@keyframes rwdcur10004 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUklEQVRYhe3Wy29MYRzG8c87BhOZNK5V97oEEboSC2JBUhH/gUhEJFYWVkRssMHGzlok4rIlYuGSIBmiNlWXJgiNVEkVIYJOJz0W53Q6mNFmzLQbTzJ5z/ue3+8833nOO3MO46wAUbRhN3rQEUKuZywB0sm4GNsTmF48RHsC9K6eAEMJ7MKOMucLuB1C7kS9AIYS6CpZe4EH4gQeh5DL18u8HEAe++ptWqpUMnaL424fS/MiQAi5QgKRG0vzIkCiV2gba4CiomjD2nEz/6/aKkoRpUeuixVqZLoejZiJNcniPXxEF+FZHQGiA5iNFr/+qkj+yhOI8+W6Rx1VBfOTWIZshYI0/a0c+0I0nXCqhgDRUaxEpnLNQIoF63k/KenpI1wsrfg9stGabxXf87+Yw8RB9nYxK8+hBiwkaq4BgCYsH54OlFxnEP0pWlfH88PdvLnL5EFswi8A1d6CFcOHnRnONPIky5w8ES43xbG3rub64ziJot+UWgA0x0Nblq0tDKTJFviSpvEHn9Jx7Fee/taXwkZc/VcAPM+wrYVPGTb3ceQlS/LcbOBVhoM9Sex/VbUA3VxuoZBi0Tdudgyf2tk3Qu/90km1m/A58/J8TzMtz4fRfpECvtYCoI+GF8z/RvtUTjXFO39E5cSv/0VNqM7/aCfn1tHfyI1Z3JrB2xR3smz5XKGpBx2Ea6WL/7AJw36ihvj4wlzOzqe1t0JxLzoJp/+4SvUAQ4qOc6mZ3lXsKbcB2/Cm3HOgRgAQbRM/ihdiabL4CK/jTxi/d83/Gkk/Ab6woPaXe1TtAAAAAElFTkSuQmCC) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACVklEQVRYhe3WwWucRRjH8c8sMbEhFGtDqrHEtNqDAYuHUiHxJOJB9OJNvEjzB3gQbPGivajVqx5y9JZrKhYhBgmyKvESYxM0iC6xXcIaqoRWk82yr4d5k+xuNjGk724u+cEw7zvP887v+z7zDvNyyAqQJCOXUMRcCPliOwE60v4MXkthSvgRsynQcisBNivwBl5vEq9gOoT8h60C2KxAoWbsV/wgVuBmCPlyq8ybAZTxZqtNa5VL+1tiuWfbab4FEEK+kkLk22m+BZDqd8y0G2BLSTJy4dDMj5StkhxJx//nRYWMTF9FL87hdDpYwC9YJnzZQoDkY24MsvokxU5e+ZtzazUJiygR3m0BQDLGR88xNsCtbo5VeKDKF3NcvFuTuIafCW/dn1+9+Qdcm0cS2zN/8fi9eP3wvyzkSaZq2gTJ242z5HbMuz/zl5gYZLw/3r+3yFdzFL7n+RXKHXzWx0bt/D04RTKcAYBeVoaYP87oEleKnKykML/RU2G+Jy5Hnc6jLwuAAUZXeLHEiTJdNUZny6x28GizQy0X4be17/3aoCdi9/nCztDUcfrWqIptxzs+3UiUsQoPcrub6480fANNdVCAn3YPXS7yUIU/O3l5qEnCd1kALO0e6qryx7e8UGLyZhzbqkQFd7IC2OPfoau6bX71NI8Ns57DtPr/z4MChBncRmnvvI0cnw7G5Xh/NZqHxbqZDgawqeQdPIX+3XPWc9H86iThk8ZoFofRJfEEHFG/ravimn+NJcJ4s6ezOo6HxCr04Nl08Bv8I5a9kI3PkVqg/wBi2q/zLJ5PMAAAAABJRU5ErkJggg==) 1 1, auto;}
}
div.testarea{
animation:rwdcur10004 0.93333333333333s linear infinite forwards;
}