@keyframes rwdcur164262 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9klEQVRYhe2WQWgcVRzGf/+363ay2SzTZWNCWdal5LSnwOZSWsNgC14qFXEipRa9ighSPZWmWSiFQOkhpyIiEjz0VPGikFNz8NAWclA0CFpa6qDieKi7S3cymX2vh52pmzSEJpn2IPngXYZ5833/7//93xvYxz728X/C+S/N5E73qDQF6O6/9z/5LPz408+7NUAZY9L8/PaIyRSgzl1bv/TRtXCSZyhwzw4kVYoIAK7r8udvPyyIySy+f+nuYSBL7MZWjuxZQEKcwPd9df3qVCsM1xaH7Ve+iDmUiGzJlVoG4gr18vKyBrT/++p3msz02ct/ONuJSE2AiGxw48bVqftRTz/MHTj4HnEbtuJLdQoSNBoNAIwRkNyxTeQbOFMX0Gw2WVlZ4dV3v7J7PWyNVOk7kJ2YmHgxDjiOQ7V+6qTWYDQUi0VVLpcJgkC5rrvh3WyaxMaYJAfqzOvDs5EGzPpqq9V60gLf9xWgUxeQzLjjOOrl15ZmtZGqAFEY/FQoFFSn06FSqTy1LzUB8YipN5trc1peuoAGJdD+595Sp9OhVCrheR6e5+kN+1LgVsc/9GwZtieHLGsuo9S0EhABMevet/P2kW63GwKPgBCI2EsLkj6fOBdO9jLZBYSqUtQyCrTuE4Mgpte6d3vhnW63qwdItTFGD54XO56CJGQ9lVkEpsVQMwYGl9a91oMfr5/+5eZFLyGuVCp6sPJdC4B+0FBS7Cv677kBwrXOnV+/n39j5euzqyIS0bc9THq/+e7YbQayRz/4+63ccOmKKFXFRF4vfHin/dftGz9/8/YtEdFBEIRAODo6Gvi+nwh5yoEdo9lsKiA7NjaWB0rAIcuyqsBhy7JqQ0NDlXw+Pw6UgQKQcxwn1fMG+uG1gGKhUCgD48AhYHxkZKQM2EC+Xq/ngOx2f0Y7zkD8sSRQoWVZgW3bAf0xe9RutwMgqNfr0czMTAREm/u+ZyS/X41GIxtXadVqNQvIxWvLq/e5iHBdNyEbXPt4ZjwGCQ8gaB10BAIAAAAASUVORK5CYII=) 15 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhe1UTWgTQRh98+1kN5umSRprFRubEKqoUBDqUbttqWhRBC8K9ac5CFIEqYogeliWevEgXkQoPYgnBfUgKopSZLWoiBYEKXhQSSwevGiiSWOa7Hrobl3TND+gFDQPHjPL7Hzz3ptvF6ijjjrqqKOOfx3qhS+Bcuv0twWkGzyRJRVgFmhpEzBMtlFVVQIAe6wJHUPxQM+JH7Ge4W+9mBNcU5Gjl2Y1x74FeysWC8qtV0zGL5vcM951LDMMgCuKwqvZe3AkHjUNM6Ioyvy7xSlUKsIZsV32g8Cl81tik5t0XRcBULlID5yaCvqaQuO5mfRtXdfnE9A0zahFAGDkHzMGEAECAfKKjntdh992AxA1TfstVlvQ3jPxqLxyzaNCwaDRk0138Ct+o7j8ogKsYpT5+GSIwfxKzAQRQALzNS5vv7vz9PexbccTvQA4ABEAn0ztj8bOzYw0Lgu9MsHaPkzp/ZVM8kr+X1zvS3Tue7g7uLr7FjHmI2IgZkIQ5QHJ3Tqw52wBREaCE/MJxAKMAMM0Up/fv9xxf7Rv2uF8gXsAYGUOt2MTAbjXb73YHu48dJO7XCFigGBdCxfmRvuKjEL26bvXN448uzaY8Pv9RjKZzAPIWQLytQiwRdgRuwG4Nw9ObPe2rO13SQ3rJNG9gQhg5ux0IZ9+nvr05uqDMWXC4bj48JIpVCvAC6BZluVVAEKSJEUA2GwDELLWWrxebzOAAAAPANH6bEuiUgK2CDiEcAedDeZ07WTJ6IuLl4OzcNbBjMVsEXMW86qq2iL+KGz3YjgcdsPqDWtuJ1T1L7uaK1gMVDR3NljNzfb/4id48rsPUjueWAAAAABJRU5ErkJggg==) 15 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur164262 1.2s linear infinite forwards;
}
