@keyframes rwdcur256094 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA30lEQVRYhe2UQQoCMQxFf0RyAs/jVfRkgifwCOLSjRfxApJN3DRDJraCOCmI/VCmyWLm9fdPgKGhob+XiqiKKICN23fTGgCIGSpyJ+YbgIeKKDFTF4JyYgVwdQ5oNzccgAI42cdLfU6HCAAzB0IvRasGlOUCwJSRHBB/73AnrjmBBDeqDhDzbG9OuHoxkCqAKVzBDMJA0gDMhRZEycnhW4BqBsLaArjAZWPRHISXvqzS3yPpd1wRM7XGbrF5Z3XGeG7OAXffR+ulK1ocZsHUzid5A/UBSDdQbTyHhoZ+Q0+zg/vc/nxWnQAAAABJRU5ErkJggg==) 15 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7klEQVRYhe2VX0hTYRjGH9eOelFdpEYXBdo/KkvDyIsuAr2IFZiCJhGBJWJBEVE3FaMuRlJ0GeVqF4ISVmaYUWBkYBCZGyzRUDdr1azNhik7tHPcqz5dOENE+zOX3uwHLwfeD77fc77zfd8BooQiiZHnSoowUm0U2U8RQ7Tz/q28VAsGGyiiUsSuqyqnhZiqNxQ5SBHj/whwa3t2Ng8UF7PlyRNWVlQwd+dO3qmt5bcvX0gROu12vu/rmwrTSZEjFEmOSQCb1bpl44YNBDBrbc3M5I6cHAKgwWBglcXC3u5uMhwmRSrmHYAitqfNzXMGmKX6LlssHNM0UmRFdNJQaEpeRxGtqLBwVlnWtm1samxka0sLCwsKfDar9bXTbh8cGhx05+flRSePiHf7vd4fDxsaOBwIjOuqSgBUFIUA6PV4eLu6mrqqcmJ0lG8dDl6pqmJ/by/v19e7nXb7IEXMUQcAgB8jI43Xrl7tAnCvy+m887S5uefm9es+hsMMfv9Oj8tFXVV50WxmXU0Nx3WdR8vK2Nba+klCoQBFVs6cM+EfV2F9T0/PpYKiold7TSZDclLSujOnT+c/e/58u93hwPDICEpLSpCWmoqQpo11dHQYj1VW9qekpDxIUJTz83r7SIBEXVXrjUajABgC4EHkM7x88YI+r5cnjh+nac8eXjh3zu1xuwMUKZ+3OIINQGkkSHng61fW19XxotlM3+fPfNzUxLS0NG7etImO9nZS5B1FjLG6FdcCMAKYvH5JUKRz4ONH1tbUcJ/JRABsuHuXWjD4iCIHYyGdYhWA19MbFAFFuGb16l/Hz3rjBof8fqFIbizltwBsnNmkiGHI77ecOnmShw8dosflUinyKBrBn34UNgAfZjYTFGXiVVubIT8vb2z5smXG9IyM2wmKcjaaAL9jFyZXYC6KxnXdN6Zp6RRZGms5ABgwufkWjWFEdv1ikboQkiW/GTsDIAxgYCGCzEYWgOWLJY8TJ06cOAvGT0Py79IQE+K/AAAAAElFTkSuQmCC) 15 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA1UlEQVRYhe2VTQ7CIBBGP4zhBJ7Hq+jFXHgCj2BcuOjCC81m3DBm+JmFASZpwpeQUtr0vTBAgZWVlZ2Fjasb+K/nTOQmWIkkOJcSLlIJchUBaUkwkzrMEAgxSvci92osy3E0nIlYYEx0t8DDS9GY6heAc+pXTb3bnVujviXEFAi9dD3lagyqDABQrQEZ716EIcbARL8PCswClxmyC0KMQURaEgCy/tQYe765HqYeSpaEm4CSeBbwh5uASDTKsLkJaBEAbwAf60flIpGgp5En4crKyr7zBe6YD14G6d1wAAAAAElFTkSuQmCC) 15 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2XX0hTYRjGn9WWEeKFRVjEEMRyLWIz+wMZhobsJqdJ0B/xoovqMrpIIrrqj3TVpSCFjFSIUNzUCuSspsbQXJS7UIiKZRbpdLWmbnvbnm6cMMuZbsMbH3ivvud8v+d9Od93OMC61rWu9Ei9lvBTANrWMkBMlf9j2pDGAGUAtqdx/2WVBeDacqZ0TiAA4PdaBogC+AGgOJFpYxoDAIAGwBgA/1KGdE4AALQAviQyJB0gEgxuA2BaYrkKQGayjISS2dlJh6K4fvl8+yiyeHnXcs8nNQGK3FLs9m3Dbndhb2/vCwCdi+DpvREpUvBrepoAWHTgACkSocjCJP4xkZQHUA4WFREAnX19ZDjMn14vr9fVPRl2uaaiodAVihxKtMeqv1oU2f/s+fO9Ho8HpyorEQgEcMJkgmK3hwFsGRgcvFNlNmceLynpochblUZTktIAAHL1Ol3OxOQkdDodQqEQFLs9qlare4eczoljpaXekdHRpii5YXd+/n2GQlBlZCSBWySGw7mdHR1UqVSc8/tZaDRy3ONhs8Vy7rXT+e39yMg4RUiRDxTZnTryvOb8/g+1NTV853KxsaGBN2/cYMDnY//LlwTA09XVvHv7NiniTjmcIldfORy8fPEih9+84Y6cHD5uaeGc38/NGRkEsFD+qSk+tdk2LbXXiu8BimSFgsFLJWVl/YVGI2xdXfg6Nobio0fR3NqKSDQa58/auhW/I5EmitSulJUoxEyV2cwRt5tvh4ZIEd6rr4/rPFZHDh9mt9U6tdR7oFoF3KAoSrdard5JAPl5eZiZncUevT7OpysoQL/Dgezs7CiALgBmlUazUtzfCvh8F6zt7Z9+eL00lZfPdLS10VReHtf1Pr2eDxsbGQkGSRFD8tR5UQQUoVarHYgEg6w4ebIHgACg0WBgs8XCifFxzh+/WD1KWQAAYDhsfedyvba2t38C8B3zXTc9eLAYPECRMxRJ7T/CU5tty+ePHy3nz55dGPVXjycG7aNIBUX++3T9AQKrwdxUHyo0AAAAAElFTkSuQmCC) 15 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur256094 1.6666666666667s linear infinite forwards;
}
