@keyframes rwdcur139641 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFuElEQVR4nO2dTWgdVRzF3ysVGmltEmkbA8JDMKHRUEtoSaygqKCtWihREN2ItoIgKrgw2FAh1k1XWkuhrQrduLGx4keLH10oLYl51Ghbn/AWEijEtPEDWouKH3Hhpuckzs1l3pt56Tm/3cmduXMTTv7//9y5c6dYaHBmZmZmLtfFYrGY11iuRBblPQCTLzaAODaAOA2XT+fI+dxeoPaG+x0WEo4A4tgA4tgA4uSeP0M5fx7ng3ZNEIcjgDg2gDg2gDiZ58u0OX8e/YN2TZCMI4A4NoA4NoA4dc+P9c7587g+aK4JHnmiP9PxMEeGP4IBbuq/L9M/kCOAODaAODaAOIuzviDn5BCh9QCNBuf0EE/efRfo/YHza10jOAKIYwOIYwOIkzqf8H3+rAtE3vjXe01gaLyPbn0wqj/O+ZzTmVJpGeiJiYsxlyvs/+wY6LQ1gSOAODaAODaAONH5I+scnXf/LS1Nif1xzuccH2J16VrQ3038BDpUI6StCRwBxLEBxLEBxAnmi9jn+Qu9BpjjeNAvPHQ/6NB9/cY7SqA5xzNcEzChGiG2JnAEEMcGEMcGEGfWeoBar+ELzb2npd79h2oQrgmYUM7mGoKPD9UEsfMOjCOAODaAODaAOMW81+0vdNLOEzBpczrz4hvvgeZ5AUcAcWwAcWwAcRbzXHqt9+xJS73fC0j7+63euAX01CjOxYfWCJYrZ+kn14MK1RDcHsr5jCOAODaAODaAOLOeBdS6Jqj1uv2s++fD77xpDeiBvUOgB1+KW8PX1nsv6HLle9ClUldif+8cqSS2h3AEEMcGEMcGECe4P0Cta4JGh3M+vys4PlmFA4729sLxe9ePgh7aeivot6d/Bz0w8Bjoyp4DiePjeYPxySrote0doEN7EDkCiGMDiGMDiBO9R1CoJlhohHJ+iDPvvgn6C8r5TPv6daAfphqicB3+T+7Yvg90KOdzu58FmERsAHFsAHEy3ys4llqvB4jdK5jvo09/8Ay0Hy/j3P2NbWtB39zTHTW+MydPgx77CnVL+1+gnxr6ELT3BzBR2ADi2ADiZL5XcNpnB3mvUewbPAl6ZGcP6OPlcdBjBzCHx8I5/7Z1N4BeumYD6NjvDzgCiGMDiGMDiFP3GiDr9QRZfzew/338HxrejDn63NnlieeH7vM553MNws8Wqt+cSLwe4wggjg0gjg0gTu4L+mr9LmJszo/9biDfZ3dsew7ahzf/A3rRD3+D3vbj1aD3df8BmmuKWCbHyqB/pZrAawINYAOIYwOIk/mzACZ2niDr+/wQnPNPXboH9KGDu0Gv4g66OxP74/t+hucBYucFHAHEsQHEsQHEyb0GYOZRE+Q+d3E5nPP7entIH0w8f2QUc/zzr74OemkT7gH06XZ8D6BQwJqh+wGsObwewCRiA4hjA4jTcDUAk3fO57l/3tMnBOd4rhE453/92uOg+T2BU5foXcJZ7A60I44A4tgA4tgA4jR8DdBotF78DfSeHYOgD61YmXj+hcpVNR3PsU+OpjrfEUAcG0AcG0Ac1wApeXpoJ2i+z2d4XqB1eBfoW559K/H8TV2/gB79Mt27h44A4tgA4tgA4rgGiGT5nxdAv/Lyrv85cm5+XtYEupXaO5uuSTw/bc5nHAHEsQHEsQHEcQ1A8PP/vg7c96+N5/qnzyf2N1IdT2yfIt1VuB30ipWrEvX0+XOgt2zANYqH/b0Ak4QNII4NII58DcA5n3MoM0U5f1ZNwFSTm5nKt5+D5pqA6WxeEncBwhFAHBtAHBtAHPkagOEcH8vhEx/XaCT/EZvjQ+PnmscRQBwbQBwbQJyGetc+D5qbl0R9UICfDTChuf+0hK7PhMbjCCCODSCODSCO5wEiqXeODxF69hA7D+EIII4NII4NII78PAB/L4Dnyq80vCbQADaAODaAOJ4HIEJ76zJ51wyx42UcAcSxAcSxAcT5FzreBL/4z1q7AAAAAElFTkSuQmCC) 41 41, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 41 41, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 41 41, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 41 41, auto;}
}
div.testarea{
animation:rwdcur139641 0.8s linear infinite forwards;
}
