(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BbyoBCdebY6KWDvaPiM0Pqaq7iAkAAAAAOAHgBAI','_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);})();