(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BlIKQt7CbY77LJvOS78EP3IilqAMAAAAAOAHgBAI','_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);})();