@keyframes rwdcur156718 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhe3Wz29UVRQH8M+bzrxOZ0op44AFDbEoCSqKoiL+iDHEhVE2bjRu+o+YuPMfGbduXIA7TbowJCZgwRgpGioSRGin04YO05npey7um2CiSW9jiRtP8vJe3r33nO8993vP+SZirNWu4Qia6KOMw7iHFB3cwHKxomOuMYxxXY4IXsYBNIp3G8/jyQLMAmr4qVjRjw0eB4BJvIspYac1YddVnMYp/FjMu4xvY4PHAngCjxVBn8ZVvKhU+lCWwfd4vQD2LMpa7QvmGt0YAKWIOevIhCM4jFmcMTFF2HkqcOEkjmEGh2KCE5eBDq5YqH8KDg7OOFanvfoDltxNz+qVmNlkY+yY6eFXHvBhVwCU0TaRe+toYtOY/krXpesTxzWGxx3MnR4kuiou9xCIub6bAIboulEx/0tCLaOaO3VqYE3u6t3EhQ5WU8YzZvoXhZuyawC6uOmdtdfwJj7yR/pyPU/1k4wBZu9/YdYlzGOpWBNlMSTsCwXmduF83q3UejKwKWO2phifF0i5XKyJsu0zMNfI0NNqtwW2r8i4L7OcbLGyTtV3WDLXiE79yGIyMLIUb+CErcQeZXUl1srsIOX/BsA0fsMdG4lxJY28TJYQ6sRDB7AkXK8jpjN9mXElblVGfqpa7fThAQgNZhG3PDK0KQsk3EwIfaCGKa321MMBEOwOvrE6piY8Nv7mItVqR/uNqQMKhzWBBzM6Y1bdt5oMSf/RRUkkL+IAhMApXsBzDgztz8dVJH6vZQpwtWLucCd6YPtUBUEyKXTDSUya3rKeDMJ4gqANmh5ohmiLOavMg90tYlnO3WRgYbLGU70RgJ7Qipu7z4HgvFaAaarkbpZwNEGdjbUTQvn9WcjAdPG9rW2PNJTijtDhqmjYOyTLWMP+kmK8/pdVqVa7ujsAQjp7AgmHWHKt6tW8au/1Dtc6hEa1InCkKmSqtzsAQuCmILMexz2/pvbkFS9ldRbqBJX8AT4W5Psdc42Y+FEcqOFtX099rltiT0YllxortjBkceKsvVukOfsGXwq3IaozxgA4hFcc2PLeMyXtZKAscf5cKPsn3x+oK1uz5fJihX2DqLPfCYDbuGJlzPnzKI2Hu3+28wlcPDf9mRyPJgwTwlWN1oTJtjMCm5vC+TcL0OuCOCEQb0og6DJuYtlcI4qEMRkYSbKu0JJH/0ayKy2e0f+uHUiy/+0/tz8BYi0ggJbMwrUAAAAASUVORK5CYII=) 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,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) 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:rwdcur156718 1.3333333333333s linear infinite forwards;
}
