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2.7777777777778%,5.4555555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5.5555555555556%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 0, auto;}
11.111111111111%,13.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhb2WwUsbQRTGfxvUQ1qkKgjBUoinQHLbfyDtQehBqAcFSTwVE2kR8ShIUAl47CmoCT0pCLlY8FQLjf9Abkq8DdXcRPSQejAk08POrrubXbOpbR4MEzZv5vve+968GU2CRJkGGs80AQngIzAFvFGfL4ET4GsUzuz+mgSpAUVg8RkkBAwBX4AlIOTj1gZ2gdUoPAAMONjAvSLUEwkF/h1IAgzGYrRvbrbC09MA3B8fExobyzUvLkLAJyAm4H0UHlASyKKagd92WQISKAiQIhSS1+l0xcunUS4nf42OSgHmKICBaBEogpRSjYAkBCQEtATI61TKF7yeSEgB0kaiJSBhEbAPKYNnQsCOAFmPxTx97eD1REI2yuVkPRYzSexYBLIn2aPsSfYImxxBMiGgJkBeRiKbHeCHh8l6PG6Ax+OyUS4nAS4jkU1FoOZXrQCUtMfCfMJtEuDF7GwH+F0+X2menzMYj/Nqff3ty7m5U5fvpHUK9qb2PhS9AcIYRyPw6fAEn58/9XQ2JdB1XRafmPGpCVOCq4mJTYDGwYEz7YeHSfeaq4mJYBK4M+EjxymANjycaxwcJO+2tx8jX1vzjFwbHs6Za7sSyFar3UgUgHazVuNmedkJnk53gF+nUpVmrQZGVyx0JbCn62ScnxwkVG/fBWjf3hIaGfEHX1io2CTZjcLZgNvJzyRGBUoJJY1wyfhmFuYqEAPetW9vucvnK5fj41vhmRkA7o+OCI2O5hr7++Z2P4EVc2OrARV9ZvtQTaqjbQsYUi25ZWu37tFSPkMmk8AZ0HVd/apav6vVath1gX0WsINxsU4Br9WiOsZ1XHJfx10JWL1BFWNJA3RHcTrkUAArQQNzEFiUkLG1GnvxPWbA+//MX17lvhkwI1+0DlzViN7f3HIEMutFBEaFaz5LvTJQVTLIjQ1jM2O+lwaZQCQcGShpNs070YLsBz1mwpEBMAhkPByfyoCXqb4RnIB0dfilH9lvYNyS9k17sSAErFZc0gz9zeE2M6JeRiCW7kep5xOt9+ADW8dl5KYdVMt/QqCI8xT8b3ATxJHuYh/SbjfP90BfIlfW0Qf6CQ6uDPQbHFQrNsXuNzjAH0Qt0ET3flx4AAAAAElFTkSuQmCC) 0 0, auto;}
13.888888888889%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur101953 1.8s linear infinite forwards;
}
