#bootsplash{font-family:Arial;font-size:9pt;width:340px;height:50px;margin-left:auto;margin-right:auto;color:#999;position:relative;top:60px}#bootsplash .footer{padding:5px 10px}#bootsplash .pglabel{padding:0 10px;color:#666}#bootsplash .pgbar{border:1px solid #999;height:6px;margin:0 10px;padding:1px}#bootsplash .pgbar .pgvalue{background-color:#999;height:6px;width:0}#bootsplash .footer{font-size:8pt}#bootsplash .footer .version{float:left;color:#aaa;font-weight:700}@keyframes spinner{to{transform:rotate(360deg)}}.blockUI .ui-loader{font-size:4rem;background:url("data:image/png;base64,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") center center no-repeat;width:100%;height:40px;animation:spinner 1s steps(8,end) 0s infinite normal none running}