(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BvCz0ytCbY9L2Go6Y6wTh9IHoAQAAAAA4AeAEAg','_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);})();