@keyframes rwdcur160927 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiElEQVRYhe2XsW/TQBTGf3e5UqQCBamwgqXYzUKFunVsWDshVgb+ARJgZGBgQ4AqJGYkJITo/9BmqMTAkCGt2hK3CmyRGCiogqJccwwXJ7ZjN3VSyMInne705Hff977nOyeYB4Vt87BwmzFBAgUM78clQgLsfz6QGN6NQ4QEONj7zteNfTWqCF32jC57JrMAgF8fm3zbHF5EmDiLCAkgJcgzcLjZ5MfW6E5kESIBcgJyCnI5aO00+bmdTYQuewZj+mMnECEBhASZ6w291+T3p5OJiJCv1Wks28FavU9MqoCcsNVPXpvh0tKsvrBUYHL2IoDC8DYp8fVVzkbIKz4UPZyVdZyVdSh6JxKhAISACWeG8zdmNJLHCFZCzxwkJd79wuGdcKDo2fnWgp0/hGLHQAFMXjnHVH5aI3kkXuw8HZhFzPqKb+eq5ubaKwBWn23BvIqI02XPqOW6CO8jAaa86XYW8ggC8uMQakUcCmvxkyzkR/dnjWm3I7FGDZx5xWpV28C8srG5aG7cBYng8lCVQ8R6R1vihlI0lLXe0RoCQSkuKPF853Ao8gDhvlc1dMj74sH7EINMjP5DiMGPJKN7Cip+z+ZO36HT+1A8OAnxU5DsSxYsuhHiAI0aoJQVcsx9MHQL1HJdIHrFxN/2pFi8ehihBQG6V2zaWU+x/tQEAPhgkhwA2wr3lHgGingDxu+MYK3nMLrkZvqVlBm65FqiuRBpbJ2WO5I1ret249C7iKohfDBOyYWK372Og+/WxAb9H6OhyRfzsJiPkAM4JXeg6G7OsAIC4omXu5GKuv3uVO+CoAate/ke8cZud/l3ruIweQdxoSMLSNswQNrRG5Q3Mo4y/jH5j7HjD7qHNeExK0suAAAAAElFTkSuQmCC) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur160927 1s linear infinite forwards;
}