@keyframes rwdcur110853 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAASUlEQVRYhe3RwQkAIBADweiBvfqwVvsRTi0jgpsGdiClj3lkXHXGAQAAAAAAAAAA3gCsFV5Aa+kFWOtuQGb1AiL25xcAAABAki7h2wjknHMYgQAAAABJRU5ErkJggg==) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAOklEQVRYhe3OsQEAEBAEQQR6FStUP59QxglmG9jp6+zbgo3kHOAbQKUBMw2IBgAAAAAAAAAAAAAA8ACZZAPq3YD7TAAAAABJRU5ErkJggg==) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAN0lEQVRYhe3OMQEAIAzEQMBu9dYEIwZAxjNcDORmn7oj2ErOAQAAAAAAAAAAAAAAAAC+Aewk4AH3pwRbNQUS9gAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAM0lEQVRYhe3OMQEAMAjEwKcS66PymYsMlouBXPV9P4udzTkAAAAAAAAAAAAAAAAAAECSDJZHAvOdefCRAAAAAElFTkSuQmCC) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAM0lEQVRYhe3OMQEAMAjEwKcS619GmYsMlouBXN3XP4udzTkAAAAAAAAAAAAAAAAAAECSDBV1A3qJTA/xAAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur110853 1.3333333333333s linear infinite forwards;
}