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8.695652173913%,12.94347826087% {cursor:url(data:image/png;base64,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) 1 1, auto;}
13.04347826087%,17.291304347826% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFklEQVRYhe3WWW8bVRQH8P/M2OPxEjuO7XHsJG1sZ2uK4qRunchp6RIC4omPgJD6Ldhe+AygPCAheEAqUqOKCiVPKYW2UBCgZiOJk+LYwbEdLxkvmfVeHgxSVXiAxAlI5C+NdN7ub86R7rnAfyGBQOBMaHBwAIBw0mdzADA5Nf3aW2+/824kEg7JmqYf1GplWZaVEwOEhkem37h58/XpqalEInH5xWD3mfBBvSql0+k9ANqxA7zhyEtXrl670eXxmnwej2ckGo0mJi9f6Tl7tqtYyBdzuVwRgHFsgPbu3qux8YlrkaDIEErBMAzn7nB7R8fGLl6Kj8ctZguby2V3JEmqHgvA7g+ORV6ITp3v7eFMJhagFJQQcAzH+UWx8+JEPBEOhcOZ3Wwmm8kU0MJucADgEDuHPX2DLw91B3i3wwFCSfMzKCgoY+EFa1//wGDsQixer0rFQqGQajQaassAVoerp6N/6NWg6LH3ih6AMGAoBQVAKQUFBQOW84mi/0IsFjcIYbZTqbVqtdpoCYDjuTZxeOQVq93p6/eLEHgelBJQSkEoAQUAQkBBGWebq31kNBplGROSG+vLR0VwAMAaBusJDVw3ecWIzyYg4HGDZSlAmCaAAAAFpQABgSAI9nNDQ+d1XdOXl5YWZVmWjwTQdV11+P2XXKGBmKGpTF+nF1aTGQRojqI5CxDahBCdgLdY7KFIZHBtZWU5mUyuHQkAQDdbrN2d/cM3ZLC828Qi6PWAZdH8e4aCgDQRhICCgOoEJp53lKp12zfff/dIl+X9owDAsuCcwe4pocPnrdUbCIseOCxWUBAQit9HQUGIAWIQaESHJEnMz7licCuVLlZ+zTwGQP4pgP2jkHK55N7G+g9yVSK7ioaHq+uoKw1QQkGJARiATgwQYkDVNJSKZTx+soSfNpIOThDO4ZCLjHumVlgz53P6A9etHSJflhU4zSzEdhdAGRhUh2EQqLKM1HZqb3b29v07c/O7m6tL3xa21j9UG41fcIgLyvRMTRrZ/Nfl9NaK3SPG2a4u3FtNos3MIxTwg1CCeq2qLy4+Wf/s1q0P7i8s3JVl2aQoSgVACYdo//MdgKrKEmMyi3Z3x7hgd5p1oQ07mQyCLgekUrkyPzc/N/P+zJsPvvryrqIoe4ZhlAA0gOZVcWQAAJ1qyr7V5Z7kbbaA2eGAylmwubZauvfF5zOffvLRe+l0ahktXNHPA6DJcgUMtdnaXAmGM/OsICCbzSo/PnpwJ596uoAWr+U/AQDoel3Lm6z8qNkq9BJdZcAwQqNYyBe3n86jxQ+UvwLAMBRJU7Uqz1snwBDnQbm0X9jamK0VCw9xAh0AAKLWazuKXM0rlYpW2tq8Xc2mP9Z1vdLKw/9OeADt+Bdey6c5zWn+P/kN9mX5Pm6nWZQAAAAASUVORK5CYII=) 1 1, auto;}
17.391304347826%,21.639130434783% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur106299 0.38333333333333s linear infinite forwards;
}
