@keyframes rwdcur196856 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRoge2ZS2gTURSGP9vUFhehBLsJ4qIFERuoWBBLXbQKXaoLoXTRTa0bEUG6KeKmyyIW9yKi+KAEH9OXixZacRVsm01NMVKklVT7sMFIYiaZ9LiIk4hp1Ng7zAj5YCCPmfv/986cnHNuoIy9VFo4dgVwATgAvLVQxzKOARkgCnhs9vJP3Abkx3HJZi8lcwD4SH4Cc0CNrY5K5DIgPT090tnZKYAOnLLZ019TAwRra2slEAjI8PCwuFwuAR6TDWzH0wZk2tvbJZlMyurqqjQ0NAjwheyj5Xj8gPj9fjEZGBgwY+Gazd7+SD0QbWxslEgkkptAMBiU6upqIZsPHB3M1wEZHBwUwzByE4jH49Lb2ytAGjhns8eiuIE3Xq9XgsGg/MrIyIhUVVUJoAEum73uyBkg09XVJbquF0xgfX1dWltbBYgDh232uiMvABkbGyswbzI0NGQG86DNXgs4BMR9Pp9sbm4WncDi4qKZEz4A+1QIq3oWLwL7mpubmZ2dpaJi53yl6zpNTU3Mzc15gfPAfUX6u6IGCJKve/728KsQV3EHksAN4HQJ12wDDxVolymzW/ZYOPZN4OiP16PALStErEzpR8k3MWGrRP6LBuN3WHkHRsmv/EsLdcqU2Q2qfkavAGdLvOYeDinmXMArSi/mNFXiu8UAngAnu7u76evrw+XaeVhd1+nv72dycnIbRdWoKvYDnz0ejywvLxdtaEKhkFRWVpoNjZLdCVWJbBN4vrW1xfT0dNGTJiYmyGQyAA/IluGO4jiQ7ujokFgsVrD6a2tr0tLSIsBXsi2o46gBXrrdbpmZmSmYgKZpZj/8DIUVgMpaKAnci8Vi2+Pj46RSqdwXiUQCTdMwDMMA7pINfEfiAT7U1dVJOBzOrf78/Ly5qbWI4q1F1dXoFvB0Y2ODqamp3IeappFOpyGbvBwXvL9yBNB9Pp9Eo1GJRCJSX19vbq97VYtZUU6HgZmlpaWOQCBANBplZWUFYAz4pFrMir9Zt4GkYRjnE4nEnoWFBUKhUAq4Cry3QM8S3MA78nXPa2CvFUJWtZQx4NFP7+8AqSLnOpaDwDfgM1Brs5d/pg04YbeJMlbyHUl/7fF8lT8bAAAAAElFTkSuQmCC) 24 24, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur196856 0.33333333333333s linear infinite forwards;
}
