@keyframes rwdcur242111 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEd0lEQVRYhe2WT4jd1RXHP/fc3++9N6M1YzaZsdK6saUqKKi7YrWFQkldtIW6dJW2oAsRXLhKd6WbgCi4EhRsoRIJkl1BWq1WR5TGWCitSQwxM6OJqeN03pvf797zx8V7isjMmNSWdpEvnM3vcO/3e77n3Pu7cBmXcRn/Y6RLXfDEvasPVPy+Gn5diWiqO27ReY2zpn744HPXP/xfEXBo/8q3B6M4KoNYQBxPTvVA3VEN3BzTYOEr6LCVu37+1Dde+o8JeOyH7/7Ugt9pGBaO4bTDoB0E6oGZo+a4Bk2GPXsS5nHP/b+96ZkvLeDxu0/ekVL7grmh7pg7GkaEIy007VSAWeAWRAR7rk4EUEr9zoNHbntxt/1lt+SLB9+XobTPZ4wGo8VoUdpQsit0BfqKqCJap2FKqOFVkeC5W/nRrhy7Jk8fn/w6izU5GTk5GSWjNGE0rmRTKJX0KXmlQfFaiaqE6sI9P3jwgX9LwHf5RSPiP85iCEaUSpRKqtPqm1Cyz4jrTIQprShR6ywU0bjvFvY3O/HsmFhcWhxkiWvKpNJtVAglwgicwBBxCIcIPAU5nNQkUiS8BgREQER8LYgG0EtyYHVtZeRFR/16QbwiobMWVJqYVp61Il7IVmiSIlGhFpg5QC1IWOP4/E18f1uubR24kwMSRNOvF3IySAYYCSXCiVDcFXDCA09OxHRtfO5cja4eMH/FXLM8PuIX7UAQMjc/asKqZzE+CREnWU8qPeJ1OgNRyFERLdOcFpIVUlSGVyVSq+Vf443mW9y1bbHbfgyc8WQsHlurrTTXppkDUQtRCgkjiROuJHeiSUibcMAFohHSXAOt02315+bmR4wnm9tR7eiAQ5QL43OHJTvTsFlPK5mCUKeVe49Yj3hBRMmNkbODF1wrH350/o/jyaY6fkktYGHvQnf02JHfWHSbUwFBqj0SBUlKTpXcKOI9SbtZ9KCFsJ7QipXOn10+/Ijj3T/408ULeIknfTgcaDtoNv7y7psHESdlJ6GkqMjMAclGbu1TEWgH2kMteO157dRrDxXtNxwr2/q/kwCAAz870PWlX3/l7eVXj59561DKTmodQUmhJOq0DVdm8ojZAE4dcO05fvatQ2+cOfZnx9cD2/YOAMg7JZ5+4dG4lhsjcDl1/sy5GuXE1/ct3slkkkSUJEYSg2ww18JVIxhmuqiTl08f++XLZ9/8Q25lRa18cJLlHR3YUQDAV7nRFhb22FY3sZV/vvfRq6f/enTf6MrhoEl7RazNojlJoBI+9nL+7+trzz79xu9/tbZ14YSFrqrV90+yPN6N4wt/x7fzkyaIecf2BrEoWRbUyihJGqirBEaS5OpVJadJ4BuS03tbZeuDwDbf4fVth++iHABY5W++yDfr0tJS72Hjrp9sBbHlYV3gXc4yVtfNwM9b6LnR3HBt3I0vBNa9w+v2Rftf0pvwZvY3i0v7BqtrKwPHB4E3o7mBRAofTzY7xzrHyymWdxy6LyXgs7iB70lg4jiBu2Oc4JVd7b6M/0t8DDnbBS762tu3AAAAAElFTkSuQmCC) 16 16, auto;}
10%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur242111 0.16666666666667s linear infinite forwards;
}
