(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BBztwbOSbY8btAsOt7gTIk7TQBAAAAAA4AeAEAg','_bgu_': 'https://pagead2.googlesyndication.com/bg/Jk7fixpOLBqPs8Ll1CI4HFyikeoml7Ub_Y2jZpe5d_o.js','_bgp_': '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','_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);})();