(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BZXTU15qcY7-1IKmSiM0P1tuIyAYAAAAAOAHgBAI','_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);})();