(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BMkEm0G2cY8z3GJHsZd_bgYgPAAAAADgB4AQC','_bgu_': 'https://pagead2.googlesyndication.com/bg/3WpNOUgrN-_pxVw2NAHVNtofer_w6aLb3ZHXGHAM44Y.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);})();