@keyframes rwdcur185227 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpElEQVRYhe2WS0hUcRTGf1dlEBWfTWiKhJVIUcjAP00II9EGIxAfuJGwli7Mtm3KoEUrd0EQbXpQCGGLNkagpBEMiosWaqgY9sDKfI1o4nwtnAl1ZnDmOgwkfTBcmP855/vOn3PP/eCfhYwDmfPIOPZSJsEmuSub9LVkHG9yyFhDpjSuApxk3XRzhkX6uEA5TrI67QpIspO0wvriEl7mWWIRLyuszwcFyRQB54BR4D2Wxxcdi0wRMi3IpIU4KzmmeiEj/7N4x3ljosqEjJCRpfInyERx2zJH8+TWFXXKpRaFiQGZ48gEHeXKrUu6rjkt6J66A0IqohHQclW39VvrOqgahbyF8LnpyOi+XkiSfuhXQEBrqPBwM9AzwjgFXCSHzKezVu9yxAIsz6JTNZN3eFjkw8crBkkkgQ18fRHX2NJN5J1vzys4oOqPyChPbiFTb6vOnmG3gXjCiguLTB3QBDiAl1iex3Hh9ZO3b+4Coy274W6oQEetro1VqW0whuRJqTqrYjXos2b1U/MqU6usTRHZsO1bkFhRiav4JEcqkCmJkYRiL6vUUckhnGSTQTPV+Deba4eAjXf9DI9/YGIAyzMaIwHjqSTTQz9f+M4cCzzndWDwhmPEsQt2mYF9/hZEsIjsOaLdiRuRmQKWLJV7kelCJjk+AmQagW7gcD5OkiAF6AAe2SmWYiNnChk9U68kaVpfla/awPAFecewN+BW+402GrxReoE0/J03Uw1AIbk0URWICBIQ1hOOMf1AyIflicYLLFsqX5llLuUT3ygkFyGG+LtWZoJSIi4eKWS6gI58nDRRxRCjvGUEsCZBJ7A8qzHjuqxbRSEEJCPTHTCkm7/TE8icClXDli0PIJO0bGBy25+bHTb5B64UmAENxLTz/9hX+AMhLEXUJ3NLRQAAAABJRU5ErkJggg==) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuklEQVRYhe2WS0hUURzGf2dGbz5SLKigh9Gi6YEUhUej8YWbHrQwlJKwlxWE6SYLekDQIiTaGIPRphbRJrSlUSStMtKpoMwKQYIWtikyYipE79dinLKYCe9NbeO3Ofee//9833fv+Z//vTALnwiqpCqsQ4NBlVTNvLpsXkjV6lKPQqoWsnl+qQI+1426uLznIy4uwIhfA/4hu2mVqtuR3ZQ8XnR4vfZ8yVBFBNn5nvlLdeR8rc4oXWVrfZgrzFG5IrqlIu2Xo7LLqVJTbsESFpyrooJ1LD/o2QBs3sAqGtlFHdtYzdIDnhlyVVlQqH0XkZ3rebHswgyFVaojylG5UHF9qlTjmdyDCaAWeIiJPps2nVlMGrK5yY6j30bkRRij8LUA5rOBj47KO5F1kuZmqyIP2awpNlAXVLHa1K4b6lSmSoTsiUT4tzfQRM3rJnbfm1IDULyWFTRQw162E2YdEAgngmkTMyN0rIkRm+q+3vOKt41X6CCHLLp5AbjdieD09YEEZDE41wKM1ru4pJN1Z4SvOzHRGf6ApTgF/x3T2YoLgTJgAOjCRL/PnAHZFuBU4jaI83KMkVJMdHha9P4QL0RWW9SkXvXrgq4LWSF7yTPXUbWEUojkItuIbNv4mDshdhxZ9apfCeRrh1BRTzKqv7biq+b0QBLxkMEZBCJAAxAxOIPIJswOANwnrtfPIEN8APQmmYb3GlBRN2hzHVupppLbPOAmdwHzCNMbRjYjiBMdY6Qgn0UM8YE5pBPju8VEn/ybgfjv96eVLOMN7QQI4OKyhl0M8A5gHiY6PJ53FkzZ+JNHkonDH614EkgDmEM6Zty7weD8oolfxKv9pEfuSUK2D1k1q1WP1admtSaq/LkfOh81YDdmkv30G7GfU5lk841Y0j2eegNxE4uBY0CIeNW3YaJDvrj+N34AS8sV5Azmk8YAAAAASUVORK5CYII=) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur185227 2s linear infinite forwards;
}
