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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABaklEQVRYhe2VMW6DMBSG/1QdQMIIRIbOnIQ7sFkdIjEycgEOwMqeoSt34AS+Ckdwlxq9uMZgDMmSf3KC7O/z88MA7/yFcy6rqpLP5n7ofzxb4kJ/cM5lGIYAgCAI0Pf9xTjrLIFXSBgFAIBKADhNxLgo7YMgCGYJxhjatj1U5F8T0uhwAOi67tAmXdxNXdeSwqMomp9dr18AgNvt27sa1gWappEUrsAqjIUoy9JL4tP2cAnOWDiPh2GQAHaLrE5SZ64EKBwAsiybx0VROEtYm1CPDR7HMYQQUgjh1KSbjO/3H0kFdDBNkiTzOM/z1fU3l0ydNRVQcApN0/RhXpqmVoa1CU1ZgutglWmapE3EqWnGcZQucD0mCecKqCRJshmsYqqG82sjhJCuO6fRq7Dr8lA78YUDjveATw5pQhqXKthexdMrsHYPeH3J1qqwBvcWsElsgQMnHcFWOHBABYDHKrjAD83eu+Gdl+cXWgtjF0Kk+UgAAAAASUVORK5CYII=) 2 2, auto;}
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53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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66.666666666667%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2XvY6CQBSFj2aL2USMRE221dLSxILO+ArGbguTKW+ppQWFJZaUlpY+hw/jC9DNFruXFZgBZkQ3m/glJDg/nHPPJYDAix+klEpKqZ6t2+KTIAjUZDJJJ47HY0u7o2HafHK5XDKCz0qjUKVO+JFptPMDvV4v81sIASJSRPSQRLSVhWGortercVMcx40lYrxQvuIkSQB8J9KkkUILmOFwmBHLG9GZdKG0gs1mkwokSVJIQQgBz/MAAGEYOqXxVrWABW6Fb8c7nQ4AIIoiBQDb7dbKSOViIlKj0cg4Pxh8aMfX689aRmotIiI1mwV1llqbqGxBGZ73Xjp/Pp8VACyXS6OR2v0iIrVYLCrX9ft949x8Pi/oWRkAgNVqVXdLLSNWd2zeRLfbdTIwnU7dDLAJKWVhPP8OMTEejzOaxiehCSEETqdTKspHFb7vF8QBhwSA3yckEWmFDAa0WtYJAMDhcNBezCRehpMBJo5j+L6fHiZM1QOOLWC4FbvdzkkcuDMBZr/fO4nfbYDvhdtvBBtx4M4WMPwhG0WRlXjj/MUfmxf/ny9FL3Atm2aeAgAAAABJRU5ErkJggg==) 2 2, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur230248 1.5s linear infinite forwards;
}