@keyframes rwdcur74629 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhc2Xy67URhCGv77gscwwiZDY8Ey8AA/AmqdgkUUWWWYfKds8FUt0QMbH49MXFt3tru4xIQikk5JK47n1/3XXxWXFd9oHtB5RWoNVoPPHIUB4AHfBh+9ZT/1X0aeoQcOgwNKKayAAISZ3EbYNtjPe/TDAFTOZJDySxAdAZ5DdYoJw2bcIW4BtheXfTuWrADPGnmDSSXgERpXErXBpPcCaXxcHy4jfjnT6RQC4xwxP4Jx3PakKMVAhNDUMZOEAbMCWYVfAWrBXzHLCL98EEOKTgjMwcQswFACN/ztgXsvdZx+oOaMN6CuGHqIJwYyxYxI/Z/EC0ENYwGr8n+W/AfNGAKzZl+IR5gizh/mEXw8BHjAXncQvQryHGIBB43/vTy9g3gqARfhMBogwr3B3zom5x/CKGUvMqa/n3hVcjsTTYv4PAS83MZFCOikYT+k9O8B7NDpl+RHERA3LLwr/7ki8Hqn/LUPIDTRhVDAuGAs5CZ+jBtUm2ECN+aTSn58hyL9hzxQQ03XJC0eqjhUYbFp7tgC50RSI8cCflh1FzF/5elD4V0UxYv6hxn4Cgspdka4ygEGDfY9OJ6Da5mLlD0UP2MORfex2faGWdWlKV2pSlurZq+hXlLWfMJpbAAlyEkATLYi08r6Ir8BJgY1dBy0bNmCtrR2tgOzX6vhUZIVIm6jxbnYq1pbrawVaq3QhG4I+cNtdFxBp/X2iX+Nwfc0jm8738FIykO/tnbvuuiSWtFJqrvt98cP1rYMwfEUoglO3N5mVesTSlvzdRlv7jvZWvYtHCPaCDw4jyaVv1FLaskiJXz9kzNTeX0Cu8RbG5anJeXCWdPxyp3K3W4RVpVKUuw4HIfhEexNahZf1Gpg7YgLwqUWWQaI0Dem9uMufHwEUiM/xGGIjjWvuJSF1rg/E7QVqh6DrXjGXKm0S9sOMBLiPNSQSYo15XnT5BC3ASwJXzKpophhZz/vQqVJOFDhpd+R8iVV45jY31gjrlCfmfRcn/PqA6cWLycrYBKS0j7E9vaX3mHy9pvc0ACT8ZaxtUpo8+hKWfiy/E785GsmWCIuH5SzG9GaRM97dY5Yn+dgP4i4TtO8DEqCBkOJyHhQarf2MsRwRbyF+M5Y/+oPJ//fRTNqjPpwewfzMx/MvJ7DeZvPQ/jQAAAAASUVORK5CYII=) 16 14, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYhZWXS47jRgxAX31Grbg9TqPnWtnnADlLVkFWWWWRXYDscqxeTgaGR1OW65NFfUSVZY+bACFDsshXLBZJKd4r5rOGUYPWoHS+mYAU4eIJh/gec+pxp88D6AGUBezivEqKgIfkIXo4u0dg7gOYN+DTDswAagCq1tULiAqAB2ZIM0QHJ0d4vQlyG8BMFj7sQI9AUTUAJQJIgCh0XgBwkBz4iTDOjwMYN4Ddg9oVxxWiRuAWgIhAdY6DNEE4EZ5c78recV4BdksEVgAZIuh/MPFnAVAiwCAipsGAOdNDrCNgJgvDQTjfF4AKMZRrBgj6z+Xd+EsHMOXVM2VNp6z+KLdjSSLzRt5ztRPOez0UfVk5Bwj6L/F8L65lEdWu3WGOza/I4k8y4XZCO+fqQNC/syVB/wFKQuzXttSYIcbdGsB81vmorRKug1B7UD8S1K+bzhuE+i3/t3febI6gx7zdLQmfa8KMG1q35GMx8Ih8zOmV5OkouVHriR2BUwHQ5eaq2Eig5xYJk/4uvweC+qm5NOlflqTbZccq5srYEtMttrXFvGFz+JVlOV6d86stqaEdu1UfWOpDXfW5W1B3jF+szY2lvWg7HYAnAdRDSNkL5/OiykHq7NZ+Yqxdulqr7QJE1d8yOhVkvwEQRZj7xciFFlWypcoHmyqjMmxEoO8TdsPGlZ+upT4s33vvYbs6DxNNYqf9Pdls+u42l2dRXHtbvT1sPqv1vKrOWfLlXn+UanillM7XQOr1DlSKFi4ePvR/lCs933DeDxlHWuNpIOdSBzpNPi86eks4RMzFg5LUc+f0iXVS1WyXchIAFcJ1tmRUPHzzpRJGD7r/Yx0q6hwoh4/S768iINovX5eB5ArEQ5oJr7EAnB2YkVY4+nOcdBkdZD70w8wXEbGveQq6ikaZkpIDP9OMhEPEzC53xCQnGbHyVJO05kQPcCzP6ig2cXNL0kz4QQAAcHJw6MaofuZLPkdHOa4B/hONZwtgKquf4DLVlxYj4TVi3AS2OFed8xb6QdR2IenIaiDtIVLR4Ag7fw0AEMYZcz6BKTdU77wm31Yd+MJ1vXCLc04QJ8LTJF+6MZafRzBlMFW1+Wy005VsFSy3hD1OhOHUu7oeyyGPzsZFsOLMqh7gO98FqSZcCft65fcj0CJx1HmA1KMAsKIubCVprXYufx1dJrnn7wNoIJPNM5yWA8UWQO0hM/h21O7JYwAN5A14sWAsmx+n0cM3f+9jtJf/AWHY4GKJstTIAAAAAElFTkSuQmCC) 16 14, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur74629 1.75s linear infinite forwards;
}
