(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BC7SN5dObY7LwFMWY78EPtdCVUAAAAAA4AeAEAg','_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);})();