@keyframes rwdcur111190 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 29 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGsElEQVRYhe2We3BU5RnGf985e0uyubG5GhJCgiHUqYCA4BSS2KJEYDq2VcFIrdTOlDGCVkulzDCdlgEExY61jB06lCKlSFqZNrTaeCMJyMUkhiDEmISwS8AkJGw27CW7e86er39EmNxWodPO9A+f/855n+95nvOe73vPga/wP8COllDh5jPB22+EK/5bpstr/bmfXDXWenT5QMAgxZCQrAoDhYpEi9jaUGo/PcQ0s+LWiXsuR/Sytzs6swTAwvf8aYOa/OEHpfbn/xPzxe/5H2q6Gnn5UoSM8eqpCoZZkattfnd1zrayx19IUp853tfHmrMtmSaAroCx0BmWWyZXehPPfzv+5zdjPuctX2Gr19h7KYIlGqc3Yii2s8d3ZB7ey6ZbkpjV5uJkewsACoBdEcV+CV1huW7qIe/WsiOBqGKj4dXk3nZdfgFfoLTV863dT3HI0sfc5k8R7c0AFL1+7jEFIMnEHQBBwBmSPzvridQUV/lu+TLzu97x5XVqcnZUQsQgqbmancfXsWyyl9aODoKdzuvlgba6SgXgYki+f+1mCGgKyXkdAePj/ErvqiXVfls0/TiD+X4ZpSgNsjqOsfPDdXw/o56pCV3I9nYumK3snnQbPqBpw3K3CcBi4lNbeKgD19AZYUJMRL6qe4znCg55X8mJFRWpVuXi/vmx1znpVvENvFEC6BpFJw8y2XYWXUJqLHRPVViXvvRCW1vTai88AgRMAKoiKlJUueFihNzhGoOAS5e56Gz363K7S5En8iq9b+RaRatbcvpSSJ6P1h2LFqRG2ijqVcizGzR74Eq6oOb+Z+sHnp5XCVQCmADqS+2+BVW+DX6fsadfDm3M4VA0cHeYsQ0o87Il80S6Rle2xEWU/geu8t2T23l88W8ZqII/DsCfGiAhawEJNisDw7UBCv/h3dEVlsaseOW1pNGjKaQgXDFEEs1cSjPR7jSTtTWWjRVQ6I0S4GILJWkfkJEKeQ/BvSugZxBqFj2JKSN/BNUEMEERaXUBY58zJEc+kxCoeSCXniIuthE7Bt1lszi0/+uk/8rOprCbZctN9CqjUhfcye/+Op+Fs+vovwo2ydAG0zXyLbpz+HtTAAakPGASoAOR4cWsCNxxmMXxT/F630+p+uglfmN+hPCyRmrvkmQeFJSfd4/bBCENmpxQlWNnd7eNSctU1F3PcKZu35HhPAWgyKG+n6mKljEqk7qYYt7JL7pOMudHGzlauZeFL5azIPEY7jwIA8XdrnEDNOXcydbqBOLyfMxYbVDyRASu9HL5l2trxwR4dV6se5JNfG+iSmCEirmNWZym4KMMGjxL6S2uxTWjh/6rU5neKknnCjbRN24AY/rdxCTHYbHC2ddmEh6ECDqGERzBu77jD5fam2+NU5Zkq6L5+lz1CVQCCEuQwtZOGtse48dpZSRvWcSaqgAOy1t8nGIdNwBCENag4V8P84fY31NRsQEWfGcMTR1+UbByfXhmsnouUWBYDL42EIgTiTk1LIhvJbfnEiWb87lvVw4Pn3AyNeEA3vvfpHzuGnpU87gZLn6i0dybjSy5m/459w2N2Zo3tjE0YoDPT8E1dA/KpCaPvn9QYgpI0N0pNJ7axJ7bn2bNc++QNu0kqacmguLFk13I8wXbOG2OGb8DqhlyZ2CO1Qj161C9B0URGKMbNXpd/t+9r3Rq8snwsHvpSZ08OOVtlsZ04PDChb7Z7Osp4qDmGN8cCZ1nYPM6zI+WI9p6CLtKUHs2o3YfcITh+tEZG+CfXlNQY1evLh8Njy7eIJT2elYe6Me4YPDnlA8J2VaBaTJ49sK5HzgYFmDM2D23JF7PtImV02PFs9PMwpcgRr2nL4KUOJqPsmKHi5mNpWRfmUwoMn3Ixv3rIJGxX64xAQDqS+1G3eL4l2Y41NQpcWJRvkU4byiAoZPV0kJG5xQMdGJxUKSZsXat/xuu9fdw4ScvMvKjO34AgCXVfqXdaywfCPLy+bDMvaEAqpnTs+fipIEgPlw0Mc2lErq8/y8YoaMY2loYOWtMGxqDtqCUfDYoqeuPcFucMv+83yhuHTAe6NJkoe+GnD8XA5KFLWhSraYjYqevgYMbFV3dCHwWbY144nhgldNrbOoOyQmdmsRjgHYTptfgUAhkWMTBZJsoP7rQ/k3ACZz6snUCoPhdX4o3JMt6w7LcbVAQ9TdrFMxAmsrlRJN402EVW47ca2+92eAjjmHJuz6LT5MzVMmD/RoFcYLFHgO6IxIBpKhgFYJEhRMeSW28mSMxJlF77B57IIr+V/j/x78ByW7KysqDK/QAAAAASUVORK5CYII=) 29 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
}
div.testarea{
animation:rwdcur111190 1s linear infinite forwards;
}
