(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BvWfuqbabY_PFJpHsZd_bgYgPAAAAADgB4AQC','_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);})();