@keyframes rwdcur74040 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLElEQVRYhbWWTWxUVRTHf/PaTjvDOLUt9iumQh0boMBIaawfpFoMVYhiAsZB0oUubKIG48LEhQmWGCMJMSSY2C50LYGFG12xwSCmqZmSoqAZyofQ4EBL7UCp0/bxrotzb9/tMNPy5Ulu3td99/7P/57zP6cIMQeoAt4D3gb+BmqBh4ASwANuAYoHbEXWNQI0AD1AFzChNy7Sm7v62fs/ADhAGHgU2A4EgKeARiCtN3U1EMPGAwUAUA7UAAkNKAPUAU8DfwEz1uaGifs+EgNAIUdQqwEEgGINBOAFYBK4rp+9nHHfAACWAI8ArwGlGkQJULR8+WM3JiYycWA5woajQSuEkXs+Ese6d4EsfvCZb8EtWzoj+nsjsB9o0fe1QCUSP8X3AsBmoAyoANqRWJgDt23bVicUKlOp1PAt4CawWW86as0zx3FXbNgMzCAMpBFv5yweX128cWN7sQYZBsaRuNgPrEXYqMdnw153QbNp8zSAy/paZj5s3ryd6uqfHb2wAZLV/3wFfAMcAUaAIHKMU7mO5LPcGJhBGJjMnbh+/YZwZ+eLhmZHbwSQAt4CPgGaEDGrBqLWnDsCgAZwJR8AgFWrVhoARhUNIym9aS9yJA1IgD7MIkeSj4GrCIW3WTgcMvPMMBpQDIxpIPsQNW1gflzkzRIbgKcBjCOCMycww8MnAairqzPzDNiZHCAu0A9sBfYAyywQEfIcSS41LkL/JFYADQz8CsDKlStyU84GYqTaAX7X33qB2EIgCgGYQKIcgP5+AdDc3GwDMMdgM2HHxhjwC/A5sAFftKJYcWGEqB74ATgAPIOkYqNGzMBAkp6eHiKR8pDrZv85duz4NH51tIsTiIQX4Zfxs8A6YAVwBl/Clc3Ad4gCliFluBO/8ABw/nwKgDVr1gbxC5U9TDlfZnlrxphe5kvNRgwJ0krDQK9e9FOgQ3t+Vi8IQDY7TWvrOqamptzS0hJvcPBEQHvraG/LkfK9FOmuKpE0XIIvamngJeAJ4AZQHNAfftIMGDsNnANesVnYtet9jnw4S7aqhIgLb3y99MLu3XtcDb7a2siOBaMV4Geag6T7frN2vQbxL3AMacm+xe8D58bjx99UzeoL9arqU6OjlzLANe2NPfeWfn8G+EOzeQ2Yzpk3bZBdBp7X9xHgSUQPXHLSxj2foeLZStZQj+MQ1l7NNS+tra0kEgnv4MGDY8lk8rSmfUavY4qZh9SKyXzqZFLxGpKK8wC8O/IcH9MNQKAqMO//WCxGV1cX3d3d4w0NDalEInEauKQ3M0WsTIOdAa7nA2DQXddAovbHiopKAE6eHLjtx02bNrFjxw4vFAqNeJ73J/AbcFGvZwqYySIPyBYCkMUXpFoswbp69QqZzCjxeJvdNdHS0kJHRwc1NTUTwPCpU6fOIIFsANhHZa55+0kHiejXkYCcJScQe3sPzHsOBoNq586dStuQUmofUg9iaDG7G3OQHH4Z+B7JDFVoBINB1djYqPr7+5VSKqOU+nFoaOgDpJ2vZpGeIF+dNrk6ieRqwa7GcRzKy8uJx+O0tbWBRPyFvr6+y/j1ZNGuKJ+Fkc73MyQb8nofjUZVe3u7Onr0qFJK3VRKHRkcHPwIkdt6rLauoBMF3rtI4FxZyItwOExVVRVKKYCLs7Oz5/bu3TuCaMgd9YSFenm7QU0jgRTNnZROpyktLSWZTI43NTWlDh8+fPbQoUOmpzQlekELFHhvAjEGvAOsRgpTFKHV9AOTSKW7CAwAJ5C2LI3oyKIA/gOUUeZjZF7b6wAAAABJRU5ErkJggg==) 4 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur74040 1.3333333333333s linear infinite forwards;
}
