@keyframes rwdcur39700 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 11 12, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
92%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdElEQVRYhe2VQWsTQRTHf7vGtliERlqJt0BSPBShp/TiMe0GAtJP0Jtne/LodxCPHrT9AN6CpgSk4MVbL6kGDPRYrDGCpG0wzfMwM8lmd5NMsoknHyzvzeyb+f/n7c7/wX8L2yrwHDgGGsCN9sd6fnWe4PvAFSAjniudN1NzgQMfSAnYBVJAQvtdPW9yDvS6mdgLvWkLeDIqUeqeyRO9LralUd9ZgPy4ZKl7okkI8Kf7bacRB9wFnml/CFT8WEFsDQxA++v2NZBws0dv4xLY0fHrwDtn1Hjhtrukw0JcAmkdn1iu6QII8lOPzXqk7l1MQ8DKfOUfusbJlNemIXCm402L/B+oCnSl2yNyNjzdjsCRjp9OsMZ1XWdFjz/EJfASdao9Bq/hgAI6mTKEZbgDvJK6dxH8/v6xzb8RJUS9K2fuvdEAL5cVL5cNCZEBCnobC0rxe/pSvGCA/SKk/cyk2NjYZlQsFgXY93LZmz1vsxm1iW0F0rWQ2AFwD9V2P6LasACN6y/bbQ1uQKSQW/ePrcufriHDwCMPZAI/AQA/AVvrVPNSSyK1pNp31DdM6SfSLqt5efcmrRhalrxTzcutJZfMJ3XZakkkMSQ31IiC8Z2NCoXcOtBXQONbcjeyMm0+A7B4utWbi6qAoBrPA/oNyImIg82qV4Fl57cz7Fk83aL+WDXdh02cYAVSwCPfiUMgUaBOprxm/Lj8xEZlYM9gBc5Reu8/faSZKxgs/6Q2kZCUSiXH3ITvzdbK/eTyr2lAxxE4t118WD5JxiUwziTgAXX/p9GAacH9Y4mY/yfgk76fKziX1fzcCNhuPDMCRoishWfW9hc4bykNO7qdkwAAAABJRU5ErkJggg==) 11 12, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 11 12, auto;}
}
div.testarea{
animation:rwdcur39700 5s linear infinite forwards;
}
