@keyframes rwdcur114811 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhe2Wf0yUdRzHX89zP4DjPDp+TQcIHgPFYOYJ2Mw02xpzdjXSyrY2oblam8uNTWvdUpNhm7mKylo115zUWf8Zbv3SMir5A5sTDLwdPyM4DuSH0HH33HP3fPsDqSB/EAdubbz/eZ7v8zzvz+f9fH7tA9fhcrmEy+US3GHIkzf9/f1omkbNp5+J6urqOyZE+ufB6XSKoqIi0tPT8Xq9ADgcDumGzPkQAFBVVSVsNhs5OTl4PB7MZvO8CpGnP3A6nVJ7eztutxuz2UyWLRNTy3Hc7hZRW1s756m56V+9VnlIrH1gPZYYGTxfMm5zIEkSbVdaACgrK5uTiNzSyOtvvC3yC1ZgvPghGYUP022wEQqpaJEwmhICok/Nbcn7Drwq7AXLsfrOsWTFvQzE5aBqEWJijFgtFvQ9DYwOdmLftn9WQv5VA9Nx8MB+qaW5mZG0ErovnCYl4GFpshlLvAlZgr6hIMovZ2k8Vj6r+pix6oMv7xX29RtYPFyPSR4h2f4UkjWLmNg4etyNdH/1Dpouhsy8TeSVPjtju7eNwCT2HTosXaz7ng7TGnT5ZTSdeovhy2fQoZGVX0QwbRND4xaMfg/HdmfNOBr/OW+VFS+IrDWFbFhrp+38KdLT0xgcBaWnnbzixXz7TSVWr5Ut7zbPyPasCueVXc+LpNzlPPmYg3PHq9ErQey5CdR31dDVlUtaJqzLL+HXtiFKK47c0sesW+ilHY+LgpXZJBoi2O9fxumawwSkLLY+sQNvn59B7yWMJj1jikC9JlH64vs39BVVD7fV7BEA9V016LSVFJZs5/emn8lYNkJbU5DBvjBjAT+WRB3G2HtITjGwsfzNKT6jnmaTBed4bjeXauuwJA5x4bwBTWdClnREBIwHxrFlB7mm5HF38RLWbf17ZuijFSDkJO57cCedP3aQu9TPdz/FEWe5i6ffq8Wo+gkZ4vlg5yMM+HwYTB1IatIU/ozb8GZQhgP0tpwlGPBBggmNRZSHT2JU/QAYVT+7ZBfBkAW9+INQZCo/agG+YcGQQU9n6whXWwdAkpGOTrwTAxNX6Sgg6YnVawyOTFUQtQBzYhoiTqFjJERDQy9IATYrxgnHKRPfbFaMhBWFSDhMX39wbgXs/fiMFGiW0cUvou03FVW5yqMVpRC+PgzDgi3bVSLhMUKDYwQGRqfw52zLOfLMHtHT8TWW+GFMCdkgmzEYZIJBFS0SJFb2MepV8WYU89GJT/7yO6drlnPbQ+LK5UZSU/WkJlmRjEnEx2r4x3rpaA2jWVdx4ocv5nYOTMfGVauFNuQjwRjGEAtqWCIoW0hOWc3Jus/ndcFdwAIW8P/En8AEeaO5ZkL+AAAAAElFTkSuQmCC) 3 1, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur114811 0.5s linear infinite forwards;
}
