@keyframes rwdcur85183 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe2Wy29UVRzHP+feO3eeLdOZcotQKGhFrKSOkIbEKEZiCIrWlcS4I/4Fxj/AsNCdC+POxLgzrGShMRQ0QARDKg6PkFJeLYVxKPPqzHTuPO7jHBeEiMy0PKau5Lv+PT45v9eBp/q/S/y34U/3QjgFgW3mlqHtw1uDo3Ze3zF3QjTvWRgrm/DYIBjvQGQM1DaQwwjdZHW/NpIytdFRJnNR5NyJfzxWCOD4W9D8GOw9ICPgaxDVwNDoS5B6s489bwtiUX1iUxJ5+D7PFQA4txXkfoiNw0IEioAEeqG3n4GRJDt3Cp4fFjRczuSPIe/31roHODQFsf0Qfxm0L6CVBReCYQLrVvPcCzrrNwiCIXB9rh04sOIAByRsdmDWgRu3oHoBVJOASbhHx7Kgpwc8V1a9JJkH+77LElxOgT0O7l6oj8AqA0wDkobo6yOR1IjHBWYQXF8cHzLwHozQJYA5jamvIRwYwAhaNGobcGyNuMX6LT2sH1TlUIi46wqUxwRT7QBdlmBTEyd9hMqGTyj6LxFZNYYRmwzEo3JooyDaY3yey+Fks5Cr6Kf3ffDv+j8ewJAKgepgv0+CcGBdnUJ/mmblO3zphUMqV3L55uoVlbl8WV2cPJedRrTvvUcCsHYpS+/1djPSGFzeUgD2QalEfdFWh2vzNG9lODI9zVc/Ta1tdvJYsgeSr6qYvdBINEuVQmIVz1YL/l7fNeaBm8tDvF5WZn2yWNKOXgngBcry60zGLPGbaHv+ZQEG1rmpnGHs0qOJH5IJf/T2de81t96c8FFnoHOwe5J6+FC10EpzUpcu5lRhGdslAba+KN6fDTNeK4vfYz1qRyiiNlZv2W/AzCSQWQ6AOgfnLwWrj3LrOgJ89r1aq4SfCoYYXiiJ9+y6SqHpETRjN9G1p4jc+Zn8QG3JqHOi/NDMywFYlrfZMLVEq4VWLsuP7twRsVrRQTXszUjxLa6WpS97Esc7iu0fh43zT3rZOwIEQmpbQFeWUoJ8jv7M9Sb1zBzUZzXwY7Tiw6ioAQEJoSr8eRKorhiAERCvSA/LtqG0IGjkbVQr70FhCuQvKDkBwYsQq4JyYLvzJMk7Anx5WCUChrQW68osFqFaVvhNB6RvQHAQoglYU4NnSrCp42w/jtoWUTDAGtdVsWJBcGNGUrlZQS7WQArAjIP5IYgfoXQIzo/DpVg3AG0vsFhjuFgknk7D1bM1GrcL4NSBMOBp4JtQmQLzKETSMLr0NDwJwOw1OTYzh3X+lE3pegladQkqd7fmWhpav0L9AgTLsKPZ7b+2DWDyD6z5v7yLpZvVC8punAXvHLhZ0Jt3j47w4N22s7piAI5f+NRpWZqfFx7gwZj3sNX7VE/Vjf4GfBuvp8zjLv4AAAAASUVORK5CYII=) 16 16, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur85183 0.58333333333333s linear infinite forwards;
}
