(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'Bi7Onq7EHYdndA4eg5LcPn9m_-AoAAAAAOAHgBAI','_bgu_': 'https://pagead2.googlesyndication.com/bg/tBv30B7cEwOfmOtuBIU0RKM2cx09bPxFJYI-bfU5S6g.js','_bgp_': 'bHUJ6ftWTkvXRCQrBRzXAfu16v4mnUxPt5gkBj9es9pZOSKPWn+eyaIvNMV2O3uVSaPINOFZdmF/AfjZmQpnB6hTILYvYUHhRx9aCB8zuI9+rsj9KnuagOJSYwHc0ioL9tqQu0YV0l/HVbuPKrvt+hzpwo1npI3wobhauaC5kPuFgNB2w3CoA+XysrdhCBwf5zNFH+ptQ+ZnwQAUv+gDPlExJZHcdHODauPOe8c19wLWZ5Zfzhn/7p4J+x8lEQkUISuP+tU84PVTYDGkr6d7Ts/NeeC8w37IEiYGEDL3nou5RUcPVwZ2epv7J6H+SL/Hv0HZrmmUdur2FFGnn6AHkvHmo8WNjMEbDx8lmBR0FghsHeRCWUNM3duWVqHEkKj33ad8mZY6rvcheKj9nEWigAVNW4GSXHWATE3oshzFQIvodzAZMGP/LVyw/PXuT6lpy3v0xREaNwmuWESBnba0sNZr6fhdXcYLl4jRKq9em7g2h7AI+ZpyBFwY9qK7r6hnn1TddASzeDSapHE2V430nmtPw00JlY+Vd/SBAsYEaAt8D+sWG0Beey3sIIS8ywcEXSS3K8nLgDopiOTdbmbpiyuBxAEHFSUNHY2zKZ45+h+jA+oxG4QFI7TFFAeGQPSwIsjE2bMRTZv+ngVXG/Ui6OCzdfFK2woIKZoTUwu7ItkiB7GpPdttFq1/zZWs+HsI6tI566WBgZ5DvTiCnA1DbY8l1MWAQaFeirEJvwrbAiUuYtcRu1tEnDg9HIySE+rcRRcdVvQmRHJ3deFWiDgYxknAiamry8tvJLQCECCJRSBXaDeQxFrtH5qyQN/aJUD1YK4aaV09ShPJsdKz1r5bmhCrD34Zy1MWISWD9nvZm8cnRUNfV4+Pid/ATcusfzLBjm83HVqwKqVAwAXViPehZEZxfMd0JgF+jDBUGudw1mY8yfcYqJLbIe4doSmJppxE4mjbuZIKzoM0vpbZ/gB5pN8VyD/tIFc5xVTBNG7t7yepgnW5XY5dQ442Ygf0zCVDtoMGPcojLLE0l0hBCieB0X2fhKiAugtpUYmPa5qQXdFkPrmDUnKyrFzGKnaPOl3ZxBnBXbUjeEEacJDVhvp0CtqVpgyMIjthJtINslsHTVNN0aYs9UWmyTG92/xoyBf+bgRtCiz/WzAA6FoLIHK6wdb1HIl+6zBZHk2ck7Wm30tJ9LzeXtVdYimTH2k4+ETOdPYafaCW/Dik2nM22PuhvzEN188+5Lc81J9OcWDbrp+HGcSbiXRTN/YIK2jY4k+y/Gnt/7TfWO/JyoLDpOiNqRELsYlTER7e0lf0FBGDHAgfPHC+A/eqdVIOyrhw4KaUBRNSoOqi8YPxR8nlRjxDkjylowBLHBuck/nfOEc1P/OS9sOjwVGCLKjH3+/haN/cgraLnKaVIqXA6lbNXCYvP/J+FYdAS+iBCG63mxV/3bULYpSPHOyIuEtoOYvpb/f15SiZ215G2dLSSdnhjMGAUM471sqeklWM69HVoQai88Ye31d6HdjG0FgepYn7IwJbPTGdQ7JNmn1xYp3EAmfEd++wb8ZXdhVG5z53ESAW2zBRUldTj+fCL3aYrM17OKRuEBPjWG3T7iQLwNyM67w8IpXe8E7tkhYITc9an/Y4YZQnCbJqDj6Mvvy7mDWcJt597963sma9z5QlpwDI2WMPQFOpi14WHaYNkV6qS5BUOu44/SMQ+3CGt0bL7IVWhLxf9yvTtuVBxZ1bJVEubRFnax/jySo3L5+YfBO3xK3Kbpwm5jGNb2rp2nXWE+qdhWxi5RvP3FS5/sHUMGh5ZxkW3nnM5XpZvUAvEvjHYu7uGd/1gUpep3QWnimnpiVJkjCjPCQUvQb48qd7rX3NeAfA7EP5Nmq7dzocelyF7ZMykPorxleuK/KhBiicNz5H740/kTRpEsR2bwgFjrA/Ad0LaXGN7dVdo7ZlJTaiZbmTS9rUDj2VxcHSVR6qWMHaWyA1XEvuS2rg8wGVUbro/lWRrHvg7h/uNqP5WQIJnLV6DwhrTJNBzQmxQNs3SfgpOoVdYwCZanu/r4I08yJ83FsA9mleVAVL/LgxBwUeeiKET5wVE4v2+QpkFXzm/4ZWj6Ck4FNnmAY3kZTefOya3ck3EaVsz7mvolRxL0Wc6wliFFRrBAhs7mUacDeLl360tojzFK0K/2alBVuRtkIZdxeItbCG6e7yuE5iKnHdzBXn2F6ekL2/UodwfpjlHjQ1wPNysHeE/brWQ8nLsp13xnVVJhZQMENFJuSMHDJmBWzBl2gTVJ0cvDPZVN8sxgReTR6XZi6ZSa40+fAnj9rd5BmXdaaikQb+6EkjqF+T9SkKvseOO4PvDMPKtoZof04jXS3IryGzVVYVhMne3xrq3hNx3kLeCSaLuuxXmZj3ljbvHoyAlmJSxb94mA8ssIFKn4Y3gm4czhTYjJhY3uum2jblVDn+2tn01CH9/7hi4vWcbfNRHbwqpnnHufh1Ou2lvX/BD2ONkK3crNetxOiP6b/3+o1/k03ZNeUxnKP2wPQHQdjGCTrMBci2k7N7dKNAgzB4IkoGzfc9NKp0KYJLOhGndSP4Ju3kWZ9D2sgn0WCdibi/jT6ebBQ6WGIJaGvvU+AXWrTalJlu3ILvzw6EJWF4ssWSUfUe5cb40HVXlOiOuHBvCiDOOuPmFlIEOD9ldAeueCh1ElG58VjG8lztKKKf0PSZh9Fk//Rbz7LxYTcYNbuBtl7AszIaGoQS66XM5bnU9U5qIbIWxrGTYGqOtZqkfrJDfA3MaXQ9EW1VYMtjwcd4BGxCrzIu7NrDzVjiDmSs2RskeEhqIQLAtZZpGdgLyZsMPC3h7Mx9sYK6HfVSfZj4hinWC8k8HWGyuNC7DgBa6bJG4z3RODXaVNM9UdbpC3O1i8cModWnYtMZ95nhlY70+pvTx6uKWwPA1Lx68FFELyUWg2xq667/tCJXi59zWhJz3fSl4EmfbBDvPblXGz9xy894KatEmpbKd1Q4Yk0uHVES/kWgOjK88O22ETu7xySpz/asDOhJoMZKV00bqngZHExqao5YljU/O/bHoEtIAUIqEPfOwIxFZ6ALJGM0dLkBbmZNLafYu2eLuFQE0HeYi8eyWj4qLIIIfUNG5Pc0GguUOZnJyWMnxh+qUWNzV1HwypyXuvxnlzUTxDFv1bewjEFaOHM1qWvaqjmWebFH6CByFvRK2WPVVRStqXgs45gl/8xI4wCfOigKpiyHMNUa8NTQhHIVau+dPxM2k3R1qlRi6zUQBn8G70zuCW1t6P3LIrM1fjhuUB0MyFYn45EXOufqvHMscGLqxYnyIkwDZ6f1YploufYV3pfYUI9wy3cck2KSC7iXrUyhDULNA3rWhzkgpIg8O8CMygDhbXGYqkK8tNS6zlCKuS+YiV+vEruBJCUvmv2QFRjBRXnEAicdB1UDFG5cp4ezGljbbf2Ri75GmmB14T2yIf+OdSKR4wdY5tsEW9P8JEKKmIUK4IwJ4PAQkNBziehqly9YOkaHyn6lXjZ9l4gkj9Af56zKjJfWGHuPbk+QM8yuLzfpqxMfIR0vItBkoA8S1XpJbqfS5v5DZQVIFkGqABt0oxjSMcQb5k9R0xCIqhqIrujBNDR6p93+QYYydgw8avBGigLMNvnYsZPo5+L7uCmM5K7HWfw4DV5rOs3/bmI8w7z/JVK7JrO/AFhZSoe8dgzFm7mwxHWGkPiun8kBw7Sfi3B9ngfZk4qZKuv+OdxnxO/WWxffphPCLlha9d41FjmuFtRrs9OdAQpvQj/h7QWQ29ww/75OWZvzqn9LgJsAVUPJwvZEAtCqHGIo+Pk0r8vEVPXNr634+VcW8xwKnh8avVuSlYR3VIR1cVSw8C8gJDvxOAeuv0DOecpV2pJ8Oa3qhLFcmWFgPsZshQPk5gUrDISfM5flcyuaRaxN6CjKBllcCrLpYm6etdWaccp06mIboCTlsWnVYxI6/QKXdabeyz2eZoNQONKBPfohsCglPG87mx6Nt6RMTUVJ7gXuIsxMvFmMreXF8wrp/CoRtQGWc6ZGWV3NwgKrR8CYcNhoqC0r/CGPtK5CPmutVj1T8vviK85LX8ClS9LE1M+q1JxOYKgh+YuMtNJDUAi+4uT9gro+V28yM6I0FWOnEapBfS7cy0onIC4Uk+semHQ22eOjTaqnbJB9jkjPvp/MRihDozBsXikz2kVRINZaazHUO4v4MvkDZXjwzumWFifNaSPNnLi0twIarNsmLhPEP0XJtc9k0gUTM3ScaHMIwK4G+b2PvTnKmawGCZx868GPk53ycbpVaDnTF+ebyh2yW9p1FaAFst9WwoBRmXCqGYGdtD91Mj85btfprBdDEhqWtNxeKcvDnL0LZQoSMTvQ/IAzBAWwr8n6qCsEmmsCQ4qFl7Sg/dJU12es8JZ2xNpvIFA4hRUgoUjwXU/TSDCoyvrGFJysgeJ3exhq+iVCUnaZaLHv+qfYIwS3Hlteyv+kUmtzFWAPwcKnoXKDb94GpRMaRGwSQcT7x9zD2cSclkV8ABtFxVdHLDed+tmdC2doRJK2tY41pYyzduDDdqcnZeeOh+QCguL8BzBlWEOFFZou2RWBUsPKFUI8VT9Ng8xE/2MvWb2LvdDfqhx5WsMi3HJ2EFkOx3b1PTR6wW84Esvm9CAIQx4wByuBmU1nt14MKSX8TwohjATkp++4J+BkF38vOWcpqkbxrZgzxi8R2yXGCwSMs10UUjqgvOWEtCOax/jJUocvLA8VfxaZCB34jCsYs4uV+L0JRSq4nT86JJMGTPXLTHgrAbCHkop6E8bibjm2hJDIS5wqG4bA91rMx0CmEGNfAGDNsd8N5mqrhXaLfnQrmkSXNHBzZ+3EOVGuR8zHChrWuaKUAG1D2zQTQbhsmLK1w2gZ2ScGMuP1JkXsBvCDFINlmSFYE6q2iCcvsJ2CsXBJSZ2tRB7xHefBQ1p78qQtTClPBp0oUCTnAGvkniMFytFJJeQYPnZDSYJbCYpEX6IN3MxIjuXlj7SXVEHd0Zn8K1Ob+2tskKNWnsn14XQMaTXcV45Xt6lI63WsTJ0NiWDxPqvEhdy/C8R/RheHQPUkrjJTz/fgDWAkMRr6/SFAk7pK6Y6WPAp5eqHjhT4Fa4GbWwrlElMiWHNWH6XabK/kXKfZOnDafx2u7kwC/EXM0IeoqgsK9YTdvZ12bSrVpicqFkJStr/jDFyjN9nMF+ik673aOantDWL1LE9p4NY6D6EviFx/Cwy3/m2LqIhCpt0HYbStsqO7jWCUW3kuA7Qs6ge9Tdr76CTpDJbxVUfc4N/8+6HDkg3peGLlLIYG87xFb2dsn1AEl1DkvznZX4qImhRap9PCfEcsQ5W8qveUtqARI45WZfC5X89ICulVDUqvcY0I6HPF00agOkzYpG8cy70+sH3XA0Wm0W4D7IkNZWF7HEFjf5AvugdEyJ5RIAiDHD7he/mpESzQKqxWdh+chetgSu48mBQvg3j1GUWlVMA++i7n1+1pXKkcZqZL8uYRoZ0Vlw5IqGrTOSc5uib5a+YyhDQgyVZPQ6rcG6jl5HbB5IIw4c3G3b6TyqedrNfygstgLhBOxyBwQOcOhE/Kb9xPkKgyOtw5jcMkGU4ClssU/ihPjd396CRk+C7hMjN4fH4KeFtcfVVoCLBMcPwLIvJUKf4Xvn3J7AgkPbNK4aN9VYy9JaMAuaJ7QMjB8/YmZhW6EK+JiVVdCTeyfZ9SxfZPdUSsfbVmWAegaXEk4fV46IF+YP3gnDM0QrhZGq3+tEFpetfqMTD3E+/FNbhkjafKN8mxvRbqVpcRYo2h0DJsnwfrcIreTIed74jwuwhC5I2LeZl5YhgPv1Gwn/dEAVQi/s0vpdGIYftH151BG6Ee5eT/1swXFBct1Rra1cZp4FKVPMTnYnxf7lTIKuuM66D5hfzRDxmFzuLEKxdX9PGEh3FNmXuX8svNCbVUu4gNdJNQAt2+AU8WnmQCs3dyRNIiZwiP25BquBgJ+1jEhGrXkUuafu40MP2KFS5g/YvmuOwyIVuE2P6upI85+DlQwTzzKTXtWwhxJpUKLekRjzqo4xFOWNu2XpTwz7bVWDoh7x49THgHtXUd44k1JhZO/jeeCGmno7DPYX00OEZW3NA1JTcjF6iJp1GZ2fBni5Hw7bXVr+GXUhBKAeokVmP9PRBzKFCItKKmkPJ4XwYc2j1Sk4kAMGdxIfiEF4Xs0dpj4kH/J+o+GllgO7SPSiuE0X7wXM/EmGah3uk246tAOvrfwLeVUuraIFk2IKUQeQSK68V87kaYOmwUUj8Rgllf4xVOWuRxQOoZaXkY1yzMXAZstNTbzFLWGXwimtXhlSvTYf8IcgK6Uypz2QdjlEGe3N+O8uQ1rlpX2QEAoEp/OHQRvYVVKv/CO4dQr+hPLKYKUvZlwYwklJV0MuAIjErVg9l8NUhv/5aIhTN0qTMk6BfexFTdPd8tOz3fqFxa1UCT/FCFymX0ypiok9BrNjWKZ3XMfPzyoijHj3YQJmNj5R3J2n4MTeXud1iAS9XEssNKJ0rlkWKGYOlfLYZrJRS8SlbxJNQD87jYtrLZuKTeCUsIewK48V+0yK05Mxz4t8TZvi40OHdYaRRoxg6P25bhEkCC8V92OohKWU2dT/octhtPFCos/8h1Q10SMvA//hm8KxhK7qJHdf0DenF60LuOJG5RfXe3NUU+Dx10+DyVHz7/zgSiAJWqNGQaCyzH3Nlg8UU6dIdJOQYb8Y73J0fJXBBSvhEoD1CIaY624ZDe8VUsmDaoIOm2YV7LV+198+dyQP3QhuJTstKbUrY5YZXQpre7UIwkZrSTJRHzsdT56CaJgU5U3K2OWb3XdVj7tl8ICfaCdfn/8LctL6zMPK9t/63ZnYYzl+SErBa+C/c+byuxXwp8BpvYDqViDLKFbRSrnhv6jkdNNHpLFY7mpKB78bV9vMj9p5b8Zcc/BaxiPspF0nRsgNcIaPX/QvlxHttejYtQJlT3ExQzvq1CbvMc49QKQMjfpM57nbbShRFKuUAoc0vTtt+yAlsVI/LbrLfNkvhjXG2/TzLLzwrSzatarUk4Y19RtQoaNU/gysI+6iWyq7+wz7m1vnCSHMPVyvw/B1KHcllM7DeX091cuZu9UdefAN5H9zStcvQahhH+MfE4zyzpBx9ZG6h4ZGxoy+rfceLcdJ2GKLI4X9pcf+z5sNxFIPraOuzZWGHHIAJNuNK8cJXKBsApbPs7WZsP8Xzykc1cy2Sf67s0jDkt56B/kbHPxqFN/SHbbvgiZH+taUwbCk+xPi8MpOMJ6bhJnVsUBZ7ME9PKzuxwZEWLvOD+/E/D2kvieYa3SJOc8VdJRQcr7k1l54Zg5XaN1RWO69LAnAq9DnzMtWLlHettg1GHx3Hm5emfnnfnkrPa2nmosfr1zVamPEJhZbHZorYNrcF6SeEK1oxKGHqUp2CYf1d1goNIJvgh81sHuug2ddEfMysrzHsfebqwInaeNPLMw7oxBCNZX0l5VHzcgrjF6e0DCCHgk8xlg2HF6gbJAC9T3tVPFjJsktYs8hbuPN39Mnol4oNTBQM5V472WXRcgXLCAf7LZcmxMMEGm4ojYVKZQGTaZtRQ8nZYkRW4zxuOYv1hbd8j84hSo8E638iMqvwiuGBsisvaGaYasVKSN+i+fePoykdstp1buyNPxv8CTpfqnZbXwRbL5DgC5nzDROsEjVtgJtk4pzqlLF83Vin9CFJNXOX0THgvvEFf8m8ks9FNTVZ/YA3iMD3SLBjDsB/F2QFKaBM3TKYlMoeJo4lkQ4gRUZ2z6TVDeQeaf6Xr7GycgGTQubFqMMg7kswFdvSmMLpFJW3VNEV0TQGlg8Zvv/VBfHblRwH+CG5qgB9kJyoRYBK2Xllt0Lzz50xXM7MJjxxgb2P/rWyJYeGloZSdRnkWu88VxcX2LDl3bQT7YHMYMh1PjvqqBwc4EIZnAbXUXXWmAPDOecZSYmflnwgC+Wa81xf16GKyRHCOWyOWIaCm3UVXHlduDzNqZyBGnVpl7ZI84pdWOQE2YgRGNmDym/jGGU0D/SDnUNAAAN8evd/imFrqM2s7Z0Q6/g+T7HDrxr2BYRhnPACRq99fP9xDgsKdso8Rlpa+gwdtlpnbhE3HXkrgLApYYFoneqJfRMT5jsajWM9GEV5uFZrrRFZ0cvZq1nxxnZShAbz2Ij77BZ3k73JbliihGNe0y4LFJ1XKX8ITTiLr7ayoZxIg7N2W+kbyaKAOt3hRoFYbIHxcMVgAvgXPd7y3eAIBLYcG8Ve+PllnmQw3/u20PA/XPEzrL3l914xJEgGO2ukYmrFFROle84fkf9o9Lb2Pu/Sx7sFUIRlcvJWIM/vDj+hRiQPtu8eZ+hTbLPqzbMgbad1iBe6Vi7NlK5sAMe/6mHOhl92OWIximt2T8llAlc0KjgKOaGGulMvGnUpo/6rjQzEwZwaMt9YK3w132hlfqFb7ec2n2jjl+UU2tNhJrGNh5Ap7iQX1FRretSNp0MplXM7u7n7Wb5SLDHhRYsIXXMb+s9xkBWMRivTPnTs1cG3JpKEgfJQeZKqQr7mvHJI5cvPbbYS8MfmnySnKuXQ0F/P9N5/d6qR8GS+wqa6h/eMWEDgZxclDRW0RVnCZ2qMnjBbC6kK2cMvFnzkYlwJW/0dTxLjDnymBguzYjKSF3iwApsG771+sWeeeOkakvdjAx3ccEmPSCxqz53j/RjEiG3I93C1TbrS5kNO5NmLQfZ5wgUnEui7AyTUO5SOpxTTJJR20zZvx3wTrn4L1oyF5ONkZSlhhEircidWLib08EbN7n6dJDzJsXz769SFicrnKYXyKnKdbXZiXhl8z+OCNEvx3YUyct7BBgWqB+F+95EOQ8KV+DHHVdHZKmT7paZq6SJEX+c6HUWOnW7DRmwyemcJ+NFvX3q1ybQDc1SrfDejnts0DnrnkEaINHHQY5m/n9oJXD+TmTePNMGaOr+hYtE6soqh5cfXr8UAgUx1JGIObdiTZEFj8OZvfDuhvvM8VnODDQtM05TBvYUlnPqJ+qaLYM/nP1HtPyEOMTJ9Ga3sIxtPeGlaJ1ESrpvSYJFYyhZCMXM8MwpUu/Aj2N4ke1omrCBCAdgwH2tfrqojKt0i+Vhoq0tA+JL8IK3K1LizwY7JywBtgabjr0T2Vzq479V5F5aQuEqS0p21kHFt+233EZ5nNzeMc+Xl1IEFdIMXQ/Z8ke2C18ybKw9ZWsKz+/QD8nfLcA27jGl7TTd4woajIpiRHBljaytDCjcd/w9b13A9RVa6qWpP5pAE1JvJKdbsLdjw2tTdo67RanbLvLYYbAw9n4FACgtAe28OfJ2tHlSH332zlDVVXwTTeADScGCpc4vXAsYwSdLqgMe4Paiflda9twJxNkNk6/rclwyZ+F6H70ntSuk7J/YbMKU06j04SJTH9DuilPvy3Qe4gc8s/ogUJc60TdVGUseFR+wnjLlTrZRKDMnQMhGEhfj/BlagbOnPhlIdLOyr7TW84+avXj9/l0fUzZ3J/wRR9kkoWmGMCVKJj1GrrriUNfiY/L+3SV6v8A8yymOpK+ITsG8xQjAEPN+rD0vatmU8W/7nGRKA0rWhESerAGe4MnQPTdTu6RrKY55vxIOUuO0oe2i54SVTgETkjFbHZOc1MEgAv2nDJAAauLyj7omGH+XcX7RPDnBk/msq6NyYNA/PQMRvwHbDVlh5YZ/TPoJXzoapG0i8HjKrbAWNY4svTZa/LBNHBJ1Ma/EUi2Qbbpz4rdkqUoR/iMC2Yrxm9Ygvo8VXdstkVP2yc8inJJfSMukfx2iqNBhzQOvcgttR9RosUq4n2n/6aygC/J0N2P4NWqGjib4YBOnjX7SKDsQlI4FVP5TNpMkMwu/HEVrK0wojZtkl7vRRiU8ph+HNZPeqDWZUWLBX0So8BZFKINEkU2utdt1mo7FnmDQ1pqGlR33gXOZ44rWR7jzc5eWfvbkCHlZ0itv7bNRIcP/vI6AWp1doxIaiPLjaZNMBlkBzTSwxTrAhJf4E3xJbKym9NeqGF3ybO4Yj1nKFz60ToDL1GmT5JSU/YM9Uwt+zc50jpg7jsk6K5cgb/ckVYVrIrTXws+S+KqN4Ax/6x/99JM7IEGUwqW5BJ6jZUAiABOIRjXxDgIJeWQg1WwDFr7aPftyXVtNSnM+5uj5yJ/X1gFsvMxGyHDvixVC6opjHRbi0DlK6gQQKPoMAOIHelKf1wQu+HJbf9VDSxEGuQOzucpCx2hD/RdES1ceJXelZiQcO3wPBP20jq2Vsyt+GqMbKlV/OMEde5PqJAVhIUm9dScq4O80ioI5QxqvcbqMHB2/Y5FwPU6U7pF5lyVNzgRVQA3DTaZcGvYY9f/ftmqZeZpNmvPlv7pD1tqvvxuBSoI0esQOVyYcM+7wd9UfofDdT3ldYI6ifldac3R7XR/Sp','_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);})();