@keyframes rwdcur113660 {
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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhb3XXWgcVRQH8F/WJVgoeQhFQokvIiJaRUQrFhRW3aqUkdZuGebFIq1CEGzT6ps+SIRSSkDwA6QU9KXTgVXBkSAsuMH61hI1aNG2D22sX0VCkFBCWqMPd6IhNJutSfbAwHC/zv/e87/n/G+XDlq1XtmAGiJswUhXhxzXsAdPoLyga7rUCQB4Gk/h2qL28U4BGMRDwtFPYLZoH+0UgGncgmH8gA+K9nzNAVTrle04hxyT2IYrmMLYmgKo1iv78RFuwyh2N2rNa/gahxu15uya3YJqvdKP79GNL7CrUWteWTyuvLhhlZzDkEC2Mexs1Joz1xvbFoA4zffiHsxhPZpZEh1fwnkZz2I7TmBwKeewLAfiNH8Nl7Ik2odvsQmVOM0PLDGlB7fj+UatOdDKObTkQJzm3TiK3TiCV4quR/AkhrMkmlo4p1qvlNDbqDX/aLmzwpYLwXr8gn7sL9reypLoqzjN78J9GI3TvIyXcaurSuiO0wPHsiQ6vRyA5UIwib4siS5hQODAxjjNb8aD+KYY967A9IP4SQjTvjjNH1sRgCyJoBGn+ZBwEu9gIw5hKEuiqTjNN+EiziATQvUAXsWOFQEoQBzH28LuP8GOLIkGsySaKIb04Sy2CqUWXsqS6Dd0x2nesyIABYjLWRJ9jsvYHKf5vQu6L+AOfOa/HN8Tp/kGgWN/tlq7rUwYp3kvDuMUzmOnsPODWRJdKEL0sxCGfUL2O4NDi2/J/wVwFK8LRSQTavubBYgXsiRSnMqdAnHHsiSabGftdlNxt3D8p3C/UF4/xGY8ii+zJBrHeJvr/WttVsO5uembTvbx9zzg97IkOl/8996o0xsCUK1XzJTO9l8tje+dKf2Y4DS2xmm+BQ/j05UAaMmBoqQOUa6tm3v843V/3T0tXMcSTuJEkStWH0AhJt4QSmq9UWsOrMjTEnbdEBQyalgg33eCqFwT6yoc1gTpPCgw/Jwgo0a0EBOrYfOs3iPc7fcF9Tqv4XatpXPoKp5LvwqPhkg4+klBQE60mrwaVhYKSLn4jgm6fVuhXtfcSsKu561PKC5HqvXKc50AUBZeqfPWjReFR8PvnQIwgmeEPD4qvGDGGrXmbIt5q2b/AFQuCES90eOwAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur113660 0.8s linear infinite forwards;
}
