@keyframes rwdcur105033 {
0%,7.4%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
7.5%,14.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
15%,22.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
22.5%,29.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
30%,37.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
37.5%,44.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
45%,58.65% {cursor:url(data:image/png;base64,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) 6 4, auto;}
58.75%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYhe2WbUhTURzGn3sbQ61MMSUqVibpdWRqZVhZkG1RIKkV0QuJlMMg1Io0g14+FEUFWZJIjPpQ+UUqE9QY5zYlteRmYW9qQjpfCsKbWthq7t6dPuRoSW7txQ/Bft/O/zz8n4fzwjnA/4QkCpwkCvN92ZN1U68CEOHLAH6ckr6epAZyRD2xTvW8gur5UxNqwVTPZ1E9v9AdD6dnYHMiu+1GBvs2LJYYwJFUe53RaSQADybIRwEkAQh2J4BTVmn55FekabD+spFGLiEWcCTHZ83HmeZscqD71kBE1N7gjWmBKZlRVNH+yrbFNDNrBmZnEYi3fZ1lcvbnGvM7nz2x9Nc8pns0hIIj1eBIkKNGEoUESRRUUxZiY/qjtJb65uGh5iZatJ1QcOQ5ODLHIUCyJAoJPjWVROGAJAo77ePIFXxCbVVjz2hbM72ay1OWI73giFemf9wCSRSCJFFwXNoRACb7oKdV07b3xI81d1vl1n0FQajczqpCGNSDI2nehHAMoJZEodilMIYoL15oqP7c/pQ2lRqpOp5YwJF8AABHWPVKEh0Z93t7nMF4nJYjKMpQXMrbHXB09LUFedes4IdxJS6cMZzMVj40vxj7mF2mmTd1AcbJzjHmFOoCykOGJMXxEguSVivG1NOpsvOdbD7YhHB0as1eBaB6PhrAXEanaZhMk7KJTz13JPDeUL8UwgVSGF7KUkGVLRxd2hFX/f/lOTYDUDoTCCb6pqL8e92SUOC5iWLWAoUicxl7DBxRuGru9hZQPa8GsIjRaWrstcLDxkOJUWyJuU8e6x3G/bBQZqsKNiUxs5XXeVln69R+nayfux8S4NfV7HYsvG+TW5TvpQHrsK3ujH7DrlKDvLbrGyOuC7DtqMxgPtwpflS7OJ4s9cDLc0JiiaqigP8kP2mk8tNGev20sexvOk9W4J8Y6dD2dYi4aTVZwYxRxIRh9d90Lg+JN5xtpee/WGyDKXHSckOLXDWVXn78+PHjMT8BqXsxI9oyQMsAAAAASUVORK5CYII=) 6 4, auto;}
72.5%,86.15% {cursor:url(data:image/png;base64,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) 6 4, auto;}
86.25%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur105033 1.3333333333333s linear infinite forwards;
}
