(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BEY5U69qcY4ayDovY6wSY5ayIAwAAAAA4AeAEAg','_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);})();