@keyframes rwdcur104629 {
0%,3.7461538461538%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
3.8461538461538%,10.15641025641% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7klEQVRYhe2WX0ikVRjGf9/sOLXONFg0rpotMaA1uiNFYmiah6VlNAKxQtCu7I+sON5s1ATrnzKIbC8CtSRcL2xdQcELV1hYiDjFtrqFoDXopqmpuCw6ybro6M7OeLqYWZFineNCdz7w3ZzvPc/znIf3O+9ncABIKZ8BEgEbYBJCjEopE4FtIcROrOZRACHEtg6nSVP4VSllrhDiL2ASqAXCUkobkAsc31OeCWTp8AKY9xF1Aq8DPwBfARellCmADygFngdSAD+wEduTGDvUDV0D+yVwC7gK5Fit1hPADhAELgDPAWGip80EnpRSngBOAwIISim10n1gkRAiCEwDSZubm5eA72MGLgFJQBrwGZADfOByuX4HQsB3wHux5+ENxExsAJdjxOcAC9HTjwOLQD3wlNlsPjM1NfVlzOSHQGdsT1w8sAf2IDg8PPzW4uIiWVlZJ61WK3l5eS4gNDIy8msoFKK4uPglIcQvAFLK64BbCKHVB3ENCCFWysvLqampwWazoZTC7/dPra6uYrfbKSoqorCw8LqUMqGysvIe0b65AbyvY8DQKQLU4OAgHR0dtLS0RDcaBkNDQ+Tn55OSkoLf7yc7Oxufz0c4HGZ0dFSLX6dTVWNjI2azmYWFBaanpzGZTCilKCsrQylFIBAgNTWVqqoqWltbtcW1DHg8HkpKSpidnSU5ORmHw0EgEMBkMtHW1gaAxWIBoK+vj56eHqSUj+iIa7msr69XdXV1BAIB1tbWMAyDpKQkJiYmyMjIIBgMMjY2xtzcHF6vF4CCggItbtBIoL293ejq6ooWm0x0dXVhGAZer5dQKMT4+DjVuZmcP+VkYGCASCSio7uLuF9Benq6slgsrKysMDk5ycU3XuSxwkLU0gzG0xmopRlC4Qh3Rv8mLc1Oc3Mz6Dd3/AR6e3sTPB5P7fr6Og0NDdi2bqE6a3ffd1/5EZNhcPTubZaXl2lqajoVmxla0LkHwkRvNtwygiGOcPvC5xwNRygtLaXohRzubIcIeU7jXB+A6Ki26BrQjkpK+c78/Hz3s7Kan1xf8NrJYlzHnmB1Y4v1+T/wb5lwOBwJQoiwlNIO2IQQN+Pxak0sgP7+/u5XHj/CZNF5CrdmOdf+DRt375H8cw9vfvQpDofjWCwtiI7p4/vxPQyUu/OaevvyTQWoSGOG8vl8Sgih1FkUoNxut7pfrDuOD2RAddYqtTSjKioq1Md9V9VOQ+quuFqaUYCKR/JvaPfAfRMAf37bgtlq55P0dwnP/0Zv9csPy3dgqLUzKHUW5XQ6FVLtJhD7Hft/xfn6mmJ4bW/Uyt35n7UD4SCR7RUwNNYPcYhDHEIL/wAw85JguqRnYQAAAABJRU5ErkJggg==) 7 7, auto;}
10.25641025641%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2Uf0icdRzHX8/5FJ5Toolxq/OYo62QbkjgaMfBvv7TP64sEs5awll/9ENR2lEIIjFoiOQxDpLN3P4oAy2RgwZaQu3rr2ORkIvacMsl7nZxclznpZzN8779cY9DAvU5W//5hocHvs/3+bxf3/fnw1djC0kp84G0ECItpfwJuAp8DBwFFoCYEGJhq//NStsGwAXYgbeAs8BvwLIB8BjwNXAQuAckgP3AEWBRCDFtFsCyzbfrwC9ArwFwVAgRB2aAQ0C5xWK5AdiA14BzBlBCSpkvpbSbAdgygQ1JKZ8EfgTaDfNCsu1Ikj3xc8CrgAP4kGwShcBN4BshxL3t6usmIA8Bp4A42ZZYyLbgdcMkDkwDPcb+20A58PNO5rB9CzYUIxvzgvHeD7wvhPgEqAbmgUvAMNlUXjH2xkzU3rkFAD6fT9ntdvx+P8FgEF3XWVpa2tfa2royNzfH4OBgMdmkpgG3AdYuhEibqW9GamhoSE1NTamxsTHV2NionE6nAlQoFFK1tbVKSvkGoHItbKYF+P1+rFYrzc3NANTV1dHT00NJSQnRaJSWlhZisdilUCiEAbHx/HcAn8+nioqKyMvLw+1209/fTyKRQClFMBhE0zSSySS6ruNyuTAgwGR7d9zU19enHA4HkUiElZUViouLKSwsJD8/n9HRUSoqKrBarayurmKz2XC5XKbNwUQC9fX16LqOw+Fgfn4eq9VKQUEB3d3duN1uACYnJ+nq6iKTySClxG63m56FHQGklCcmJiYAqKysJBAIoGkaAwMDLC8v097ezkelCb578wQzMzPouk44HDbrvzNAZ2fnWCqVIhaLUVNTw/CLB3G5XKg7t7hy5QrffvkF2sn3WHz0MKlUit7eXqSUTz0wgJGREa2qqso6Pj5+f+2vz84wH08SiUQYu3adv9Pr3LU9TVlZGQ0NDU8Aiw8MACAQCKRsNhsX5U2e/fQqsSIH65kMFouFY+VHWFtfZ3Z2lo6ODoQQESFEwiyAqWmVUgI8Ho1G7x5YS3Ltz1XefuF5UmtpCh5+iLzhc5SevUw4HDY9/TnL6/WqzIUm1dTUpKbePa48Ho9K3b6hMhca7186Uspn/jcAp9OpnOdDistx5fV61cLnXaq6uloBSrXldvttVi6RKXX+HTh5monf/+CHRY2X079yYOF79n3wFerOLbTSw7nWzFkKUIttQqm2R9QxmVZ0hxSgPB5PzqffFUD89KbIpVJrZ47vKvpdmdOdnYFNhuqli1P/XstJOc3AFv9ttb6nPe1pT6b0D3V7i+NDXSnOAAAAAElFTkSuQmCC) 7 7, auto;}
16.666666666667%,22.976923076923% {cursor:url(data:image/png;base64,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) 7 7, auto;}
23.076923076923%,29.387179487179% {cursor:url(data:image/png;base64,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) 7 7, auto;}
29.487179487179%,35.797435897436% {cursor:url(data:image/png;base64,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) 7 7, auto;}
35.897435897436%,42.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsklEQVRYhe2Ub0jcdRzHX7+7M116y5sr2dUGRbMhsgeCoN4hX4aYCJWieyBNb+AWMSLcoJhlA7VBFCXaFMN60BOjqYW7DoPF8Wmn01ZwrgdWcoXE8BhX/rmZjTvPbw92hg9W+/3cHvqG34Pv7/v5ft6vz/vL72dgQSKyBzgETAMPK6VWrZy/mxwWzB1ADZAAeBDmpgFExAusAVeAP4CXgf703mPAceCCUmrNKoDNhHkOcB4oVUr9njb5bUvJIvA1sCYixSLSYAXgfxMQERtwAFgAIum1DYinwVaVUuvAj+n6CHcSMq3/TCAdrRe4AfQBzwHVQC5wuLCw8BZQKSInNs8opeLAEyLivm8AIA5kAaeOHj0aGhkZeSUejwd6e3tjwPzs7Ow7PT09lyORyKCI2NKJALiBDhE5dF8ASqnbgAA/JxIJqqqqyMvLo7W1lbm5ufGhoaGz0WiUgoIChoeHU0AxoJVSI8Agd5LbPkBae4ErKysrpFIpurq6sNvtFBUV4fP5mJ6eJhaL0djYyMTExLehUAhAB4PB75RSt8wAGPcqqK2t1S6Xi7q6OqampvD7/XR2dpKfn49hGESjUWw2G9nZ2czMzOD1eikvLzfVG0x8hhkZGbS0tDA6OorD4aCjowOtNYZhbBqxsbFBMpmktLSUtrY2RORREak1A2CGUk9OTqK1ZmlpCcMwcLlceDweRkdHAaivr6ekpITu7m4Mw8Dj8Zjtfe8EACMUCpFKpUgmk4RCIdbX12lqasLlchEMBlm42M/46Ua8Xi+GYcr3X5n5FWutNclkkrGxMT6oKqK4uZmJr77kl5uLnD5xnL8xIPI9lZWVlu4fTCZQVlZmb29vx263k5VYZf5sDY9kZTIwMMDJM6/zeG4OS4UVOJ1OS+ZmAVBKpQBym9/jmbc+4acDR3DYbLjdbgIf95PpsBMOhwkGg1a8sUQrInsDgUDs+YP7OPeZny8++pC/EkmcmQ8Rvz7J/oaXLPXblKkERKR5eXk59u5Tq3QOj/N2sZOK+kbcu3PY/c0FTn3q35a5aQDgYjgcpmXXMS6/+jlv/LDCtRef5trCn7z2azaXDvsBdPqxJNPU1dXVevyFJ7nhPUnxkWdxdoxx/fYgGzYHl/IqOKZKMfYftNTTlERkj4g0p5fa5/PpxTNo/SYa0bpmcHJzcsvTg7krWAMim4v3983i2gXGeTjHTQLzns2tBzv5XaTpu6obAtGt02r6rmr8i9tOwAr1VgPDxPsd7WhHOzKlfwCwA3FA3Mt/BAAAAABJRU5ErkJggg==) 7 7, auto;}
42.307692307692%,48.617948717949% {cursor:url(data:image/png;base64,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) 7 7, auto;}
48.717948717949%,55.028205128205% {cursor:url(data:image/png;base64,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) 7 7, auto;}
55.128205128205%,61.438461538462% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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67.948717948718%,74.258974358974% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur104629 2.6s linear infinite forwards;
}
