@keyframes rwdcur32216 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 17 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 17 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACN0lEQVRYhe3XvU8UQRjH8Q8voVJirAkxJsTGqBV2Rjso7A3YW0ipLZH6jBWdhSEmFsIfgCYEYinGhODt3TGxoiKgBnG56ClrwXLc4h3Hy0GDv82TbDbz5Ps8M/M8M8uZVXAROk8Zuq3EqC3DuNJ+SuBeebO+2VCx4q0xbZ6fNLRLwbqinEjZdQmpRVZEVqCtxdAb4JeXvrjklnN1x8374YLz+loH7lZUFpmwKNZTk+1eeyaRN9MqNJFl02JFZYP7gHesoNwacNBVfZ9TaQom8dpPBbnWBLAbSL+gX1HsadPs1/e6H74Mg+46Xz9os+muNQ8b+I2h04PMzB0S3NgxmBRMmmqQeY9E3oLg3tHgzQNIhBrg3kBeqPgkrud68CWo+KxktC4c1ZqewlUUbVbH3PRKu6kDs/YAui0ZMafio3VBfwZem3moWruiGIk3aYk2UPMZ6PPdlpzb6cH1x2y65tnMQ3X8dnftcMec3ynl8aGSzigykWkwJatKVjPrvDsTWZWMiiwfHY508zSu7UbwHR257CBvwdg+8Kkm8AOo8R4Iunx1eV/va9bQcZwAGqtgPW2d+7fXojhTGS1R0Ksg5/4BDhgScyp1e8QxAyg3BQ9KTIstGRFZPt6Gq1XeTOYKVWtPJBbFFsUiE9VG1RKF1OZt/AMelnhnQzAkb7F6/Wq5IivGMxfIskhZUU7QJRg6GTDbPwtLEuMS720IBuTNCnpPDlqrUvoseZQux8DpgGuV/jL915nRX1IjSGhAChg7AAAAAElFTkSuQmCC) 17 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 17 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 17 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 17 14, auto;}
}
div.testarea{
animation:rwdcur32216 1.3333333333333s linear infinite forwards;
}
