@keyframes rwdcur103722 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhe2VX2hbVRzHf+fcc3P/NLZN0zYuw1KUolip01UdVvHBKlM2dKwUBrU2tqOzVq2iyBCRIjJGheFDDU2TPGTJBNdZYXVsdmgfxioaFEe7zVnaTl1rEkm6JDe599x7z/HFgtPZsU0nQj6v5/f7/r7n8P1xAEqUKPF/J3sxU55YOFNpahq5lv5ralplfvbUO0dj0YF0ctnpWV8XX57/Yce6WxvmboiB5E/n7ziw771XZ458olqUgkMkzUQkH5pG/gFRcrJ/3UDhYmbLL7OnVFdFBeQLBVAVBZKJZHNqKSEDQGG1rre3NyTLclrTtNeDweBfdNBaQ7q7u1sVRdkuSdLmXC7nCwQCU6tnF86dGX5/V3cf17KgFYugqCo0PPE0/MrQxkQ6M8Q5/zSVSk14vd5Fxth0sVissizrrXA4HF3zBXw+3/2EEB8hpEnTtE2MsR8BoCWVStV2dXU9RAgBWZbPIcOCWksFLEpQMHVwEBnKLASN9zXP7Z+YqLZtu6GqqmrQMIxqXdeznPN7AeDN/v7+rYZhvDE6Orp4iYGBgYEn8/n8u4SQcdM0R7PZ7Gm32z1pGAa2bXvY7XaXK4oyyRjbQyltlA0MTWQ9YEyAch0ERQKZlcFtrnUWpXSvKIq3+/3+530+XxXnvFWSpKRhGIey2Wy6rKxsb09PzxfLy8sH8B8ufxYhRDnnc6FQ6BsAcFBKnxkZGWnx+/3bgsHgo7qu36Rp2u5AIHCamRSAMQDOAQCAAQLboDAd/9opiuJTCKGDAACZTKYcITTjcrkGnU7nWCQSOV4oFJ7lnG+tr68/dkkG2tvbq91udxdjbKOu67HKyspYLpc7gTEeoZSekGX5bcuyJsPh8ET625PD5w8P92FEwLYocCwCqb4Fot9nP8hR8zlBEL6yLCvNOa+zbXtRVdXN+Xy+xeFwbGGMPcI5n+ecH7psCDs7Ox8XRXGIENKEEHrYNM3HCCEP2rZdhzEuJBKJew6Gdw2biY/7OKOAQAFumQCoAmJTQuPUlz+rGOOlWCy21NHR4aypqTmcy+XuFAThpG3b4ysrKx+NjY3plw0hAEAkEvmsra0t7vF4dhuG8UIoFNrx+1Zs0HV9pyAIwK08AEeAAANgEQBjAGZC987XoPdlb3xVi3N+l2VZx3RdfzEajc78edaaa7gW5kp8n5kcf4nRBOYMAwIBsLqBirWbXGL53YUrK/wD2Eai9cLZif3xo3u4VVwYNI2892o18JVL/h5B8hzHYvms++Y6ANE7LUrOpRtqgNLiEJY925WKetCL+iu2bdZercZ1/YYY4e9ktZpR4vxcEPACAKSvR69EiRIl/hN+A+mq14l/LCEYAAAAAElFTkSuQmCC) 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,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) 16 14, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur103722 0.58333333333333s linear infinite forwards;
}
