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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 7, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 7, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 7, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2YbW7kIAyGX6reyKl6oRE+k6McqNWEM3l/gIkhZCbTXbUjbS1FkwESHoy/SEAWxV7CoO3b5QWAqipUFR8fH7B7jKF/TBQZVO3+h3mqvJTffjufYnuBDfBp5ekBX7/wzLd6/KOAugqBKAKg0pQQJla0kLec7KHFPAKougpSmjEzI4pkvDTvoGJh35awyZzquFOgzapVFSGE0cNOcxkqzQkUCWlO4AToKtiwUjPOpAM9BXkaMAMQUmKkOSFtk2AVwsTJVoKR7mbmL0E+5MUGxym/fBWCRsHECZHy/7zlqVxUYansO7n3laabSeG0DZqtcQEjisAMIAIaxdtic+81m8Bnp6tiGuxXMVzVxAneFrMK8kUUt3Y3PpK3z1aceR6m2IBiewDw+fmJ9/f33NHaogqhcwYT6v5vDgIAlGwx2Q6NyUwEQON8RePVLl8zS7gbfNNgwNbjId2ksxvltj1GglRtb88SRQgxOIeiobfeEgXQbvFOOm2WPUy0hRsLTf2CRdayEG60+IgXBwD55U4braT2imM4ilSXEiMhRgLzlMdQtK3XRwE3hAJ5DFrGdv1EMcORIMoKEcFc4DfIdhdGYaa3x50ZJGBzwXgM6bOIh2z+H9wfAeZav3hqmHZxK8wJGotHA4AMIHaggxbT7j6nt6M9oHqwLpz4BB8s4esqCBPvioPbcBnGV0SWoaLILn97wBAmVotNvkoxkA62sbG64yPK0h8LGFGszxpMlLUuh12OHlYtJhMndHDN9ovbaj/OQ3rwUXD2hcUoUI/iYK377EU28eVywbIsuSjobI87EJNeo9YntBUQXiE902Gx4NOPwfkXeUgqXtPBBQxyqzFxcqvaZKewIWBTmbgZl2Vp2nsN2NCiae37vDPZ/b2acAQYJk6HNVr1XOmLhmwGUtptMV6jFqIse98PUMeZJLir2d4wMbwjAZvGRQTMHJg5uGfqewpklQOHb+ShU51NOvECdMXn5XIBM98rPtRbxRkNngZ8e3vD9XptQK0dQAMnIsr5DNKcefqAfuZMcgYwmMEbDIAK24uIqOtrjqL+KPWVU9090ZHmerler1iWZZj+/Enw7NyPfrKoGvGwXnwo+hdz/s03laNQ9DSf7n7lV/4L+QMOXPZpbhunHwAAAABJRU5ErkJggg==) 3 7, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 7, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 7, auto;}
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}
div.testarea{
animation:rwdcur163412 1.2s linear infinite forwards;
}
