@keyframes rwdcur145993 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 17, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIg0lEQVRYhaVXa3BV1RX+9tn7PO45994kN8kN5oEDBrgTE6zIQxGheWAZwFdpo1hbmTqtHatlOk47rTP9QcfpjGP/aMci0zIooTOadBRxWnBCE16DJgaF6CgJGkJCEnITbi7Jufee5979ERISTSDq+nXO3uus9Z1v9trfWgTXTMJ3tJdffoZVLIiVuuDpTDwz/MATv0/P4sonHthMi9/U2g7s0n2NlgmfxrIjwXsAn2WyvN0ATt7oW/JtkwLAx817sh1PismElIWy9PWyItdQSYoIwfmVMfNZQtL7ylf/InG9GOx6m7PZ6ff2Rh3ixgjY0ryIvl5RlKpkcjR4/kI/ciPZyMvNQlAPVI+M+m24AQvfiIEPmuuKqe3GVCOwLKir6xVVrhJCSKNjKZw9dwHx4RHoAQ3Va5dDCJFOjIxup77yRnllrTlbzDkx0Nq4eyGHFAsp8io9O1TFmLSGMQpGKTzfx+XEFXx0pgPzSwpQdFMeOOdgjGmhoF5tpsdOA2j7Vgy0HdoT8wmJhcLa3UZAq6KMLqN0PDGZ8qWZSmPMTGMkOQZCCIqLojACGmzbGx5OJn8rR9T68vJaZ04MtLXtYm5cKoNEY6Hs4DotoFRRKsUm/virJoSAoQdg6AHk5mTB9zk0TQEhBJRKkaChV4+NpNoBtF8XwOn39uo2ccq8IRrLyw9VKopcwxidzyiFRCVAjPt5vg9JkmBZNlzXB5UIevoGAQCSJKGkqADkKj2USpLKWFWKi4NCoJ3MwDc7sf+FoKZHy7lEyiPZkWpVoTWU0rxxmgkAAcEFhoaTEBC4FL+Mvv44HNfDF129+LyzG77vo7c/jvlFBfjLn56CoWsTAEApLTZ0fd1HR19vBx4/+zUAkpq9OBAKPBMK6g8yKumMUtiOi0uXk5Akgk8++xLxoQQGBi+ju2cAI1fGEB9KoOfiJUTzI+juGYCqyEhnbDiOhy+7+5AbyYKqyNdYUJQqyUo1Avg6gFAonJQI2agqsk6l8dt4cCiB/f85iro3DyKaH8HFgTgUxlBSVICBwcu4c8WteGjz9zGSHANjFJ91nMfApWEs+14MIUOHzK4dLcYofJ8vNhT97k9OvNZesWZb1zQAFWu2dnW0NOx3HfcxqqkMAAKaipycMEoXliCal43qtctRXBjFvGgulpaXwrYdCA581nEeu/cdQMeXF/D4I5uw5b5KzIvmTp6BCRtnQa1JWXYzgGkACAB0fFi/khHpeFZWSJnYuNgfh5nKIBwywKiEvNzscXcC9Fy8hKZjbWg6fgoAcG/VKqxZdRtKCqOQ5ZmvFstyeCqded6xzH9UrPv5xYl1CQCWrKht9bn4r2U7k4JUOC8fixYWo3BeHqL5EUiSBM/z0Ns3iIOH38ebbzdiYHAID25ah/s33IMF82+aNfkEC4oq17gSi01dn5RgSeBvtuV4k+8SAZ1S95wLnD13Af/c+w7efKsRi2+Zj7/+eTs21qxGOGiAcwHOOVzPQyqVget6cK6FA2MMjLI7NSYva23eE51cn3goXfXjps4PG445jlelKGxab5BKWzj7RTf21R/CkROnsKT0ZvxwcyVKFxQjlUpjJDmKdMbGhZ5+EELQdaEf57p6sW3rZpQuKIKiyCAEkBlFQNPW25b1AYD4NAAAAOHvtGxnraKwybPAhcCZTzux67W3cez901h5Rxm2P/kwzFQG/z7QhOFEEvGhEfT2xZFKp9HXPwTX98EoRW4kC7/82QNQppQko7SKyvK77cf/1b70np8kpwFYvPKRtzpb69sdx1s2wcJgPIHDRz9E84lTMAwdruvhqd+9iJKiKAQX6Om7hBW33wqZUZQUFaBsyUKc+OA0MpaNgcFhCDF+XRNCQAgBYwxBQ69OjpptAE7OcGrITttxdk0AKMjPwW3li1BRdgtcz0coaGBD1Z3IyQmjpDCK0oXFIERC0U35OHXmLF569Q2kUhlsua8SW3/0Axh6AFM1j1JJkhmroUR699Pm+vYZ1bCzteFcOGQsZIxKANDbN4hz53sRDhrICgehyAwF0VxwziHLDN09A2g80op3Dh6DIstYt/p2bKi+C4tL50OZoTIc1+OWZdcnEskXZ6wbLsROy3ZeCLKABADFhVEUFUbBfQ7GKIQQACEwzTS+6OrGgUPH0XikFYau4dEt9+LeqlXIyQqDSDOrvRACruevFIKEZwSg+/h7xnb/GNDUCKWSRAgBASAxejUAYFkW2k5/job9/8PxljNYvaIC2x7ZhMWLbkZ2OAhphuSO63LX87jn8Tbf83fbqXjbrA3JuZaGHYomP2foga+B7O4dQPOxU2g80oKLA0NYdlsMDz9YjduXLoGmKtN8hQBcz+WO63Lf502ux+u6E4nD6qhrVtY+bc56dbmWtZND/CGgqZCuipTn+RgcSuDQ4ffRcKAJfQND2LZ1M379xBYYemCaBnAu4Hged12Xc84PWI5bl7zinFTtjLnh/icn54XrtmSdrfUvaZr6lB7QGADYtoOjJz/Gc8/vRG5OFn5auwFVa1egIBrBhJL6Pp9MLITYl3H8ukRirJ2ZSXN17bPWV3Nctymlgr1i286vApoKQghUVUEoqGNpWSnuWlGBhzZXTjYfvs+547nccVyTC7I3k7HqMhm367KbNDdu3D5jP3hDBgCgo6Vhj6Grj2lXpXp0LIUxM42sUBCGoU0m9jy/3/P9fem09/oY4fFAwDSXL3/Su1H8G7flkthp286jmqYCAMIhA0EjAJ9znrYs7nv8rOfzuuEr5j5F6OYdI9QktVvnPObNaTDpbG14W9e1+zVVkaaWkut5dWbGfiueSqRbWhLmjh07vvF8ObfRjIhXxszMGt/lYU94R1yP1w2kzMNAyqysfHrWqWdOoefq2Na05zeBgNaZHHU/Uu2MuXxKKX0X+z/NF8aM4M4TnQAAAABJRU5ErkJggg==) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnklEQVRYhe2WS2xUVRjHf+fO3HvbebRl2k6nj6GdaTttaUs7Fio0AiEBg6JEY0KimCgbFkYWJrphY0w0Ji40LIwmxogrY0IkoBBjCBForLYRaQv0TYe+O313bDuPzr0uxgfQylzahhX/5N7Fd77zfb+c833nHMF/knh00h5hrsd6sMT9hpMnjyu1BR6HlmozGwkQj8cN7+fi/Fj00JH3Ju+2rUhS76s5kJ5h+1JNkTOMBBW6wYLShTZts3YDNQ8EUC1yht1qcaSmqoa6QjeUPaFYPO6737bu1hOrfFpcY2JihpHRiXvs6PqKfOsG0HWdeFwjHInSGxjmzPmfOfbWh2zfd5TG31qTzjdUaHdL03TCkQih0CLjE9N09tyht3+IX5pbab7WAeik2W3kubLISLNtDEA8rjE9O8/I6ATtt/po7+hjdHySjq4AgcERFEXB53Vz6MBTuJxZbCkrorLcS9Hm3I0BmJia4cT7n9HZHWA8OM1caIEcp4PdDX5ePXwAb2EexZ4CsjIzsFlTUVUFSQgQK7p8bQDRaIwbHbe5HRhmx7Yqjr7yHLt21rIp3Y4QAkkSCJEoJwM5Hx5AURR8xW40TaOnb5A33vmIEk8BT+99kq2VpfiK3bhyMrFaUlEVGfEQFIYAXE4HX3xyIrHv3QGaWtrpHxjl4uUWPj/1Ha5sB3X+LXgL86ks81BRVkROtgO73ZrYivUCAKSmqniL8vEU5rFvTz2zcyFGg5Ncb++mLzDCtbZOzl64QuamNAo355LlSOf4scPsqKvaGIB/JIRAVWVynA5ynA6qyouJxmIsLIa50dnH6XOXOHfhKkvhCIee2f3wAAKR9HDSNI3YcpylcJThkXHabvZy8XILP/zUiCRJWFJU7DYLdqvl3zm6Dgix4t4wvAKx5TjzoQXGglN09gTo6hmgvaOXxqZWFNlEoTuPPQ1+aqpK2d3gp8Tjxpm9KWncpAA6MDsX4utvztN2q5fB4SA9fQOoikJdbTmvv3yQspJCtlaVkO/KJj3NhskkAcJQSyZfAR3mQgt8e+Yivf1D+Kt9vP3mEXZuq8adn4PVkoKaomCSTCBWeWCsG4BEUEkSSEJwra2LP9q6qKut4MWDe/BvLaPYk0+63YYkJU6/DTsHdD1x27ucWZz69F1udt7m0pUWOroDzMzO88HHX7EUjpKT7WDXzhqqKkrwbM7FW5RHpiODdLsVRZHXBqDrMBqcIjgxQ3WFl1JvAaXeAp7d38DUzDzDI0Gut3fT0d3PyNgkjb+2cfrsJWRFprykkGJPAcdee4Ht/oq1r8DMbIjh0SBmk0S5rwizyYQim8l1Osh1OniipoyFhSVm5/9kaChIb/8AXX0DNDa18v2PV9m/t37tALPzIZqa25FlM79f7+Kl5wWV5d57fCQhsNks2KwW8l3Z1NdtQdM0lsIR7gyOY5aTv3f+F0BVFEq9blJSFBrqq3E5M1f1E3//EoUnMJkkzLKZqgrvqv5JAbS4vhhZjoZVWbFs81ck3nNSoqqXwhFDQVcnFVokEp1OCrC0HGuMjM8dNUmS5f6x1eMab7lILDJm2PmxHpX+AnhZkGxgbiHGAAAAAElFTkSuQmCC) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur145993 1.6s linear infinite forwards;
}
