(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BkYpNUW2cY42CJNrK6gTN4qDICAAAAAA4AeAEAg','_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);})();