@keyframes rwdcur150458 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTklEQVRYhe2WIXSrMBSGv+w8gayMjERGViKRSCSyEjlZOVlZOVlZiYxERiIjI5G4PMHCyl53Slm3mfebwj2X83/9cwkRjAq8S/CDEkAI4d1fCPGjEE8zmh82nwEIIXhLInze/n2KpuFtPcKH+iSl84cCxgRi7OIyifgbTZXOQ6blQyH+XKkJIcQ0mErnZFpiGM0frWsAs7ciSqsEYz1aJQBUdTo1vR661YP7aQLxRumcvu+xbiDLHNWuiEgXj5zDWpBFDyidh3I3INPNVNMynfVY32HP3d0Q1xK4KpluZqbWdzMQLVMooIJwD8TTrQal81AfEnbbE1u1n+papmiZTiBrdRMAYJu8YJwbry8goqzvJpBqV8wG9MsAsi7RWrFvW6x1WOtI+moynS0BMFAt9QYWzMDQWaAcTbSa6m377yCu0c0E+maM1pQlxjmy04nt/vnTfmN2jwUAsNYBsG9bTFnS7l94bdSspzEtvuvxnb/rVbwJ4Gwjyl09QWz3z1jryJWlMe1kDMz2iYcBXELskByLMeLTMZmZynTzPRtRURTBugGA8/kIgHUDH3fGtbqZgHUDmZZkWhJBMi3xnQfAd/3qf78IwNlGGOsx1lMfEqwbqJ4l9FsO9Qi01nwRQITIMsehHqMHMNaTacnpmGCMoiiKVYeURdRVnQZdpBzqcTmiIkS8dra5O4XFX0MY1z4eSjabzXQPrDKHhUsA47AZ6zkdD1g3YKyn7/svmd+lqk6D0nmoqiocj01o2y48+oS8GOJXzKOUzn/P/L++Q38BMVs6KL/+7ewAAAAASUVORK5CYII=) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur150458 4s linear infinite forwards;
}
