@keyframes rwdcur259551 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpUlEQVRYhe3XT2xUVRQG8N+dmQ7TUkuFplBotJQGARuCBCUmpBIjGza6YOXChS4xumJLU1kYNWxdsnXjAg0GlUSJGmPin+CGf2qpAdoyQCnttEz/zXXx3kTiop1nStz4JTeTefPmO9/53rnn3BdkRBzq6kQH9qGb2EyYxkX8ggnUsBgGx2or8YWMwYvYmwY+qikctKBK/InwPfFrwjCmMI/ZMDhWXY4zl0UA2tBP/MDGpoO2FHmyWNKSO4CX0J5yttY/41BXYVUExKEu2E58QVu+R0+kfJ3mRdYXyNtLqGdbSBeUluNdVt0/0Io2wiuKSxRusTXy802aO4n5SYntddSTWx0HJPYe8mCh1TfjjEbKuI1TZdcvzE4kImNRWoTp/5YtxCwC9ixeefCm03e4Jqn3UZxnYYS7n9zv/eLb6TcIu1F9KPCyRZhvJHIc6iqcPj91su+z6R35ddiGWfyGKfJNyUa8NDK/7VItFp7eWjxLmMNMGBybW467oRoIg2OLr/UV5pueKY3sfyzf2fHnbIs1MdnxU6gGN54vjVdmapO37i22EOYxFQbHFlegztwHNhNfnzlZPrG2L3X4MsO5nN5jGz/GOeKZVEA1DI5VVuLM2gcqhM/vRIl3rWhnc8KyD5sIT6S8xUYIswrIodQRJDXQil5Ka0ik1JpTaW1ZCLNgHrUcSX6V9EorKBPupfc13F+yCqiqW1vCdkmuawPiVcK4v5vR7KoLSKZb3N28I9AjybyULqFV0hmmMLnSEKojSyuuz4OLSOyvpN/aI2IHYQJ30l8aQlYHoHzvUmRSsnahMyD0YhMqjWafWUA6WotXIy5LnnY5XWJZ0n4bDp5ZAPrQtzOHbkkN7MIGNOd7kEtdWn0BcairXVLzuakosX9eknMFD5ZuYF8c6sqUVJabW4kV5H6txdrSMH6XzINphNBNhJZHJWCeUMPVP2pch3HmzuB+JMaLhLwGW3AdDW/DLe+PvffUunxvMUf3fMwdwkItOXXkb0XT56d7v7q/9OrZ6aU9eLlR3oYdGJ1xLTe6NHDsxtLA4aXkTDIicb/wXPT4zExpx4Vq3+71haksdZDlEbzT31/88MeQ1N1d3MQCjKNC15H28luH2z/KwNnYiaiOH452fnnsymzxu+l4YD/msBHVSaoD60Y7+ltO4VwYHJtolDPTgeQhHH+WobdxO9A9sPbTIy+2vUscJpSz9oJ/i+MbiDvXhxMrvXw8Smz+rwL/j1XDX6P+RHriuLooAAAAAElFTkSuQmCC) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur259551 0.66666666666667s linear infinite forwards;
}
