@keyframes rwdcur139637 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRUlEQVR4nO2dX2iVdRzGzxEDF5pzoc5BcQjaaDRKxmRLoaCgspJkCNJVlAqBVNBFQ4fBsi68KhPBaYE33eRS+qPlnwtF2drBVmpH2IUMBP+tP6BJRda66Op5Vr8fP96zvWc+z+fu4T3vOe/Fs+/3eX//VizkzMTExETK54vFYnGqnkWRWXk/gMkXG0AcG0Cc2Xk/AMMtPjEimERcAcSxAcSxAcSxAcSxAcSxAcSxAcSxAcSxAcSxAcSxAcSpubmA6eaFl7tz/f2DA1/CZMfK7memdb2DK4A4NoA4NoA48hmg2nBPj7HhicdB90fur3ZGcAUQxwYQxwYQxxkgI9zzuaczpdI80GNjN0DH7ueMkDUTuAKIYwOIYwOIk/s+O94bGNsXUO29gbG5gNh7Pfds7vExHijdDfr82E+gOSMw/UePgU7NBK4A4tgA4tgA4hRT9+dPNbW+N/DNNc+Cjr3XP/1YCTT3eIYzARPLCKmZwBVAHBtAHBtAnElzAbV2BE/ez8MZJNbzmVjP5u/jz8cyQeq4A+MKII4NII4NIM6kDJD3e3etjwMw5cpF0B2t9yTdn5oJYry77nnQm/YcCK4fcAUQxwYQxwYQZ3beZ+/mfVYwrwdIXeN3+d77QPcf/Qp07H7OEIUCZojYuANf37TnAGjPBZggNoA4NoA43hdAcM/kdfhLm5rh8z07+0D3vpW2hq+x8ynQ5coF0KVSa/D7PjlYCV6P4Qogjg0gjg0gjjNABM4EPE5wqLMTPr9z2RDovnWPgP54/HfQPT0vgq7s2B18Hh43GLk0CpozSuwMIlcAcWwAcWwAcZwBMnLu0w9Bn6CezzQt6wC9ljJEYQn+TW7ZvAt0rOfzdc8FmCA2gDg2gDi5bwKYaecDnP38Vbh+soxj9/c3LgX9YHtb0vOcO30W9PC3qBc03QL9St8XoH0+gEnCBhDHBhDH4wCJdPWeBj24tR30yfII6OHd2MNT4Z6/ogPXIM59aDno1P8/4Aogjg0gjg0gjjNARro/w7+hgVXYo69enB+8P/aezz2fMwjPLYx+fyr4e4wrgDg2gDg2gDg1NxcQY7rnAhh+z25e/zpcH1j1N+hZl/8Cvf7HO0HvavsDNGeKVC4Nl0H/SpnAawINYAOIYwOIk/s4QN7nE2SFe/6Zm0+C3rd3O+jF/AVtLcHv4/d+hscBUscFXAHEsQHEsQHEyT0DzHS453d1tpPeG7x/cAh7/BvvfQB6bh2eAXRkM+4DKBQwM7Q9h5nD6wFMEBtAHBtAHGeACDz2z2f6xOAezxmBe/53778EmvcJnLlJewknsT1yHXEFEMcGEMcGEMcZIJGGG7+B3rGlF/S+hYuC91+v3FHV5zl2+FCm+10BxLEBxLEBxHEGyMjGvq2g+T2f4XGBhoFtoB9+7aPg/StbfwE99E22vYeuAOLYAOLYAOI4AyQy/8/roN95e9v/fPK/+XleHegGut5Sd1fw/qw9n3EFEMcGEMcGEMcZgOD5/65mPPevkcf6x68Fv29wdCR4/Qrp1sKjoBcuWhzU49eugl69HNco7vf/CzAhbABxbABx5DMA93zuocwV6vmTMgEzGr7MVH44DpozAdNSPyftBwhXAHFsAHFsAHHkMwDDPT6V/ae+rtKT/Etqj489P2ceVwBxbABxbABxZvT5PNWgvn5O0jmFPDfAxMb+sxL7fSb2PK4A4tgA4tgA4ngcIJGp7vExYnMPqeMQrgDi2ADi2ADiyI8D8P8L4LHy2w2vCTSADSCODSCOxwGI2Nm6TN6ZIfV5GVcAcWwAcWwAcf4Br0uEB48yVVsAAAAASUVORK5CYII=) 37 37, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 37 37, auto;}
}
div.testarea{
animation:rwdcur139637 0.8s linear infinite forwards;
}