if (!window.mraid) {document.write('\x3cdiv id="ad_unit"\x3e');}if (!window.mraid) {document.write('\x3c/div\x3e');}(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BXVKDtUhcZNT1BvqdxAOsy7T4BAAAAAA4AeAEAg','_bgu_': 'https://pagead2.googlesyndication.com/bg/08cn5b8EVMSc5l6e1YWDk0jg24yFrQ2cZ845B_qPECM.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);})();