(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BQxKuEdWbY-yiAorn6gSrjbHIAgAAAAA4AeAEAg','_bgu_': 'https://pagead2.googlesyndication.com/bg/Jk7fixpOLBqPs8Ll1CI4HFyikeoml7Ub_Y2jZpe5d_o.js','_bgp_': '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\x3d\x3d','_ifr_': 'false'});var gsodar = document.createElement('script');gsodar.type = 'text/javascript';gsodar.async = true;gsodar.src = '//tpc.googlesyndication.com/sodar/UFYwWwmt.js';var s = document.getElementsByTagName('script')[0];s.parentNode.insertBefore(gsodar, s);})();