(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'B54RKG0WdY4CwDvSO78EPpqWoiAsAAAAAOAHgBAI','_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);})();