@keyframes rwdcur33821 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 17, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYhe2XP0xbVxSHP19eLNsFY6hxEXET5LqlUxEDS10rysjAiMRAhESUgUhIGTOFZKiyRkIM2VCkLpkSCVgQVFCBFCbSMFgFFUpTgl0UufyxjPV86HDvLZYDzbMTqUuPdPWe/fTu+e455/7OffC//cfm+5CXRUSZW1X5t70qpXif1Q0gIo5x7JhR6c01IK69vwimLgCzcgfwmxGoArGOS0DRXF2llFs9l1MPgHFiIQJAyAwLggEoAgfAEVAQEaoh6gWwEM6LFy8iy8vLiZ6eHnX9+nUMiEKnoADsm6EMzMcFiMfjTktLS+PLly87V1dXL5fL5cjVq1eL/f39v4fD4Tw6KmDSISIlpZQt1NprwOQ/ADQCESAGdADtwGdra2sdS0tLHblczn90dFQcHR2d7+rqWgd2gF3goC4AEYGzggsDrcZpu4FoM0A2BaWRkZGvg8HgzuTk5A/ANvAayFcCeEqBcW6LzTq2q7aOw+a5s7m56UxNTcWy2WxoaGhoh4rtWD231xrwo0MeBa6Y8bn5HQZChULBPzMzE52dnY1ubW0F4vH4/t27dxfS6fQrdPEVzoN4bwpMzhvNajuBr4Av0GEPr6+vR54+fRqbn59vPT4+dtLp9Pbg4ODPqVRqA51zm/t9dP6LtUZAoUMbMwBfAp0bGxvtExMT8enp6WgsFiv09fVt37hxYz2RSLwGssCeGTngLVoL6hIiCxAFLgMdc3NzyfHx8c6DgwN1+/bt3Vu3bv3S3Ny8A/x2juM8OvylepVQoWsgDETK5XJkYmIi7rquevz48V4qldpD5ziHrvQdc583qy4Z5xdO7sX+kd3d3d3GTCYT6u3tdVOplMuZ9v9lVv4anfO3wJFS6kLnXgGkYhCNRkkkEu7i4mJgcXHRbr1G4BMzn13xvzquBQB0UykAbjAYdG/evHmQy+WcBw8etGYymSh6h9jtGQUCFWeFDwaQCoAiwMDAQGlsbKy0urrq3L9/P3p4eNgOJIAuII6uF08a4wXA9vWCuQI4Y2NjdHd38/z5c+fRo0e2H3TWCuDJRCQsIt+JyPci8pOI/Hnnzp1Tn8936vP5ToPB4OnDhw8PReRHEbknIt+KSNjL3F5rwGr5CSBv3rzh2bNnKKXw+/2cnJzw5MmTUDabtcUY8Dq31zAJZ2koOI7jOo6DUoqGhgZEhEuXLkkoFLJa/07Tuci8RsCebvJAvq2tLZ9Op0siguu6lMtlenp6ik1NTXm0HhS9QtQKkMMIzcjISC6ZTLqu65JMJt3h4eFt88wq4zuye555OpCYPR1Bb7VvgG4gsbCwcGVlZSWcTqf3rl27lgFeAWtABthXSpUunLQWAAMRQItMpwGJA5+io3gE/AH8iu4He2gZfm8aagGwXTFiQFrREqw4q499dA8oeFl9TQAVEPZcaD9KoOoj5Ly2+1EAKkDgrIDtNwBeQl5tfwM/qL0IOMfQ+QAAAABJRU5ErkJggg==) 16 17, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYhe1WTUhjVxg9ub6EkMSYpjqIjiImhUFKO4pUN1Fx4UbtQsSdulDERdeCm+6LG8WF4MrioisXilqEQHBhEHFoaRGiC9ExMdamNtgQJb4cu3j3mjeZUZ9Tu2ovfDxNXu4539/5PuD/8186JN/7zPYvAokiu/tami6EgPZMgMVgmsnM4Lq0nPr/owhID80gDpN9CFwBX0ujcQ2FZQJFoE5pLtNTESgOufL4GoCWTqeFz+dTaaClGiCpvHQB8ADwAfDKvxW42eO7PEvw7PT0dHkikcjl8/nU4OBgrLGxMQ0g92gESDqklz4AfgAv5FMRKPZaB6BHo1HX5ubmJ8lkUtN1PaNpWrKtre2X/v7+Q5jS8CABWVxOCVgF4KV8fmoGv7q6QjQa9W5vb3sPDg482WwWQohMdXV1vK+v701HR8chgEsAaRkR3RIBGGH1AKgEUC+tGoA3lUp5wuGwLxKJ+Pf39112uz1XU1Nz1traetDV1bUfCATOJeCltAyArPQ+B4BCiId1gKRHev0KwOcAPovH47Xz8/N1GxsbfpvNxpaWlnhnZ2esu7s7pmnanxI0LQEVeLYIXMdjOmASE5dMQUUymawaGxt7fXFx4RgZGTnr7++P+/3+UwBvAfwGIAXgwkTgXmBziB86SlScAJyrq6tVe3t7nqWlpXhzc3MWheLLSU/PAKjQq55XoO/rMN7t1w8GAoV2YllZWS6TyWhra2teGAWo9MAh38uikIK0ECIrhMjdB/4gARkm86WXAwMDb4eHh89mZmb8Y2NjlUdHR14Y7VguTRHDQ6Dm81gKVGjPAZwA8E9NTcVKS0vF3NxceSwWq52YmHD09PQomVWFlyF5bZXEvYekIOkj+Yrk1yS/JblE8qeFhYXfA4FAPhgM5hcXF09I/kjyO5J9JOukgP3zQ9JB8gXJr0iOk/ye5BuSieXl5b+CwWC+oaEhv7u7u0/yB5LfkHxN0mXl/seKEJBajkJb6fJ3jt7eXm18fBzHx8difX29EkYdVMCoBUuD7tGXhBAgqaRTSbPr6urKGQ6HHYlEQthsNpycnDhgzAsfDPV8HgJF76rp55ycnHTNzs4KALi9vcXNzY15TBcvIvc7+EQCDgCO09NTx8rKihBCwG63o6SkBDs7O+L8/FzAiJTl8xQCkJfTbrfrmqZBCAFN02Cz2aBpGtxut1K/nFUiVgkQpj6vqKi4DIVCOZLQdR0k0dTUlHW73SkAf8DQAv25CWRhCFIcwNno6Oh5MBjUb25uEAwG9aGhoSMYQykOQzktEbC6kgkY1V0P4AsAXwKoj0QitVtbW95QKHTW3t4eA/ArgJ8BxACkhBC5ey99CgFJwgmjz+skkZcwNiMBIzUJAIcAjmBMxYwVKX4KAbUbqN1Q7YUChYGl9oGsFe+fRMBEQo1htYYD767eOSGEpfw/mYCJCFAo4Lve/5jp9zejw/qDer7xdwAAAABJRU5ErkJggg==) 16 17, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
}
div.testarea{
animation:rwdcur33821 0.66666666666667s linear infinite forwards;
}
