@keyframes rwdcur23475 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC8AAAAvCAYAAABzJ5OsAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpUlEQVRogd1YTU8TQRh+pqERipUPG8CoNCkpqwImHJREA0ZD0nDSxNRIvPlx8aT/YH6BZw94Mpw2kXgwheBBiCHipYkIcduIhgCBpobvAsF0PNCt2+22O7MfUH02vcxM533mnfdrXgIXQcMSKxpLKsSp/auc2ggwJtsdlQAAcVlxUhQAwLYWtIRVonqoxJ3UOmCDPA9pFU5o3ejglsirxM1IOwX94dWDCJOnYYkdN2kVQg5r5JBu4XbHIKhMQSk9HHgwaM9s3Na6mab1cDRUWoEoYS2O3ebthFHbml9Zy+DrQhqMMXQGAzjTUCv0f1URVAYTPQDX4lKZ88fqBt58SmJydhkvHt7A28/fcedqG0ItdSIc8hC9BY8lKTnIUwk87u8CADx5NYFH/R2QpxKW9+uOSuiOSqBhifFENu5r0tv66noGE7OLePnhG/wE2MqJenrzInovnUVzvc8C/ULEZaXsLVjW/M7eAQL+mqLx0/4abO8dWN22AOotlJoXIq8Na7XVXqS3dovWpDd3cbLaK7JtWZQ7ADd5/fU11/vwM7WBkWeR/NjI8wjmV9cdMRkeCGmeJhWi1X70WjuG3s8AAPwEGBqfwb3r7c4yVGUbaN9SkgL+xueV9QxmF9JgDOhsDaClwZ7W47JiWK0aOa/lktitGkdfLmjl6A9gOdrEZcWVpx1waJ7qr6j20ZiPcHlgljzY3BLYlwXgfADkRBXYygbg88Jzq0NU1KG8pEKojAKZNCwxmlSIqdnoyZYzl+zHBEhdDSLjqaK50WAWnrtXTMmaJSZuzYs891hqEwAMiQMA6buA7KQCT589X+G2eXUhl22v7YAEAyWnI68TwNwiN0kemDos9wGqvUBmv/ya5lP8zDjA5bA0qRAalpjRAVSTIsEAsvJ0yS3HehtBGsVqfTNwRxu9ExlFHU+0B6PyNMjlVkTeLQMAxu6HwOaWQLwekLYm24S1sNV0KuXIbD4F/NoG2/8NUucD6TqXn9Penv7/ZpFGD0vPQLMMS0JNQKipQDP6V5ITbRRLSUqkNHCrTwm41PrQmkYp0mrmtFMjCXfMzDrBKjHLjAQg9IYtO2+BsDaDizprxYC3W/BfwdFrouEYy3d19XOUgiYHKtMsaDjGMNzDMNzDaDjGkPuKxisNKkEtaf1XsKZSwEO86BYcgq1epRY0McC9xintO0b+OHCk5Gl77CjFcSIXTcxsvuIcFigdJo3CpZNy/+kk5UrG05uGW5n1D+5A/aaD5zjnAAAAAElFTkSuQmCC) 6 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
}
div.testarea{
animation:rwdcur23475 1.3333333333333s linear infinite forwards;
}
