@keyframes rwdcur82700 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYhc2WMUibQRTHf8Y0TYOIFSsZpIQMErJ2DxJEMhRxdLAhU4dWijg4d3HuZJZurdCloLg4WBEjFhy+DgrBWAopiNWPwifFtKDB6/C9q+fnF5N8WtoHx/Hu3r33v7v3/nedBJMQcAe4C3QASlrb0hkweDfwALgPxCT4aRAQoYDB40DSsp0KkBS9O4C/thaYwQcs21m99/3bR8t2VoGBoCAaGYeAsGc+rAFYtrNS291ZTKfTr2u7O4uW7awYAMJN/LQNSutRYNCyHVUsFueAcWAMGC8Wi3OW7ShgUOyu89NUwgAnJydzpg5EgIdARoKNAaPAmOgZmY808dNUvEhjRusF0kD2TeWrAvLSZ2W812N/nd+mIMLipAfow73fbtyEywD5l592FZAXfcCw6ZN1MQLkgClRoO/z8YkynCa4OIEp4wQSGqxhH/Vzep2EcO8wZvR6R90SICl3XpicnHwFFERPyrxpH/P4u/YkQsYOB6XvNQL3HBwcPAZSQE6CTkufA1Iy32MA6fX462kEQgdPAUNGVqdx7zYhO0wdHh7OSsDCxv6RAgpATsZTYpeQdWkuqmZI5i+BCHGV4da23r8rWrazLmNJOfYvQCIej2/UzurLQL/z8xdAf+2svhyPxzeAhNglpcUt21kXf2s0YExd31nLdlSpVFpASMZTavquC8AMMDu/XVHArOh/5j3rxoDxUqm0IPNZLvPFBcOVy+VNCaBJRpfalCTc9Mb+kVraq6r57YrKfdhS89sVtbRXVXId02I3ZZToqPgrlMvlTR/G/PcnYCbgsOZ6wzijwUny5WpndQXMLO1VFTAjeo6L6ri0zvA37JeIXhCtVMEIkJdjzwMjQavAD0SC5jwwIk5fSD/CDXnABNEqE04AT4GJ22JCP2n0FuhremYcr95hW29BR4NxTVARaWHcTyeyswQu6bx91H//CVCV9kNsIkBd1pwC59Jakpb+A7LzvJH1zf4DLcvf+hH5il9SnAN0dXU9N3WxjWpux73fEBA13g495uenLfH7zeoTGDIYs2Aw3BAehmvgJ7BcYUyD2xsy3G2LCSJrJGDg4I3KsBkITUoR3DI7xi3BlkvtJgA0iLC0urS2g/8X8hsS0AXSmTXcoAAAAABJRU5ErkJggg==) 15 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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div.testarea{
animation:rwdcur82700 1.5s linear infinite forwards;
}