(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BeegT27ecY9uKJtyQiQbHyrKADwAAAAA4AeAEAg','_bgu_': 'https://pagead2.googlesyndication.com/bg/3WpNOUgrN-_pxVw2NAHVNtofer_w6aLb3ZHXGHAM44Y.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);})();