@keyframes rwdcur20554 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAER0lEQVRYhe2XXWxTZRjHf1u7rl3b2ZV+bWUOy2CZ2eiQIFkkJoRdKFkGbopLyCSToE4kxgSNCRIg3gBBo8aIATQOGOgEEtEg0SloSKZRkaVzyz4s++jWYk/Puq7rzs4+6gVdsugF50yCF/pPnpuT533OP//3/7zP+6ahEnuT7QCmnw595Jm42v5rbuXalcue2eQH4vvTStSWI131CjAB1oGffQ2hpOSPdPY1ANbU97tCQBf1B6xSfHyz9/1ThTeHhjaPB/6wArq7RcDkO/H51jXrHra63W6WlZVY+89f3srdUGBvsl03NSFZIwPDtUljJmYAox6hP1A7LU1a9ybbVaugmMCc+X54+1SVebEzkUhO0336DSbSZpgxZib8Zy5VAqZUnmJoVeRagcXjw+G63OVLPPc17MOdnk5XLIb2xCFPbChcB1xI5YpKiypSICWtq/Pc1xVZzkUW3cZnkVs/Qdy9m+zuFrJqdjChTVqHvvqxAnCp2YrbEkhJqgOyg9c6tjgcDptGoyEajRJ55H4mp2QcDgcWi8U2fK1jC5AN6JRuhVIP6Hq++M4jxROFpdt3U5qXx6QkIQoCoyOjeDQaip/bx9hItHD48i9LUNGSSj2gu37iQs2G5kvZ3R8cwLgoB/fGnfT09GB2ufCdfY+psTjrDx7PvrKj7om8dauu3FECg61t6aHfeqrPVqzBkGNBbzGj/eZ7AMLAtDSJFB3jStM5YkGh2tPatjO/3HvnCOSXe4VNx19355d7s4D5MYfEXAy2tiXyy72Cor8DaUqS5hlKNy/+CnlesJDB9D/+m/jXTXhbAnNHcbity2b3FmUBFkDP39tQAqIjvt8TOaVLBUBWQkLpQWT79sWDQ3ZPAfe47RhtOSQzNMjTU8xOz6KdgdnxCaTIKHJklBV7trmdq4qHldRWNAvyy72z+nud58uOnkLntJLutLB610Eee/VNyl57C63LgtZhYeWx04gZM+edq4pnldQF5bNAXlFXee76nucrVh84lh0MBgldPcPEl+3M1qzGUr0DjUbD1ZeeipXVVX1KygdKoHQaysUb1/t1WYZe6bOjeDweoqO3xrE0KVFitzNz8UMyjYbeoqp1fXeUQMpIMhBzepc39XZ1Cy5gMj6OKAiM3BTQAoP9g4JjRVETEEOhARURSJGQgVBp7YaW8VBY7Dh5mJInd6F58HFyN72A7+RhYoGgWFr7aAsQSuUrgpo7oQhgdDkau3wd9Rkfv1NoSEsSkacY6L3hN+U6GoEAKu6DoOJWnJI0vvaV+otjwXBWODBMxoanCQ+GCPcF9A+9XH+RBTzPVL0L9qeVyBkGvWjKczSP3YxgNpuJhcKY8uzNGQa9qEb6BRFIIf7A9ppGv69DzAUC3b3iym3VjUB8AbUWREC2FRaIWkNm87vr1/RqDZnNtsICERWt908JxAHRXrz0iNB5w2MvXnqEW8ZbkAJ/AshLs4exmljfAAAAAElFTkSuQmCC) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur20554 1.3333333333333s linear infinite forwards;
}
