(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BhufRfsKcY43dA4e36wTct5WIDgAAAAA4AeAEAg','_bgu_': 'https://pagead2.googlesyndication.com/bg/3WpNOUgrN-_pxVw2NAHVNtofer_w6aLb3ZHXGHAM44Y.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);})();