@keyframes rwdcur171520 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYklEQVRYha3XUYhcVx3H8c89c3cynZ0sk2W7TTdpDGuzbVpNIiZYBWsRoeKDWjTig3kRhPalUaH42j4HKYpCEVGkPlXFBxXcWksVmkBj2pJYkm7adLuNY7tN1mW62czevXOvDzOzc3ezmzSrB/6cWTh7z/f8z//3//9P5Hj+MYyIHERAKvWsRQ2dkd3QHoxsdgTURA6KfA37cVjJfSIVQUWkzCqLuxZWbDLfNECMslzT5cY9rl6ZMDJWs2XwWRV3a5tDJteSWpBL9bzUGenKlybzTXkiaGvITXv+dw079yRuGVxw7uTDXS8Mr1jJMCr/b08EuUxq2punE5CI3XVoROP8Y0ruVrJbsF3JqEj1OhA2AxH5Wz4uV0bNWyf/ZO+hIbmKXGLm7KKde38id1lmxrKL2ppI0OrOic5V9IybCMw+eVA3cehJM1MtkUWplp17y178/bdR1VFKrXD6oidCwRs3NYLUAjKRisy7dkz8wpkTCwa0JBZ86qGKMy8cFfu0ss8oGxdWgcQFiJuOh8hkXhcp22K3yJjImOBeb776TXsOVCzLDKi43EgMj70gN63tlLYZbbPa5vWvI+3OHzpHBB2ZZRKzck25SzLnffTAc96ZSg1oyWS2jcXm33sAdSX7xfbZYp8tdvkflBFWSDOJJdOWXZA6Z8nTRieO+vOvW4KWTGrrbZnXX/oiqiLb5MpKdovVC5v3QD4URB+AVC6VmpdoSF2SmfPAt37grdcyMVItV6+k3Q0qIkMYUjKqH5SxjTyxDkhY2bx/f725JdeSabrj3p95Zyp1/DeJai329mtfFewT3CXYIxgzYFi0ShnXemIdb6z2QH/zRK6FRbQse9HoxPd89vCT5i8lR+r1uoW5+3Xk2ZFgMKpst9KKQmLXxoa1EJHJvKjh4j9VRCpiw3JlwbCS3SJb/fPvDx/dOjj8o8bFWfd95ZhIENyBBVyWmXbVP+SrElXxkHQV0gPo2VqIskhFSV0wpGQnhlD2x6ceObatsv2x9+bfdfi7x0WGMS83i7e1nXbVOdfKsweTISs58njxUvI1c08hS3JLIkGkLcKegyf+8tLz+w0OBUP1fZaufMTg0AiaGOiuayq5RUlZri2Xrfm+0E0UxQaj56ZecmnpBOSi3HzXzS2R1Ne/f8zI7WXbx8tu28nC/HYEkV24HTW5CqoGjCipWqOQTmA8GHXqef/UuouSlb9zmcxc976DSF0wYtto3F1dM1SfM/f+l2y7NcOi2Acy57RdQlBS1y70EKRh5WffE6yubn1ltDUta0jNSF2Qu2Ti4DPmGpkImbqRWyve/xe5WGSHYFxQ71bcaqHDihH3ATaGKEZy0u2O5iyblTgt1zQ89ltTZ+dlUqnM6I7E1KnPd5uZHYKxFYh8dcpev1JMFmJkY4V0ks6A7WL3oOqvTx91/5GyIFYVvP5K5s5PvCz3hrZXZKYtuaDQS1y/VHVA1kIUk0xFJ19UBcOCmj/8+Ie+/GhNjkEVU68mxg88JzcldVJqplhBw7obX3slRYUUO6B+1szMy7U89OhPNc7EcqmrEhMHys6f+oLcBygLhopXcH2AjSGKsVGEaGq7aNfHn3LimcyAqpqa8U/GfvXEd3Qkuqo+3Bjg+hCrQTJNqYvazvrcN37u328k/qMl1dJe7nwrk+i3gjfRw12bK7LuxqEwk2nKNJAYufMRv3z8CQNl0uUOeLvbAnbGBirYaPSDsge/vjI6RWyk2zt2DplLpGZl3UzazbI3/5S5MURHJZGyoCYSd7Noq/uyWhU7m3tVri/PokTX64rWC+J088/ajSGKGxdfTb3RA8hs2gPXhyjOPeutW6uk7L+fBF/1IQFc9gAAAABJRU5ErkJggg==) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur171520 1.3333333333333s linear infinite forwards;
}
