@keyframes rwdcur193391 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBUlEQVRYhe2WT2wU1x3HP+/NX9bjzfoPXuzYxBDc1MZZ6shVaNpIRDRSOUQql+TGIapiUA+t1NxoDlVzag6p6CG14BAhVaqi5kClRBGmQBOJNqGx0ao1hDiO/xDXu13beL27szM7M6+HGSOXLhWYHvM9Pb3D733mO9/3+z2Rm8qlgQxgE6sHgQMsoJgDImAXkm+ikECEIgKuARXAz4/k62xTOpBODrcR5IB+oIQgjSIFzCLYjSINSEAiqKNoT+Aq2z18E8BGoAPfAPYi6EZxAJhGsA/BDQQ2MIjCRwGwgWAZuIXCBmoPAyBROAhMwEAxDCwR0YOGg2JH4kQPUEQyT8QMigrQCSw/hAHoCb0OBMCGX/JHg9uBjgYqVFjdlmwZbJHeLY/qdDWoTFfqHc93vKQ7OggcFOSmcjI/ko+2C1AkDtYskNmY2pCnf3haF6ZgxpvhjDwDBlh7LCIv0o0O4696q96bOFIG6sAMcR4eWDI/kveBEjCH4G+1mVrUvqOdSX+SoipiZAwMx0B3dIwOA7PH/D6CZ4EBIINgF3FwtyUJkB/J+/mRfAnFzfpiHS/yyMgMF72LRG5EUAsIN0KMrIHZZYKiE1hJnOtC0JmbyqU2i+amcvcNIO7eMJ8x3fGz4/b14Dor0QqTOyaRtkQJhRAC5SmCteAMiili2yMUReAy8ZU0Nz+MOFf1/Ej+/gEA98rCFfuj9Y8YtAbpdrqZ9Wb5svElV/2r3Fy9ie/516xO6/3k+vrAGop3iDMREWdL3wJx+14QerPNYC7g1K9O0Zpp5ezJswxlhkjLNJ81PkN2Soxl41veshdY3dYNQKLxD0JeBG6g8BMniknD2nRktdlZstnm0aNHKTvlH/tH/A+OvXaM2lqNTq2TJ4wnELbgkY5HMKQxGlSDQ0AFxX7gAPAsgn4EXUk4N7unmZvK2c3O0prsveq67gn/7/7pvtf6zi1+vGhemLjwzJHvHGF3y24c18EUJkuZJQQiHVbCNmnLzqSRdSBIAQ5gomgkEHXAzR7P+oXxwn8c1iwDaeJ/eUf6Af2Xe9v3/vztU29TcSp80fiCpXAJr+Hx3s33MJ82iSoRylfnUUQIllEsoLiEQCYuzQKrdzesZg54d28MfzD859k/zVqXpy5/7+C3DxLqIS2ihQFzgF2tu5g2ppGmRDXUOoqQuK80iIeaQTxvuhG42bFsvTBeCP8XwH+pMF5QQ+8O/aW0WOr4pPzJ6Gj3KJ700NBQmqLkllirrBHWw1CasoRgBcHtxPqdKLqBduLQO9nj2dXCeCG4bwCA7PFs6Aw7N9yyu+/Tzz8dOPToIfqsPgSCJ/UnGQ6GubpwNR1EwYbWoqWQZIEN4rdGLVlXAQdBUPhtYQXucQuaKT+SjxAsO/udk1VZfeeN371BtB7RJtuoUmXFWmFszxiar+W0lHbI6rN+gOAXwEGAsB76W8p1bi7u2wGA7FjWBwK7176w/PGy8eE/P3y6pb+FCSaYTE0yKkZxUy6rLasYGQMERLWozZ13vbVLaz91hpx3k1IbhfHCVw/kQOICxA2l0vuj3je9Xu+P54rnGG4Mc9g9zFq0xuPa4wTlAP9fPo3VBlEQ+cFc8KJSykzKRMDCZs0HAkggIuJrWkyPpH8TEFw7/9V5PN9jQA7wmHiMF+QLPLfyHOGtkGg96joxeIKwFkJ8O2aInwDbA9h0Ij+Sr6GYtrqsn7i33fcnLk0gy5I0aezIZl2uoz2qsa99H6mOFEabAXALmN3aC7YFsAVkCbji7HfGqmb19yf/cJJCtYAlLCbTk9j9NpZmMS/nkTskxE3O3FrjoQASiAAI2r7b9rNiufjrty6+RdkvIwyBZmvUVZ1MlEGzNZl0xZ7cVO7OEHxogEQ+gNTlfL1Wp9Vv5ZWVV8hez/JU9BS60vELfpRMSgncebw0HcfbUGVxfPGYvqC/+frzr7NT30lYD3lZvYyvfJSnqM3Uts6AO+tmw2g7Sss9ct7oN2xpSpRShOsh0UZEajgFAoQuSv2v9h8mfqDMbQbx/wVwTyVvxXbi8NWBYpKbr/W1APg3kR2BEEKDzIsAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGFklEQVRYhe2WT2wcVx3HP+/NzO7sZndtrzfZjYk3/tcIN2KqVVyoStOQSEjAgUPSQ6sgIbikSBYSF4SEEKBIPbSR2kpIVYSQAocKJC5UAlUqCRBEmtQR607i4LpZt5hkYzsbx/aOd9ezM+9x2HHkoqTUbg4c+EqjeW/+/N5nvvN+7/0EkZxJJwUU0PQBKWAXEAN8BLNoqsB89LjnllwehuS9lmYXsAfBPuAwgkeiOzE0Iwham96zH8rogAnglB0TwQBQwOA5FE8CVWASzTSSO5EzDcD/CPjDAAAG0BSRHBOmOGJ2m2ihh4LbwRCK36LxEFTRNCKw1sfE3BqAU3aSQDeCPgRFK2cRy8VQbYXQgub15lGtNO1a+xveVU/5i76fHEoOO2VHRTEUELglV33MOA8GAJIIMgh8oKpaytFohCUQccHh3sOyqqpkMhl5oXGBcCQ8k3o0tQfwosE9wHPKTuCW3C07YwI+GhvBHBq/OdtUellLFVNYPRYTxQm00gR3Aqxh6++JHYl30WTRgKCFJhPF8pyyY7olN9gqgBcdNpq5YDlg/DPjJMwEL3kvgQlm2iSMhwhDFNBkgX1IqpEDi+gOAJ203RKAjP7dJLCMIGMXbZkRGXaaOzmujuPf9GnONtG+xkgZfWEzPIHBN4HjwKPAEJBFYLON7JAAbsldRTOP5q8rF1eCpEiSXk2TC3J00YXZbWKkDWRSYhftPYnBxOeRjCEZRVCkk0UbC9jWAQDQtIAPW/9qqbWFNY5+9ygv/v5FGtkGhmHQnm/jNB2C1YCgHqBaKoPmKTQHgFzkQNYpO9mtAJib2jfQxPzbvhr/6Tie7X0nnot/1fjA+LrslTymH+OJ2BPs1/s5XzvPzczNbOAFUhpyPsqgIoJraFJO2WlFsWN05knLLbmN+wGI+1y7C3wPOOOUnYJ3zftFfCn+tZNfOkm+K09lvcIV/wrnEudoV9usL61fSBQTf45c+ADBNCEKwQwaP8oUgIZbcpc/CUAGWN3oOGUnOfP9mR8V/eIPXv/Z64RdIW+tvcX74fvsDnfzxtQb6D49Y/VYNeA6miqCKRTzwNy9UTRJYBmouSXX24hv3AdgfXMn/3y+3fvl3r9V/liRZ/909mD/F/vRpmbUGOU99R4L/QvYA3avTMl+1VBTQB6YBgIEKwiSwD4ECQRxBHb+RD5YOL3QhE+QNm7JxS25rfWz6z/0DnlnXpt+jR2tHcREjHf0O6T3pUn2JglXQkIvPELnn9vRl+8Cno4ACmi6o4Wr6JQd+SAHHqjBU4PrrZXWnolLEwOP730cbWrmwjna623UqkLf0Snf830zZb4bxd4N9CPIo/kCghSCbgQ7gFsLpxfWtgSQP5G/YfVY5aWZJWtyZbJ0qHCIkfYIBa9AihRj9hgzV2YKjeWGjufjS0AWGEDwLQQm0KYzLxLA7fzz+Tv3m4T/VU7ZkbU3az/PJDPfPvb0MXriPRgYmJgYDYNX//Iq7Xz7D6nPpd5Gc1jExJHQC5WMyRkkv0RFFZbg6pYc2NDC6QU9eGrwYsNrjM6as/v2WntJGklyMkfaSlPaXeJy9fIjMi+fMtPmiIgLgpVAS0tOAOeAJp29Y2lbAE7ZiQGp+K749fq1erqyUhk9mDlIl9VFggS2ZTOYHeRq9qqBAASohhLSkqfQ3EWjgFvA3e2WVsnovJQ5kPlN2BVefvntl6nX68SJs6pXWU4so7UmbIXIuEQ1lUKTjKqqOQTLQGO7ABtLeAuoxfviJ9eMtV+/cP4FKvUKU2qKS+oSAoGpTAq3C0T1g43gBjCPpuaWXLVdgM6eL+7VEqrnyZ6z+rP64iv/eIXFcJExxgjrIcPhMAfaB2jONhWK62g+dEtubaNw2S5ApxzTKATzwCJgC1Ms+02fXJhjJztBQlEX2R/s7wDAtFty/c2BtgUQ0S8BAZoAuFH9VTVWf7P+lfGhcfpFP37b55ngGQbaAyQaCaycRQT7EW1rHdgsp+zIyk8qqbXfrf0TsA3HIP9sXgK0brUIvVD5t3ykLWvDPx4e/k8HPjXAA6BiCDJoTDouB8DqdqrmTwvCxqbzf/3P6t9UHJBHA/n/3AAAAABJRU5ErkJggg==) 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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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur193391 2.6666666666667s linear infinite forwards;
}
