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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACC0lEQVRYhe2WsWsUQRTGfzpbpFjCgaILLrpFkEMWDCTggSkCaVJcYRVIZScWB7YWFgf+AxYRG/+ElBYWESysRCHFIUsIIuGKQxZZwhKO45K1mJm7ddlZ51YhzX4wzN6bnXvffG/eewsNGjS4ZFz5l80vhcgARsDr8/Na/7XQpsdCZB7gAktqBmgBCZAC75XtgyUhx+alLSGyNuCVOKbkWe+xIXHVxjlApH67ypl26KuRAPuGvVWwUkDjOlLmlLkKiZqLzvMkqpSoVODOg5uzE/jIU/vAGBio8UONItq557UKJYzMHj5by6avHKKDaGYL3nps7B8TADFSCZiHpwomFYwEbt2/lrmei7PkMOzFhO9WWNk7nK0PLZzmkQBfS0iUhmBLiKw9SPAPhrQCed3ij/K8LvP4L4JillQS0Bh1AwbdY7rx5h92F1ivQcKagI7XsBczjaaMkzHh02C2rjPhf0CYFpZ37vY3bq/TefKNT6dnDB59x2ndw/s8IkJewkVguoRGAmGU9KOjCyY/f9E6SbkY3WCSThgfycxvI+uCicgmECBTtKoOVJZKUyXTOa7D4DJPRR9ZstOcrTaBIoltoFNYD9T8gvLU/Fs/sOpYmkQfCFEp1enA6qp8IQyh1+M58GUB59YEQLbibaTEQc6umxNIBfYUCdt2XPuD5I0QWb647Nb8IGnQoMGl4zfOpJ9+jP/moQAAAABJRU5ErkJggg==) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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