(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BMNZc1recY8DIJpOw6wSA64-4BgAAAAA4AeAEAg','_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);})();