@keyframes rwdcur101876 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABdUlEQVRYhWNgGAWjYBSMglEwwICRHE3Pnz//j09eUlKSaHOZSLF4zu0v/+fc/vJ/6xdehq1feBn6Js/E6cDSqga8joQBnC71mvsRbsC2ZH5GZD4MBNkx4zR43aG/WPVuS+ZHsROrA4ixnBSAzxEYDkBWyHuglOGzQzeGgQ8m+5DkAIXcLRhmwRzBgsvFDAwMDNbWdv/5HTAt//T6LkkOeDDZh0GQm5Hh6GKIuciexJta0YOeHMthgE9UmeHahcMY9pGUC2gBBtwBWNMALqCQuwUjAeKKEj5RZQy915L5KXMAzCBkgC1d8IkqY6jDBUh2ADYHoYcKsZYzMBBRF1BaCMEAeglItAPQgbW1HVEOOnr0EFFmk+SAhnpIBSMuJcPw8tkThuv3nsHlNJWk4GyY+MrFswiaT3Q2RLcc2VJNJSkGcSkZDMfA9OADJCdCmOUMDBCfPrl3A0MNLnGKHIAc3OTI4wIkpQFsCfDo0UOMuMTJctGIAwDbbaLrzLVKSQAAAABJRU5ErkJggg==) 16 16, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABdUlEQVRYhWNgGAWjYBSMglEwwICRHE3Pnz//j09eUlKSaHOZSLF4zu0v/+fc/vK/b/JMnGr6Js+EqyPGTKwu9Zr7EUXztmR+RmSxIDtmvIauO/QXp16YGE4HELKcHIDPEXjjKjw27f9nh244/8FkH5IsVsjdAmfzHihlWLl4FoZ9LPgMeHLvBgO/A8LyT6/vkuSAB5N94I54cu8GVjV4QwAWbNgsbzhwC0I7qOEV5xNVhjsCOe5hgKRcQAuANwrwAXSfExKnyAEKuVswEiCu9MAnqoyhl2IHYDMIW7pAjm9iAdlRgC1USLWcgYGIuoDSQggGsOUAohyADqyt7Yhy0NGjh4gymyQHTJ855//LZ08Yrt97BhfTVJJiYGBgwCrW0NhA0HyiywGY5cgWaCpJMYhLyWCIMTAwMIhLyTA01DcQDC2iEyHMcgYGiG/Ri1aYGMwB6CFFsQNwGYYuToylyICkNICcAI8ePcSIniDRxYhNiCMbAADzdrGeVW3pygAAAABJRU5ErkJggg==) 16 16, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe1Vv0/CQBh9VVfoRAzEwUii8W8gMcxNdyYGJWFzk8XFOpu4dNLQyYnFRWEmJP0LjIFIIAwEYhhIsY7mnI6016+/gMDSt7R9d/e993339Q5IkCDBjiGJhGJYjL+3KrJnfB1QsUmBMBPT6ZSJnBPZbDZyYntUAOcE58Larcb8xB/1JzTtFJp2CvW+zep9m1ExxIQO/LJItWtovDxLfLFiWOwTQNPeJ+efXd7gtfPn4hTDYlywVZGlUrnqMe9rAABK5SprVGTJmYEoEgZughIHfHrAaeCn+ICRrsYSPb5+93C8oiIfWIHxsIf5h4rFbACt/QUA0IqnrjkUP9JVj4nxsEdqkE3IMf9lWMwGQVNILGYDT9Xkq7f4BraBnRsIbELFsJhYSr8tSWfyrm+qEalDLbAJqUAjXfWYSGfypGAUhBqgDIlVWVUcCNkCwH2MrgO/iy32bVcoXEQyZJqdSLFjGeDH6flJbsl1h5Plu5MHAO1eC40f+TfU7rSl+GHuyCPKn84xviYIkZuwO5yQxynnuYHvydg1tjEDomgULgo20oSm2ZH8+JVcJUiwTfwDBQPDsJUwQ8gAAAAASUVORK5CYII=) 16 16, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe2VP0vDQBjGn6pr26lIioNYEPwMgdK5ZHJxclFwcxG6uHjOgksmoZ0cBRetrqWQT+DQYmnoUFpKh9IaRzkHuZDm/uQSKx3MsyT3Xu59fnnz3gVIlSpVqlRrVibJovF4TFXzhmFo592IY1y7JFRmfmvfoell0fSyqPc8Wu95SkgmKWm1MfcTvJzmM2x8WN6UJntsf3Gx4Fo2jgSQmSeVCoIDCD6YbdXwUbnBwLZiGe6eP3MxlisMsSUjBgDTLNPZm4WLh1cAAKnsLz1HWu/C+MC2OIih24Vz/5M3+JJcEwbLM/ukWEz7IkalFtM+V7X8yZPQI9Yu+AutHUB5YFQbcxoupeyT5AqlpbGoEcNbEJA0oSrRwLY4iFyhJDTUUSSACChclaTmgMa/4LeHEJOo/FoAYZlmWQvIcdpauWMBHB2fUQA42Cv6sY478u+DcQAg1yQyv/Y2JFfEN98u7nCm7BqcY2tU0m7CjjvC0O1K4wxgMhouza0MIGyqE9PRSprQcdoZWTwR1b/SN3fGqPezG0wcAAAAAElFTkSuQmCC) 16 16, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur101876 2.6666666666667s linear infinite forwards;
}