(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BWgUUMOSbY6qYH9GQiM0P7uqq8AMAAAAAOAHgBAI','_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);})();