(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'B1R_qQvMNYdvwBpqA5LcPtaqPkAIAAAAAOAHgBAI','_bgu_': 'https://pagead2.googlesyndication.com/bg/tBv30B7cEwOfmOtuBIU0RKM2cx09bPxFJYI-bfU5S6g.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);})();