(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'B6UmPlfObY8LsHqSXxdwPgI23uAEAAAAAOAHgBAI','_bgu_': 'https://pagead2.googlesyndication.com/bg/Jk7fixpOLBqPs8Ll1CI4HFyikeoml7Ub_Y2jZpe5d_o.js','_bgp_': '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\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);})();