(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BtfqTovabY5WmA5eRiQaJqpTQDAAAAAA4AeAEAg','_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);})();