@keyframes rwdcur7615 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA6UlEQVRYhe3WvU0DQRDF8Z/BcoLp4XQkFEBATimuggJcBk2QObBIHbgAApBA1ECCZJtg1xKc1wEfOxbi/tIkb4P3ZndON/T8dwYFrcUd7rHEJRrc4BTXtUM9Y5NrlQO1+WxU2xxmH8yb2mZHBW2JNc7wVDtAibmAzreUbqDZo1fhuKCNcRsVoNTpiaBp7/kNhrkOZv6S69shwj63Whz0CXq+ygjTrhg5hG94DfTbocVjV4y8gbXCfhEVoJG6XwT57ZivpDVvFmG4/ZW3HfONtPB+orSW/5SpNO0T6c0XuMA5rvBQwbPnD/MOn0EknTh7jGUAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABb0lEQVRYhe3Wv0pcQRQG8F9WsbGVEFLIZW3EQoKkCFoGtrIJCPsA+gB5jPTb6hv4CsFKkLBlCDYJ/gkpbCSFhYW7Kc4suOtu3IWZXRb8YLjD4cz9vjlnzsxhjtDAQe6fLkzge4u/uMkpYHEC312s4XtpAXWc4BxtfECFIyzlJB+FS3TTeEiC6niNd7nJakNs5+nbESH/lcZ6GsUFtB+RXzyyb2Ent4Bh+CpyPhUMi0A1wl4EvXugIWp8Dz/xTYT8E85KCujtdFWc8grLaf5WnIP/rZsJWrg22SWWDbVE3p2liMUXES8inhExkxLtiWhNuvBVRhE18YgNooVT/EAT9zjGNg5z5mwYOXG1/xGt3B1+p/lVRu6xUE9i+jDNA9PR318UE9DC5wFbJXb/5GUtUbenIueD5DW8L8D3BJt4I3Jeica21+ReDjqXiEBTnPZ9kfMvYufr+DgNAfei1EY1M8WxgZVxnUtUwbboJ+cD/wBBDk6P0h3T/gAAAABJRU5ErkJggg==) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3UlEQVRYhe3Wu2sUURQG8B8xyDKmFBGxWDcWYiEWFiJiY2lQWETFQvBR+z/Y2VhZW4k2kkpSWIggKEGCjYWxiA8UwWgjvlB01+LcwckwsqveUYR8MNzL4c75vvs4D/4TXMNBnMH1nI7XjLnuE+7gLZ7jYU4R4+IEzuV2Otlg6+EWFrGA3ejiEtbmFtCEZxim71sS1MMG7MxNNtFgW0zjANN4jJfYlr6ibQELFfKnac1rHMIBfEAnp4g6boo7rwqs7noqJ1lJMIuZNO8me0eEXYGPlX/e5xRQ5oEvuIvDWMI97BDHPVdZf1zkgEEuAeUJrBevvIt1ab4pjVXyK3iiOXz/CHPo12yFCMXyzidFFhymMbuIJtRf+z8RUceqiFURvyqi1bQ9SsRUstULWF9KcON2RKMwwEWcwmY8wgORYbeKhDeBs9iL2yLL3s95Z1+xBUdwtWJfFuV8OZG+SPM3Gbl/igLvxDvoiTpDFL7ZNgirpbq897LedEWpX4GmhuR30RG7vYwLeJX8DxL5EuYz8jWiwDHs8yP8uqK3HOJG2wKIPmKjuPMq+VA0vCvQRuY6Kl77adFTnscu0dDu/xsCPotQm27B90j0sV10WDMj1iJvFBDHvkdku5OZfbeD78KhbLzVVptmAAAAAElFTkSuQmCC) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA6UlEQVRYhe3WvU0DQRDF8Z/BcoLp4XQkFEBATimuggJcBk2QObBIHbgAApBA1ECCZJtg1xKc1wEfOxbi/tIkb4P3ZndON/T8dwYFrcUd7rHEJRrc4BTXtUM9Y5NrlQO1+WxU2xxmH8yb2mZHBW2JNc7wVDtAibmAzreUbqDZo1fhuKCNcRsVoNTpiaBp7/kNhrkOZv6S69shwj63Whz0CXq+ygjTrhg5hG94DfTbocVjV4y8gbXCfhEVoJG6XwT57ZivpDVvFmG4/ZW3HfONtPB+orSW/5SpNO0T6c0XuMA5rvBQwbPnD/MOn0EknTh7jGUAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur7615 2.6666666666667s linear infinite forwards;
}
