@keyframes rwdcur171611 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 11, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 11, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 11, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 11, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe2W32uTVxjHP+dtbUuaVsQkdhFlsmKUiLtI8+a8G7ihKN4oMgbTv8KIDtb9A7qL0R/+BY6BRUULXugEr8aSltTS2hvLWtHZlmn1wh9JbfK+77OLJrWxzZukXi5fOHDgfM/z/Z7nPJznwP8dqlZiLBYTEUEphVIKEUFEcF0XEcFxHFzXxXEcpqena45bldjT0yNKKZKXBggEAvh97QBIcaeI4LiC47oowyCXW+LCmZPYts3MzEzV+J6EeDwu534ZYGvnVr46EGGpYGO7siK8hucKOK7w3rZpb23l7/l/yeZy/Hj6RFUTFRdN05Rzl/qJf3kQX0szy7bD6eOHV09dQmleuo6LV67T0tpGOLidR0/nOP/9cU8TzRXEAdi/dy/NhuK7o98CMDo66nmaWCwmrS0tfN4V4OHsE7qCIZSquRw+IJFIyM2/Hsi7giNaa6m+YyVjqdkFWcjm5cmbZYlGozLy7JXcfvhYuru7K8YwKi10+P1k807NhgeGhtm3M8T9VIZThxIopXix+JKODr9nFjY0oJTC396+OveC1loGh4aJhEP8kcow+HOSiYkJpZQCBf62Ns/9FTNQC7TWcnlomH3hEPfSY/T3JslkMgrAMIxV83VnoBZYliWXh4aJhIPcTWXo702WFalSCqOGAtyUAcuyZPDqLSLhIHdSY/T1JhkZGSlTKxmoZqJuA2vF76bG6Pvp7DrxkgEFGKr83fgkA+vENzh5uQswir2jbgNGU1NV8XQ6XeWZVRhGnVegtQbAdR18W5o2LS4i7Ahsx7ad+l9DrTVaa/nndU7SM3PyJu+sDsuyPF9G0zTFNE25cu9PefY2L9Fo1JO/YS8o4fH8c3Z1BZl9/or3y3miuz8DVjJS4qxtRiLC2Yv9dHZ0Ej8QYfHtkmcBgkc3LF5F4dffrjX7fT72hLYxvbDI3MJ8GU/kg4lQKMT+XWGy+QLZ5QI/HPmaqampzbVjgEQiAcXW3/f7Db4I71jHEYqtWFbmuXyBM8e+wbZtJicnP+1DspERqPwfKA53fHy86eMYDTTQQAMNVMJ/hhR+We3ePwIAAAAASUVORK5CYII=) 15 11, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 11, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur171611 0.46666666666667s linear infinite forwards;
}