@keyframes rwdcur193943 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAh0lEQVRYhe3ToQ3CQBiG4acXmiBqGABP0onYgoS1mKLMUMUCBN0QBG0xhAH+igr+R525L6+4I6WVVdGL09CO3+Mdx9L0XWRnEw2YKRU1DrhiF9kp0QAoTf/GC5fwxpKAaWjHmRseqwSgrtjjtEpAafoJWwzRjfAj5PcTnjgv2UkppZRSSv/tA8YzGWnVaDKzAAAAAElFTkSuQmCC) 14 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA/0lEQVRYhe3VvUoEMRQF4DPDLG4r2Nr6wwp2lrZ2dr6H4GtY2fsAgm9hbSFYqYUoguiyM7ubGSc/914rRRRkuIwLwv2qFMnJgSQEMOa/knaLpB7R9Hnz6eFmfVebU+gbIMfScFA0bxu+5QsAy5qYXL0/CbLiMrGg9V7OtTnqAsSAyAmx4JYYL4svQALgapCirFKSw4UX8EGQZafsah6GKE6bo76E8znj7nqNxq+pCUGOtDnG9EbiDn2MQzWi3+Z+pX6GPxQrn1k+SOfc/grQDAAg9XbuGu68TP8ZfeNnE5a4t99Uj21Vdj6B/gqUUz6I4/sz5/h4Uqa+Yo0xxvy9d76pdcLksSsaAAAAAElFTkSuQmCC) 16 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur193943 1.6666666666667s linear infinite forwards;
}