@keyframes rwdcur126030 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 10 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 10 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 10 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 10 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 10 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 10 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 10 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2VP2jjVhzHPw4aRMngIYMHDx40mEMYc2TQKIopGm54hBBEJw8ePGTwkEHcEMQNQYMHDx0yaMjgQRQPomQQRygebhCHCeYwJRwePNzgoYMHU0QQfR0Uqzkc5+LmoEu+IKSn9/vz+f3eexK86EXPVOvsF/k/Ju/KwcepbJ115X+F2XkOgJqCqFewGgKtpkvTNFnBfHeA/kFZ9o/K68GVOwhhE19FWA2xFcQOgP+zJgH8g7LUavqac/+oLE1dxW6q+A9BAKqqYloCsV/ZGoI/3+tSr2lSf6XJ5W+a1O9B9I/Kcnqqy8HHiUzf61J7peVzWk2Xy9tUXl5PZXqbysH1VKZ/pzK9TeXxu6cB7ADs/TQpxB6Mu7AYQSgS+gd7sn+wJ82qyvhNAKhgxtl9pRSi8Q31SDwY/CldUAD8o7IM/UUeWrSKjCfZc8kAsRDMRyro8Z1HVn0kEioLAfsZiBHZhGmYBzdNAWdI/+1J4VGA1q9fCgDL33UZ7QawtMEZAjCPbEpGQqmeEDSrTD9ltmqa3O9F3oUkTYivIoyGQFXANC2GrwM5vR49CKHcH+z+OCksb6uSDyDqVQCcyMbjgnkM3kTNqw9FQsnI/OYxkEKSgteycfyA+CrrRKLApuRrAACGSIiPwTiE8eDuZQooKqawSbjIWm/AfHQ3R5ZchGAc2gyHEf7p5rZvBCjXdJlM64TnSR64TYAzauI5DuZ4xnBwAeld1UA8XmSVz4oYh238d09LvNKaceu0Ky3LwtqvEk1mOYioVwAIDkt4N0UcbZH7eNMik8/TrRKvtLYEKDC8ikD5d4slgOP1MBrWV6beTZHOlxlOuiD5YVe2/lpuDbHRoXXWlWqS5OMOAePJHNEqEpwvMPQiYgCmsDF6HqQwdL0nr/1KG/8F/tuTQjS4wBj3AIgbQT6nAhUDXH1BRwmIT1xQsqPZeuIX8JsAWk2XpLC6vLZNXS8C4N4UCfwFVrOICMG0BHalimmJfM88C0Cr6dJ8Y2MeNvFmJVBUHD+gR5PgfEECxHoHwwESsNp29gDZKdlC65uQPBbDMMD1A8R+Fbfbw2gI3EEAChiWAAXqXY8oiomHEfWtUj8GsDoAaYKqqKgK1E0Lt20z/WNSAHA7Ten2LogBU1XxnA7hePZ9AKafJgUIJKgMLwOSVBBH4dc216OCe2zL1VfS0tsML4NNJW3UN49MvhmVFdgjdjxu86IXvegh/QMWH51YXjuoJAAAAABJRU5ErkJggg==) 10 16, auto;}
}
div.testarea{
animation:rwdcur126030 0.53333333333333s linear infinite forwards;
}
