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0%,66.566666666667%,100% {cursor:url(data:image/png;base64,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) 29 5, auto;}
66.666666666667%,68.788888888889% {cursor:url(data:image/png;base64,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) 29 5, auto;}
68.888888888889%,71.011111111111% {cursor:url(data:image/png;base64,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) 29 5, auto;}
71.111111111111%,73.233333333333% {cursor:url(data:image/png;base64,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) 29 5, auto;}
73.333333333333%,75.455555555556% {cursor:url(data:image/png;base64,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) 29 5, auto;}
75.555555555556%,77.677777777778% {cursor:url(data:image/png;base64,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) 29 5, auto;}
77.777777777778%,79.9% {cursor:url(data:image/png;base64,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) 29 5, auto;}
80%,82.122222222222% {cursor:url(data:image/png;base64,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) 29 5, auto;}
82.222222222222%,84.344444444444% {cursor:url(data:image/png;base64,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) 29 5, auto;}
84.444444444444%,86.566666666667% {cursor:url(data:image/png;base64,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) 29 5, auto;}
86.666666666667%,88.788888888889% {cursor:url(data:image/png;base64,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) 29 5, auto;}
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91.111111111111%,93.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBUlEQVRYhe2XXYxV1RXHf3vtM/fLgcsAM4y2d3IdBqNOBhn8Ikja2ogl0hKSaluTGtukJTWk9iNjjUkb+kL6QCJKqukHqUlrSo2SmohNKSHVUA0lkVSrlag1CDKDDDCfd+bcc/deqw8XbPtiMsOAL/5fVrJPcn6/vbLOOfvAJ/kkH3PcpYD0++rCNnfZlrIrbrzM5a8ou9KDj9X3PXwp2PT6ynfWJcvPTP30kMWR1BqvnLLN+bXTA4X1rRcV3OcrndfKpw6MXf+UxeFpMzPT0dR0MrO3yw/bQGH9AIBcDHivr3x+qSx59fCTf10z76Uv48o59HSKDtawhtJ5+zVE01svikCvr/zwrpYb9z196E8duY1XQlBsIsOGaqDAZINkVSeB2AWQzDH8ly+vfmRT6+9vx7XlsXqEYOjRcRAHicB0wF/TRkromDOBXl8pCex6+c5fbyg9/lkArBYA0LdGMAOX96AGLQ5XzhMt5uZEoM9XWue54r6/bPrVquKWmyANzVYL6Ps1bKIBBd984BPBGoYr5wjMgUCfrywou9K+vd/deUNhYEUTBpA4GMnQwRokgssU49xLJw2wqIhiyQUJ9Pvq/LIr7d/zrcdX5r93HTaS6YfwgMS3x0CbSzhAHCaGU8Mm6iiEWQv0+2ouQZ577u5HVxYG+rEzaUANch4HokfHg9UjziFoxJoj2JyBvMdO1ACmZiWwwneJobv337r9M8WHVmIfTKX/3bmKTUbVU9MBQSzxQkQcUU2cOFQAdDQDyGYlELHtB5b97IvFbbegJ6emCBZc0QsqgprG9yYy1ASckEVBEJMEl0WxnBcHYiOpzEqgz1c2bC9+/f7SLz6HnahNWrTM5T3WUMEQRurKeJYhJKgBCIkkZAFcIogJBZ/okREBRmck0OsrnYvcvCdWf38DBEv1bH3SFT0mTpw4ARU9OZVaVDBR5xAzxKFKTsSiJS5EXDHR8PpZBE7OtANbn732Jwv9zZ0a3zx7yuXPwQmCQ2zasFojQ5ygKibSrIi4YIKYWnRCIUnsRA3BzawDwLr8fX0AQTpL820sC0w2MpNcQFRsoh4IFsg5AQTV/6m+WdWJa3GMDJ8BeB9m9jHaufUHP2bsnr259Of/XKDHJhdLV+t8xjOxesxsOE1RCwQNqAXUMtQCEAiWAc014N/xA4DjM+rAG/H4FjPd/Uz29zs4wLJ1B69bvXXTQ1e3fKGLeLw2aNMhc8VEUCdg53ZPIEHwCEpzOCF3RIcQ5J0ZCQD8S0+8BrwGQIOv3fbEnl1rb7svYTzNyGKwRMSBNOfAmt1VJyYucQFBUBT+EY4iuMNwAecBxY4dDu+CWsHqqqgpQYM1NFgjBosarB6FghcyxSIBEfT0NEM2lv0me/HkBQm0uJaDT2YvjdrwNK4tvxAIKE0RhWT54q5kdWcPIj3Jmsu7XVFw5VwS/jZEwxqD5+8za4E34nFV7LdnHngBuaL1075v8VWuLbfQLyt3JSvblzdeHFyw60tbk/7Na0dr39wvvndRjywu5hp7j5ES3p0t9//SI0ty3dKxe2fp2za64g9W2/yCjd34lO1pfcB6ZMlEVdrv75aOzqvl8uGJr/7ZGq+err9X3mE3+6WPzYnA+XRLx1eq0v7HqrS/WZX256vS/qNu6fjw2F2V9juu91fWRnt+ZztK91qvr3zj/LVL8mNyTmKFYtsEJwWS9Ud0KL1U7I/MfwDqiHAnerR7IwAAAABJRU5ErkJggg==) 29 5, auto;}
93.333333333333%,95.455555555556% {cursor:url(data:image/png;base64,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) 29 5, auto;}
95.555555555556%,97.677777777778% {cursor:url(data:image/png;base64,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) 29 5, auto;}
97.777777777778%,99.9% {cursor:url(data:image/png;base64,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) 29 5, auto;}
}
div.testarea{
animation:rwdcur176693 4.5s linear infinite forwards;
}
