@keyframes rwdcur98412 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe2UfUwTZxzHnz53vWtraaECQwt1GORFt5V0acsGhjdxnVHTTXSj2UsMeyFhLFlCFv7RvWTJyBIXM52YOKPR8YdsDJwFHGLtCnOgUAQ6CkTddAqspeV6tKV317vbXyYGUOlyun/4/PXcPb/7fj+XPHmQD+q+rPpw34EGdXqmJhwkvZ6pOx7wJJHHKbCT53o77ONh/qfLt331x842b9lZYVYmrJY9iX6EpikWFYvZwrLtOymKAqrktTmGQtOu/NIdO5LWpMXP+jx3Cb+XeFwCIgAAUCUmK77vGOiTK+I1swEyGqFoACFEEVSMhYNznuH+nvP29h8aRwd7rwRJIiikAAIAAPPhEJX6dEbKplxDIRQBho2ygGEYjmU5FpdIlWnpWc+r12XkTN350zV1++YtIQVE9xbP6PKyDzd2dnMcJ+E4lguGI5AkyfBIf4/N3v7j6eGrDhsVmY8IWb6Ir09azzgmQpTtD2KuufvGrYwcre6xFgIA4P0P1qYTJ3geRFExJvnd3tF63T3kXOqjFPU6Vc3+g/vfqPn0Y0FtFMoEyZlL7oEu12xoo1a/5N8XmcwFTfbxwbYhgt/zXt1nggoAAMD7tZ/XNjTZf4UIAhfulb9ZteeSO+BtuTLNfnH8/KAiITFRcIHMTbnrXzJbTAvfv7a32uKYCAaae+9S37Y6vVm5LxQIXv4gtu2ylPRcD/la+ibnj1pHAnllr5YvnEnL2FiA4VLhb8/1G7LXdg1Nuc8NeNkjP1/zGUvNry+cgQgqqaw70KfLLysSXKC+ofHQxbF5vv7URXe2Lr9kqZnnjCVbv+uc4Ks/OXI81vxFB+1+cFwCoyKp6tSxg998VftW6ZjzN9tSc4XbK/YCno9maY0mdXqmJlaJh4KK8YdKbng2T3eo9do/h88OzR1tH2PK362L6W4QPXpkMWIch8biLYatuy2VxtKXzRBdpYowbBQiCOb3To/WmPR6wusJLycLjaUYQVGwuaisyGx5u1qr1xtEEGCUfzpMs2yQZlhA0wyQYZhCZ3ixwNbW2rmszFgEeI4DYgwDCICIGOJKEIXyEBnign4yEiFD1Jw/QJMzBMBxqbTXccEquAAAAPhnvMTw4NV+h+2XlsnJv12yOKVsdUqqBpPIlRAVQ04E+VVKVdq4y3mB8M/4BBe4B0NT0b9uTNx0dLVZR0ecNpbjQklrNKlxClWyGJfFUwxNuAYudz8q5z8dwgeR9JQ6XmvYXJJXvK0Cl8Ul7qt6pVjI/GUjlcnh7sqP3vlfyldYYYUVYuVfPbGEoEmc3LIAAAAASUVORK5CYII=) 11 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADw0lEQVRYhWPOqWjPyKvtnS6tqCb37cun16+eP3nFQE/Aw8vHtmDzie0Hbn77v+7Yo7cdszeudfGLDOAXFOaih/3Mv379/MvCyvrX3tXH7+fPnwxCYlKaZvYewdbOvr6ikrIC79++evrh3esPtHIAIwMDA4OQiBjfku1nT/LwCci9//jpz4+fvxiYmJhYmFlY2b59+fzq0pkjOw5sW7302vkTp758+vCFmg5gZmBgYPj+7etPGQUVCW0DM3smRobff//8Zfj9+/e/v3///WXn4OSXVVQ3lpZX0Xz+5P6V54/uPaSmAxhhDB0jC40pS3cd/vfvH8ffv3//ff32g+nT50/fLp85su/AtjWLL50+tO/nj+8/qGk5BpiweNvKI/d//Dxw+8vXDScePlTR1DeiqYXowDs8wu/Rzz9/H3///bdt1vzpuNRJSEkLtEya0ljZN6mMqg7g4+fn2LTr8PZj527c1NM31MOmxtbRzWz5hj1b95268TIjv7yIqg5gYGBgyMwvT1u4evtaVlZWJnS5oPA4v72nbl7ccujy42mLNuwUFhEToroD1DR1FTz9Q53QxUNjUoIOXnh0d+PBK48XbTp2Vd/EyozqluMCngHhdoevvLi78fDN54u2nXno6BUcgK7GwNzegoubl/qlp6KKutTuM/fPbjn58P2cTace2rgFhqCrYWXn4CjvWrDf2NrFjuoOaJ+6qH/ftQ//exbtPq9lZOWATY2BpbPL3O1Xv2fXTMCZc3ABFnyS7OwcTH+ZOEUWz5nat3HptN53L58+w6bO1jM0/j8jI4O6oZWXtIKq3NMHtx+R6hDcLmRlx8gNyEBN39xoysbzL6dtvvhx1o4bv0PTKkgqGxgJK8EOtI2tTWzdAuNNbN39mFhYhb59//GPiYmJ5f3bVzfa8kKsv376QFSxjTcK0AEzCyuDnUewh0dwfLmShp4ZIwMj269fP3/8/fv3HxsrK8PPX7/+CIlJaRlZu7kc3r5qC1FmkuKA///+MbCysjKwsXOwCgiJinHxCogwMDKw/Pv79x8zM/P/////M/z995+Vk5uX+8TejasYGP5T1wEMDAwM716/eHfp1KGjB3esXfrs0Z0zHNy87MJiUrKsbOy8TIwM///++fuHi19Q+sb5Y1s/vH31muoOgIHfv37+fnD76q1D29esuXb++Pa/f/58EpWSk+Dl4xdlZePg/fX798crpw7sI2QO2YkQGxCVlBXQN3f0sHTxj2Xn5hWpSXQzp6b5RANOLh6m0LTyjAGxfBSMglEwCkgFACEDfyfwlnlnAAAAAElFTkSuQmCC) 11 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur98412 1.0666666666667s linear infinite forwards;
}
