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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 9 4, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 9 4, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 9 4, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 9 4, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 9 4, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 9 4, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 9 4, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 9 4, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABg0lEQVRYhe2UQW6EMAxFf0aDNLfpEeoeoIteZ5BG3rTXYdED4B6ht0GiUrowAUJCISFtN/MkCxRI/ndiB1jCN4u+s8F46j87OQUL19f9swuYmAykihcycV4V59v+hfvOorqYPAvuPFNibU4GBn1n8frmj9ZXBGNb1Ffk7IJOWJrYqoWY4cwj0CKsLiYQrS5mNQqJTwbWTGxxUDzOnoI6UHR37vwpzGyZ2QKwsF/6/AdUvG30qUZGCvdwVByQ9+ADf3yCmX9H39v2ttHQ7V9G3uJOYBQKmYSHGP49zHSOLobsPFPzb372+/Eq2EVMfF5csZgMRIkWwSAOABAREJFhZsuPD0lJAADoGTDnVa1TbNAJAwARTROfXtINAHDJxIi6EhE7Zu23im5l24SG3NgS/adcu4mInqme7ZywzTbOP5fNqo4V8GD8GIu+/2lBz+C4a4WwswyjOKMiYrfEjxSHW9S4d2YGEQHQLtpz12cZWGZPRE6wyPo5ZBfZ6kWUAjOPF1cq372KeG5y/1t/AAAAAElFTkSuQmCC) 9 4, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 9 4, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 9 4, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 9 4, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 9 4, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 9 4, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 9 4, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 9 4, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 9 4, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe1WS44CIRB9mDbxNnOEKQ/gwutoYmozcx0XHsC60WxN7KRmATR0N/QHMbOZl1RMKOA9qp40wBB8UTwfOhpfO2chNqONz6flqyuICALWklcS0WTJ+bJ84+dDsd2ZMgm+n2sit6YABs+H4uu7P3o+YTQ2h/MJJVWwC4Yi5ryQElzYAmvC7c6MSLc7k41K5EFATsQcXiRPY4mhXjDdP/4EzJxt1yaXqA5tFcBISGUHB4iIul8wM6BtxNp0vM07SD2IyBJ/fgByi1OKNx7eC1Foq7hfQ1hiBaDeF1UrAEBxv4L0x548PvX+CBHxAm1bsKIMQycTEYjIxPmu1/1yA/tjj0tE1IlYxi8itmTahojKifu1n4tLn3B+jKyCSGXfwUA4IR3S43HONJM8qYT28vYUZaDDrICpi8iIiLr+lUFu4+otEGBcgIgMMyMpYn8MMQVbgdHfbw36ZhsYy204GdEFtU5Ad6EEwllXD+EFOlMvX58gLxIQr0sJyJqQiMDM3e0VLSy5w43fK9pvGole1XiC6fCDlZ2YGXtZRHerzpDnJtR6iE6KmCRxH51qL+JfJmRqPE8ukQUAAAAASUVORK5CYII=) 9 4, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 9 4, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 9 4, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 9 4, auto;}
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}
div.testarea{
animation:rwdcur33637 0.4s linear infinite forwards;
}