(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BRyY0tKabY4eoE8mV6wSV-ZT4CgAAAAA4AeAEAg','_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);})();