@keyframes rwdcur192829 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuUlEQVRYhcWWv0sbYRjHP3cJiRSJUByKLqVDEwquXQQ7du9cUCr+IIiJiLqV/hMd9F/olKHWtaIVwSEOaYVAGk7qoE1sCIlRk/t2MBdyekZtL/qFB973veee7+feXxzAZ2AT6OeBpGZkHgpC+AehS3H7l5LJZCcIr8KeY2rGDXlXi1er1U4QcuQy8xrzAPDIuwogqRPErQE8Z+W2AB0gbrsE19bvlOcCkKRKpaJEItEO0VW5AGzbVr1eV6lU0uzs7L0cURdAo9HQ+fm5Tk9PVSgUNDMz03WIFkC7+cnJiSqVig4PDxWPx7sKIcDTvFwuq1Qq6eDgQNPT012DEKB6va6zszPVajWX+fHxsQqFgizL0uTkpO8QptOwbbsVkpDkGguHwywtLTExMQHwAvjqB4QnQDtIe7+np4eFhQXGx8d9g2gBXDa7DiIUCjE/P8/Y2JgvEK4Z8Jp6rwiFQszNzTE6OvrfEAbN67FcLrtMGo1Gq729vU0ikcCyrE61vgHDdwXw3AO1Wo1cLtfqF4vFm8wB/tzV3JEA13GbmpoSoLW1NVmWpXQ6LUCBQKACRP7VqCNAsVh0mQOKx+PK5/PK5XJaXFx0xme6ArC/v99unjEM4wjQ1taWstmsVldXnWc//DQPAB8AqtUqy8vLAN+BV8AjYDgWixGNRolEIuTzebLZbD8Xuz7vF8R1P6VPDcNQLBZTOp1WJpPRysqKk/fJL3Ozre18+e9mPy9pdW9vj93dXWzbZmhoiMHBQUzTfAM88QMgALwEjoDXbeaOisDbYDDIyMgIpmkSDodZX183gDIXS9F1/QSUSqW0s7OjVCrlLMMvIPi/xc2bU/gIsLGxgW3b9PX1MTAwADBAF+4ELz0OBAKnvb29SiaTikajzgxs3oe5o/dNUxmGIeAL8Ow+AQCeA+8ewrir+gsWLLy5GoSDfQAAAABJRU5ErkJggg==) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsElEQVRYhcWWTUsbURSGn5lIIkUilC5K3JQumlBw241gl913XVAqfhDERETdlf6JLvQvdJVFU7cVrQgu4iKtEEjDSF1oExtCYtRk3i7MhIyMUWtGXzhw75nLeZ85985lAL4Am8ATHkhqRfahIIS/ELoU3guSyWQ3CK8iN86pFV0BarVaNwg5chW+ae4mAJK6QdwJwKMr3gBdIO6yBdfKBSBJ1WpViUSiE8JXuQBs21aj0VC5XNbc3Ny9fKIugGazqfPzc52enqpYLGp2dtZ3iDZAp/nJyYmq1aoODw8Vj8d9hRDgaV6pVFQul3VwcKCZmRnfIASo0Wjo7OxM9XrdZX58fKxisSjLsjQ1NdVzCNMZ2LbdDklIcuVCoRDLy8tMTk4CvAS+9QLCE6ATpHPe39/P4uIiExMTPYNoA1w2uwoiGAyysLDA+Ph4TyBcHfBqvVcEg0Hm5+cZGxu7M4RB68qsVCouk2az2R5vb2+TSCSwLKtbre/AyG0BPM9AvV4nn8+356VS6TpzgL+3NXckwPW5TU9PC9Da2posy1ImkxGgQCBQBcL/a9QVoFQqucwBxeNxFQoF5fN5LS0tOflZXwD29/c7zbOGYRwB2traUi6XUzqddp797KV5APgIUKvVWFlZAfgBvAYeASOxWIxoNEo4HKZQKJDL5Z5wceoLvYK46qf0mWEYisViymQyymazWl1dddZ97pW52TF23vxPa16QlN7b22N3dxfbthkeHmZoaAjTNN8CT3sBEABeAUfAmw5zRyXgXV9fH6Ojo5imSSgUYn193QAqXGyF7/oFKJVKaWdnR6lUytmG30DfXYub1y/hE8DGxga2bTM4OEgkEgGI4MOd4KXHgUDgdGBgQMlkUtFo1OnA5n2YO/rQMpVhGAK+As/vEwDgBfD+IYx91T+1jLy5DW4pMwAAAABJRU5ErkJggg==) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur192829 1s linear infinite forwards;
}