(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BbYvQUZecY-6QNoGY6gT1_K-4AgAAAAA4AeAEAg','_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);})();