@keyframes rwdcur208312 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB80lEQVRYhe2Xz27UMBDGf+NGiPYAEloh+hRceAY40O67ssCD8AYcqCqhqhIcqgptZ3qInaSO7djZil76SXuI48z3ef55Fp5xAMwDeAV0T0I+EfHu0UV4w3nyL/53gAhZLWoXvdh6gyKnwBWwNzMTkSJH9mXq4yx5QUSJHMCVyKchSJHrmT78cDfsvQQ2VISjygO5XFg0XuGJrMKp+0XkGHhL5ak89sALvz8roDYJO+DEG2zBP+CmJODJUfRALvYi8prEyVr3FwUs1XswbGZ/wrOq4r655P5cQibLcEBEbufWr43lNiPPlSZ9Ep/EFNk+MFs7N+Sr9CJicTsG8pkHRps/SFxayRCYmaW6XRBRi7vPdxx9P+oftiAi74GfwN+wpxyCCC3kwEg+4iVRKTcJWItZXvxPASEvVNMi8gK22TdNGJLTpamSq75xPI6ILTjnEJFPwC19ey4LAG584xjLbiU5EMivgd/0HXFRwB64CiJWeWJO/otEJ1yqqw7Y+AEjPwmtJIflKsh6IhuaBvIaAdAPl5cicmpmGgiSF18jeRXCvRDG7ulIrqqmqvFo/hH4QDSiq2r6qq4V4Ue0Dtio6oWIuCEnFk6uqmZmiAjOuea/AjE6pp5YOPn0EClja9V0wBse3vG39HXeFPND3BEPqqsG0HuYG1FY6qO/0gAAAABJRU5ErkJggg==) 16 1, auto;}
}
div.testarea{
animation:rwdcur208312 1.0666666666667s linear infinite forwards;
}
