9N7ldjt0i3GFWXMZQNAKfvBwHw/defWm9MTzG/sOoImEkvs5G93eU8k1527Pbc7dPWW0SDJpX9IgCK3vk1KxZKvDI1SfT868BR+aR3Pu88c/MLq6zfveYkXr97zaPcthvKhuPv9hFAResQT6dvdf2t2Lz/heX4T1/pnED+wYoVNgtdil8GvcQ2DtZuWABKo8301a8E2E/xYREFMTDwtKA02v9l+jOc4cXwD8AB00VqEw6eAAAAAElFTkSuQmCC) 3 3, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
88%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhe2VPWwbZRjHf3fxJZfYJqTyxdBCiNIUMaYsXVBZjJAXFoYs2UCVGJDCgBQGpOtSVepSqZ2iihV16NLFS1RBhVAHPkoXkGJC4sSuTNLEvvNXfL57Gdx7cxf7XIuGifylV+/73vPx/9/zPD7DKU7xf4cSZbhp1g8Afbg04v6ymVg8UQFLmcdNQD83M4OmaQOTjI7RSp5RK4rwnixfTX54IgIWL//UBHRN0wZ4QTyRJGUYqCMQi9F6JaX+8IUZ/2BYAWqUwWquI0QHx3Fw2tHLrlbZ2dqiXCrTPkS39rz3bpr13LACYlGGjttAIAa9PACu6+K6Lo7TBsBIp/XKrvvuSwtoWQ71kW3i+puoyuAZ6ArxqFb3qNb/RAgxLH+0AOfQo+1YTIx5oRmYfn2SWn2P6kEDUGl3KkciOg416wA4AQFRGB0dJz2ZxhUFysWnNJuWtAlP4LTcPVC/HjZf5BBG4eBZDdwEqdQMmqJTf9qQq/F3s4Tg6qPtz1aHzRcD8PI5WTN1PqsAOHaT9sQIxMPlrNdqWJVxXp0ySKfOP9789Y/vAJ7kF5aBs8AtyN16EbHPE/PyOfHL73/RLv8MgPf9p0J9/47SqtSJxcc4nKwyrsZQlBjffrP7PNzfWYCFBQDsPEbG7FrXurvt6CS1liQtbBfk2cvnhDqfVZTCg9vijZnzLxKMTyKPx5IHYWRMKULC+g3OfRx6pM5nFdWrbVHZfEhl82GXwM5jXFrCuLQk73I9JwZC5P6b+7bg2d8frQso3sPe38He35H5eobQV7+7ZmJkzJ7kQWLb0aW/kTFDtrnsinzmxxaqUz3VGvgzDJYxqbV6ehzVgqBP33YEBaiJt8ArhgJ9Iv9uOzpz2ZXIpFEkx9vQD6pX2+oJ2Mhd7zvJ/XocFBkUYzs6rrUBIPd+UAB+vPOJeGd2mguLq1LAXHaFjdz1kPNcdkXa/XvQp+O0mZrwqDwrAWA5R9/wUrHM2ekzTL32NtBtn3rxc0XOwIXFVdbvXpGJ1+9e6VHu211rQ/oHfRSg0jwins1eC/2Zbt7/Ukj/2ctHFSg8uC0SXjGk+GVwnNjH/tpXAsBqdJj96Eb3SwjgHZawUCIDTwpWo/Nfpj/FKf4d/gHNuLvn9DOoRwAAAABJRU5ErkJggg==) 3 3, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur124624 4.1666666666667s linear infinite forwards;
}
