(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BWVMPIfObY4GzOtuViM0Pp4iPqAwAAAAAOAHgBAI','_bgu_': 'https://pagead2.googlesyndication.com/bg/Jk7fixpOLBqPs8Ll1CI4HFyikeoml7Ub_Y2jZpe5d_o.js','_bgp_': 'KDcpgXdPRMkpI4bDggP5QV5eiOmJUwfI2fgpue+P667PMJ30cUYHwRPUIv0YbtbZ6R2PNxHNtAu2kUk2h917lo+HdXFgZ2S6uJvLvTrEw+NpmYcpZ/IfgiSv5Dbmh0/HvxVxbqBHFT7rgMCERHuqsI8ZDqUbpKbfeR08RVqJwTI761YwschdElTK6aasqqM2VxNPohAHvjEow8jitB6MmJd2nD7r4npjBpoPnVx2D7IJfSBXxaDWOgBv4j4KLm0KNv8j2ypXwth6VNfyghsD9bjv0ki2lXRBSkuncYi29SCLCsZqZQtiRQ+3Qcz2zL3dxEDWosSxq0KjUulfspCdAoIpbsYprlW9kCVKdNcD4ZmJR0DFJCfE662x93T40XLqG+eXr/D0Xhi3LDygufT6U+/upyfXUCzxHaxgVclinbL6eRbIRCWpU1y1HZCdGK77EcMec5t/dCG3/+ROU5DjryMdyptaBx/Ro2zU+66IVon96pWfUh4P1ei/ukX9MqPk1clW7PCmduB+ueRlxNOqgzli6fPac5hNtyUzDr7i1z9Kk6ECxmwKypXti47kmHaICgk30bZ/Q2eBa/PVTP9e04avyC4ZE5rnyVksl1nnetWkgTUqIblK1yL6NjqET6e+QeRNhQV4uHR+ZhSruVZvgbZQKNrJAO+sL/KigBsPXQ9uauZ3HCmvKGAk90KTb0/Nxj8lTqPGa9funtQwHv5ZArTVy4tQJ3xpXreJIYFlMCCoiGbZqw8h1hn9t1NFpTgwNcEw6q7ECg6KWej68paNS67ldeCozOhY/NJZhZrpdJdgP5FctFneml8RFCTZG47OsYi4Zr3ZHZb4v3yo24MkcFutH3g6REDD2rT7Ezy4iwsE4kxWbJVgHHMWq7LyA0sMEWPEFMVMheO4PqWOK/7rQLYHsFaJ3hu0YhHnFi6P2HWiDWipT/EVkfShASsFKHdf8BDJKP4ioWRDnqM+Hihidja6ibI9lHi9/gDFpQx1SvT4G8EEH0LGN8ZVb1zMybr3BrsI23jQQm4UVBAEdJALDEhn/sy4S7lIIqg3fypOF+ImPmGuhXCCwyCZG42jD4mJzh+pWCz9JuqxsO4U2fOCGLzspvekZHXnCK8a1c5sDBSs8/Z+k/mpcnWjjOKPyiODSeLyaurAh+mffBZ8vu6kr3mrn+QC81OW/aAqmVZQ7lPylEwIg03qvNJ1Rayo1X+TX9FI0zsG6w0d8v/cMuU/kt5O7v8vDdojcbqMVMbEP+4YEQXd3N/w0Y2gHMbg05Jv/xtlRJzEXp1rzSeqP1qF6mXjYKRc/b+A53NzH+fItq6nxdMkqTO3NXE3dU7ao2a+PjQa9H52/6ipQMF6K/7RUAfJ9kNtkyyjFSf+NuJKrhLRNR6Iig+0OjMI9nxKX/QCvptqkVUzJSYEoPQcK1rZaoKR169mXYNeM4sOZpAl/wsucwIvCAz0ZB+vq5PAhE0lHL4DnDN8s3PyuEjFPr43IzaiKDhio4gLoqol2kUwIC50mX1Ahis89VnzaOIUYm8a8TtxrRjfNHcqAcggrio+ZkX1TBE3x3fZtdigt6FrHw11WRUFRqLYV/IWRnHGoD8gOsZDoBlGEUrHunhvj/a+XfzOl5WmGCBVvNpF1xdRDh6MDi3oSzJ5s9gssgmd/Z8eSKI0cu+C/njS4TjEWemWqQydDmupa6D9YOluHncGhzRZLLEqD0jfiKjaQfs3CUPcEvH83e3vb45+7+68Cw3kizTKN2KLOVADFwad+5y+NvWrHKvdk4W2qoI2KSGMQAgXcpSfDWSBsED/dsXIxfTDL0DaiWl2jK2yAFQgniM5W4M+77S1FkZMFvbpF1q28nI/2P0ViNonf9uLOfUD8mhxdpNhNKwtqi7aauuFOw/DW1K3zK7IrnPxvpP4O9CkopsRG3LSlNef6aEWFInQLXZ3LllfMs7PZllLdhrAkC/f+aZAc3k9Bkz05IIk+h4P9oeruwMWl/pORSJDPrrG31V5uo1bnB12w0OqWzBGu2ZWKVNiftrqGBqgXi88fI0YvW4mtNx8TchuBP2vDnFL2fMJAJ4/06UBfmu3Ka1xEHlMVNBXVKcHZlnpRyndirm3hGyWTxzqk1qrgzsJGDfz8gpVqorCKnlW6KnQdLi8yZStKC3VMWdjMX9GBRv4EMsvXomRYyWuzmhMcVan2ReqN2QhdKn/cZP6vaBKva+oL9Bz/K9czDCLin2iRuvVX35kkaERuBjp8UDW32X3S4g+IolgKOkN9CCYxtxKv9LOBuKO+P84s+Tv+fy6CUgqFp/2H5+d1NbN5FoLZco2N1sH2eT6/9CKEVkE6CLBOHiDNhTjqbn1n0JFf9kMfHVM5rKL6I5SRacoSV/qNRFC1Zk5gTo0+MQXUWokykQXInE3aVxxad+ZdZASfyomfezqTwpBQiFKGjEj5WRiEb7OPelgWnHz+LK7KO7X65SPan1hARB4+Me8dwRdOek95HY1gSbWtKn/8m6NsPcNSm+ROhKQs4le+Io1XJjjPoYulNR/HHMk4oHIpRI0SdJYLfghMOIB7H6TEIPhp5gHtS2dRkWtoyu0O6TE9PP3L7o9TLHgexzxJplthMSb2LQ6GWSjUIEPkkX6l0HK70qIB/kBJMgYyLBN32uEsGBcs0UgJU0+pqW/XLz2tfzoScAWtoLp+iHyiipTHongpHEr8H65unR0DgOXNrqOuEZor5CGTdMZKZ1DqSrxXZCxxvzQ0QLr9WpBTlEiZyyku9qA2EIfU9gUy2FyjIDE/w8O/tUCUJueg++56f68d/Dq2Sqx/i6akvBbIcYVErugihagqRV7aU/q14GBjxsG6jJ9rrUEvj4udGOZGLjjq8kCSP6X2EyWLm+zozVF2kmiOfIlrboY8I8jSsjivMzLpLHPbf6jI+Q1nNpysf2iJkaYYj2sPKWbIOxxmIVHuCOqmNJF4oy/hQnDADYctL295pSXXztpRkL2dRFqwBJtOQ5I2EWkdtKa2sA/u+cX0o/Rs5Nm9Vng7yALizB0NBeqBXxYer9ZQLAPHqRqCSFPdIf4kSgKsaJhoeCt3GWgiMUutW4tM66f7sz+cxp+3IIIjZmJLtA9GJ+hmqeRUD8VgqCJFLjq6C4L1NMec/z1Tve2mlriapJ9OJ6NyBX5I+KkZPdypNUHCqzKQWYhCgQKInFSJrYialVJM3CoPhPwYSFgsb+Z4S38UBTYEFqTJgVTapWUH3KXQJ8puasA/i7gtnaDVhM3lbw6iwrQmRc3t6F7dBn1JKnDqVjCULBsydLVWIUoZwExThN+oVfxvMwpo7clMDA7ph9eDAMQHMu3YobbVlbfOyMYuRBE/XzG9J0sNGipJbpEEhx+p7ioMy08g/Xml/AWKlxbRfFAS6JMezXeGAYl0DDubYvJv3n7IMICvp0trNf2p4EjcUjOM+X04LY5+TvJZyHdCXBLpQlepmhXwQntbBocemIIHQAKgjCPcxnWq5TnxJ7EkBiKIJs//s7ZIsnOZG3d3LXsQ/PLsZtXOhNmqRFolUlATrhgWYr/ti3KWu8tJDdftFDN6j1FfJMYPsYEzFHPN3p6C/I0XajQw4R+JGSwBlk975KRaihnD5hrIoDLYgICf63jBR7brK8YU7SjvNyTdXBjP1Hcn+8bTkSswV/CDFPhLtAumCReRVOtjwhckKrGY65NkolKNYx5X0Ef1ojgY7ThMxXNeYV9lGDRrXfGb7CCNvnD8YMxJ9j+XreHuyEhgUjQZSkX/OQD7xPtvMCMd2gYlRGxJKN7Rer1ISlbv5Ufsp7l7xeIu+YmSa15P9LKurRzrWLstMmVl2Qz0pxe0ZL4V0+zPG3YTg16ygFyqOs/kYD4U00o9XoCBWTK6ebUkbKajP5nkZxRU3H3QqivrOzIEqon8xTpkx7yGSmJ3TmT2Wpy8qM2g+pEskUE/zoxThhwx7ylvmfis3xIhkFwVocdcvEQdtBdH0PCmBbrmU9dD64odSuSV5aHZHdlc1VibR4eOfPkysunGFA6c6DILAN8fg9bI2+qAjuqOFOey25h67JQID3ziDPvKXCe0u5Ff74lzArDlJ84/IMQB7FfFB28osDT/95RisxoMa5gx52HTNeKQe7zRmAwBFy7bIHXI1g8CYNx794kHoK12falKQ97zua29IU8vFuaS3BKxwoEmPaY6rdGXLl0tx3VahI46Iw7AwP1R/Kz+MGxUY/M04jeL6hVg5zdGS+ivpqMPet2SGAUoLY/rgM/aQaux6UypV969JPxBosrPB9Ho4bwB4Pus9xXOnbEkiCyPIk0o70fm4PyJY+UG75YgtwMVWsPQBwXjiPbhtI0VRZmRaGyEJ3TYtgfb41mwK0F8qWv80+3LtW8XkOUEYSPzwa98vurYNmNcwVC39u4EbvotnejwfPiqrnoH+/syEMPsNuZDjWI+w9HuNHm8PhLHbphsXT3nfrD4KZnGnjERc/3CFLHCO4ca6SqFT6ccok3o58OLGKfhXlHrI/hABOlh/gjs7X2BeYYmionZWLFFp5izNIhmHs20yRjB1Gv12MC6ClT8TB28udmL/gpnM1wTHzpBXEtMI1JMVCW18OJl5xe+WZPwJfgygC1LTk42g2BnvGylrpQpCVlLz2ZlmdTB4ImrMLcfhX96i5FsBIpJrGR7bSTTcTVT4i7S35b2clVyOR9hT+S1GC11oMN2XYEOistTeBYnrpkI/4NBnFrd/K0mx3zoyYRMsJtsdlweOUFLIY1w/DjJ3XNglwKJgSdkoXVRIgjrAqh+T2bJZzd5lWIoNMZBU8OJKxrQuyiS5fYtJTIy9FwkRblnwwXVkY62AjqYlewiFFdolig+FWg0KsxHw3G44ncqPNzMG85Fd4sPCKUrL05vbz1zxZbWsKMJWVdoRAnxxhhhaeL+RpVUM7wANOkJcuyMFDn12FjDMqhDfU3CrP6pWUW+hDImE4GowpHbUUTykyIgYOJMJ6M295wvkHZpDUf1XcOkz5hQK0f7JrhIXU5aQTi7m+xKZEQILHYMQUJnj+XvJKR8bdY59xEXGaT7ipFol88sqSxiutCUJaa0ye2oL3ls6H3TVEjpgKDWJ2sEq/Z0lNn888V13oi/PbG44dOyo6ti9xEuqPsJLnfLNxWYgQZ7WXa+GG0P/41elnYX8ehxJIETTkkJfKg7IcgRUXQeh4qE88HsdqRz9+3rZDEuHIfFMEIRreC9+Yvecw1B83qdSeQWBk1W82EbrR7hjyxwbs/bhOqQw92WVrt2VT076IEJfq6SyQ/9rRoKRTc4iX5ZxLpBRPGIEo74SBdGuYVCPiaVVZjW7A5odZ2b/Y63k8YM0LQOAVVg39e3BBQsTtnN09j3bWlviYf0vvCNNuD8m7dRAO94r42eGlfMNnmM73ehEk4SatleTKiXyTfZDh6u/kgTYx/6wVaohfsmEkSQ4O0kX7HMV4m6tp3eJib4ExeBxTSFun9nYG70UCcuWrTGypRiXqnj2YSMReNNL51u7IStoiXEfwbgUmvFGtGWXOLW/XiYZ2xP1gZcYzHYNF4f7GyO1Jwm4HW80V+mkge6RXKJIfKDwqEBURf9QUYuE6jgibxy/bCOQ20w3oQwXndK2f5D6/Q9CtsVh7aVUTv8OC7tuffhWnBCD70qP1INFkoVbfklRDEEc+ds7a7TBoZC3MySGfMW2Ty2DZhX0YzsK/ONKLW7TF2rypcNrqiScQ6AGppHcAd60rc7g9JegRpN8qaioDYccxqey/vhihi8PIxuNci+4EJJH4xOOsoFqqpBUGxdZxoiA80SJbokMEqQrq2lpvyNzJYhaV+zzWeO5TSXCOSEQfd0tK43MCsRf+lMm0dospwMu+eJEk8txtyyqae6ZndahLKYZBpOdwJXjTFF+zMwrHx1v9nJ7fyzGpGWVScLda9n5NG5KaG7lMMU9Z3s1C9jWJh4VEupRvrlFzfLcEJXMt0KN14rKvIdQYW6gwD9o+rgos79KXzcCcZ6n1MHchgcBjls3LWSIqwakzxEu4jJ/FAjc7Nz4djfP6xL3SL0XkBjwWUKohs1EFPxmPjE/SjIAtz3JQPCqJcB39KtuD6VRx0upikhGbd0wSjUp2fxGJNpbXRlYW87SY59ctaJqZoyMFyy+npCapJici6degRJwSZfkzwf8P83vVkd7vnv7Qpk5Aq2Sa0+MDo82dUtfjwt3w7AD7qfILnurnZ/dpgti6k08p4Az82XJ6L3edxf3c+3bm2zukYVjz07gKBTi4UW51QLBUJj55NcKDIGa85KJn/ys9IffvvJKFdWZkBe9sQFEaZuW3uLvkP90eodLhRLzEsI/ZmZ/FNNF/LJ0f1GnnlmJ3qUSwNtk9kT7wbpQrJJpcBQDJ7oFY8nbEvi8D1DLOBM13Ot/WUxYSUc1rdXfTjoOBFfCUkaxGwZAgVF3A1M2vjscai7M/Bx4/38fmbXw1Y6YMsdQW5+cU7UPyhaYMdHK9KWgf7hizmLNOvXJ2MI1+UgceheDErbUkdyOmxcPySKplf5erik4yIS4Q2t9AJ5gT2H3fmHWNjJolLCXROOoxtjLLo3TrKTKzbV1zVhNvL2U6J7JuLnW3KW/0mXkvVuBH3KAcjDyyPmiDwuKqu0ZA7BQempYYM8wctMAoLYmnjfYuLns0RMON/d0GtWu1CmHD3S06J0IPrZsaSzB3MLr0V3138s9EN1Jlw3zJUHX9opwl0qQyoXh3OGi3Af/6Y6qyXBmggESnmUisWjvUjCYPlAMyKZ/Oflo0HQwbywmBuXELgtuuLBYlu5xDgxG6+JRQ7xW6xCgkFHeYoDlGLapsqCFDPfZ6dVDE151g6LRZhZNA03G7J6/KIdGbHIm2OP5xAW4Dl16Trb06qfbfFEG4gKuEMYbFKrGCk0Ku13j6IXBE0avPxgK7HQpJczZY5aMN6T0zFRmvgblXVW8flu4NyK0uIZXYxqo/pSwc+SMJnsOraBEXVrMxoUvMKDPv6OWc6mMuRxo726B7quiVJeBsfYq1hwP/8MbNN1C04JX4zDZIId+5eF4IB/YI+Mu3zOyaQmL5P+Ql/JSCrs/q5NEnsbliGgZa5cGgje9adHmvg1GN2mimAgYk5zaapDI+f2TqPBY5CmR1T6X0eEcvTPyZQFE4iXvPlLwvR7lgKglKJnVZO2hiITzgIOEMwmwsu61jytU7seVtlMn6+KPxZzYhx9LiS3OwHD6xDHlBGzYuWfKOrBGpTJWGF15qtz8ZYu1VmNRuLBLPIAtZ694NfK/P4tbYkZ/dq0NnyV8ggigqDV5X66BZ+onuaxS7zUp9rf1KW8LOa4hsfB2MfLvV5BQDMqL5ycin+PHx0yQCcWpJ1XHf/jRtG9LIOHOjWb9Na74NPYqfGogZSaNYvHHxh7yNVkmMDr+bcbvKlg8Hgnk48zv706aNyst1jKhXBjQvjcDU3CKa8ZNmbVGHp5/HKVMgERF8L9nHOhuCaweAhHK9X6KPN9MNWB+usIMCJjHBfVU3GRArT1eVzbCcVqoMSSI4EeoBgVWcaLCIYGOZVgmyVV/V3GZPNjQwfSYLZ/a+arb5GbbMzVEi1nAJCpdCY+O6Tp0xkxPqUhCAJU+ZeyK3A7ugAf5mgx7S6IGmXozV+UPnkmevWXhW+SJwKAzAs7117Ezi6PfEUWuGj6XqZEkCH2YHqcvdHIu6P3FlFFtaBqp8i3c83zEoMwZzzawc56Q9Ym/Oh+NDZ/HXkvccNNzqXlkRzydmrDMroPzD3mMy9h1CU70JH7NJ++rwGxbGalzaEwR0aQdtcjZAxpngkEQYGxb0e9Jt7Atdq9WpyO6b8V9Cx3Hb5ABdXeQFgJcqsX/6X4hhsIUutrDTS9OCeJ4lIvnD9LY0K71JX6XEX9UuZ8AVbuS3IfhsyoG/KOnPTFXG33u6KZnAtH5Q+nCT41O1DAAQWTjWwGWrvpS2pFnkaQek3nZgkux14Tfc2Tlap9EvRdQjW2feGjioQvc5J8CP1qEUtNiWiGs2w+ZFKpEudOrm5Cu/xgB4HBYh+kNhoNZG0L7nXqygflsQTIM0C4cOy9R+tqdQ2KXGKuCKk28hJf37TfGgw5EFJuKYBAu2U1QxIkOBGpdNwvRs+XKcO40GHND2HX8Q12QUp3TbvmsakjEg1TMC1PCLsGBPscfW1LuTtkpZT2XqDWqLneOi2SDVPkXu4WL+0y0NBHIcM6fr6uz0oeDOmgb6cC7PenGrvSgHRme51RbZnxQhMJO13hK6H+4t6LfylOeQvY3umTgxYn0pj16PnTGW9gS7gL3Z2UyaeaIjNktTF9gjrzLg3ii6nK/Hrh4HwZvxf7sdlAxsz6IaGOa4JZwM8GMQcX7UWHrQuSRmVJ77gmDuGEYVJd9wG6NqKncSuKHiXDx2t7pxRdCfVaslgjjkRCYhS3Pm+ZQrOtHUVqO58vEDANiqn0lp6dLtbujbJyBUmTiSwVJrlo/KU1rJPtGIU1RBYW7gfr7R7ZrReR6RlzvRyyCLRtSKeUlv7F8uFCqxDpgDlAcKaGG7tw3lOpTMg6NVOEavFgW+hNNI6J5Bg5yHkbWHMkoxsgen80fdDM3A8enDBBLxdT00hfF0VxPaB41GgpS4qRZTE2HsWwUwBPY8wEVBcW8T5pWaAidIViT70qO45g5/L0rfAZ543DMov1aYLZ6P0SS7EQKHQOZJ0qi7eY4jy42hpWTQW7Z3qQZI4ZmBFBU/r8dYy+LlE1ITMa0/3OisjoJeYUZVDRggcpmr1/8/7OLFtQ910+89C7GIKrA1x85Tv44djoq1fCOCiobqltFFPzwVLNc2O0F07bYkni9TrJ0fLyS5Tk2nznq34Fj7OaNtr+XBXB9sLht+U6mRKnN8LiJ1kWXCTli5l9Hj3BpV/PSvXM9sqE14n/bkMfjNCZEijOM0Y/VDFE71rJH3D3t2fjlKIiv5/QTNjdMPHTSMkqZtfzuC1IxcHwr/VZL3X0MCg22j3AvGU05K50Ts7cSQ3UQi9p3b7HnoTNtfTmLjNO4mx2I5V3uVP/cwiGpGT76eu9dJyJZ6YqTJR/esB47E24Ml3l0CvoiWBjGePuUFWZcRPhDv2wZCU0UmQOXcnIZs2OT5AO6yXArHaPvNaTenXHUW3bhWhJtxMbGobOYJkMvUQktw3c8MqjvqyHUBJxxMiH12mkcRyhZ2h8hMZuL97YufNZOx25Xje2GofKMJMVIir263dx5OZWFlPpO0rE9k3DTkxlH4StnvXYzRJCqP79DGcw/lLJlPGEAAUrH63vTGX/K1+isvIbabiy5qfQlI0H889/JnFb4F8ToO3CltizpduIWzecvhU/fJzAXf+FSGj52wEzWwVaEIlaAvrUcQXHcIbixj+Z0jWdIFze/WUfxItCuSmPgr1RNqitHLNzuLPLITXtkY/afKUTrmJ42gKVETO5YVO/EE23NDBVQvc59xgsO9ZXX/zvRTY/7lSXDvLE0aJU7giCyvBhVgGIRXBlWsu/4/4phRIX97hqcorIFFw6pxG3MhXCFHxjW2le+Au9Wy5bVQwQag11C0Kq32zl7lY7N96LuS3/A3zVwgPfmQTMKc4ldOrSu8EVWTTvECmjeE+juwiEuDih2K8/5fpEQfDvhtp6NhpYR19q0XNHGY3Q24o/DMfcoQrAVpATn29P/INlOVEAZh2euDw03H1i/FfIqYqTD0rbYxny3HDQa4GhGx8WVN7CJtVD17IAFAjxcLUpCaKHbYmnxtGpHaKpJzH/YiPbAUQcVagmeslJ2ivTrRUu0EumlIzgwCuNC7qnzGnG83vIgMc8qsDlOSslZmEMAqvkzS/8HKCM0Kx9djeWX6wksJktUzcnKe26H1R/mJwpmUoM1+zflUwCIj5UM2PvjDNB7HBoqgBUcPSr4dxuCLKaDxgPRGPz9VjXodC4rWySan61EVkGUQUNjoIP1sjpUHOJdu4qclr36EmEaWG1fYvkpkgINxSFvhlffgIjByJUJbABiFFhuqqdLr7GK8+UQKvROnhvZit69dEJNPlNt1zjoC30PLwerpYVf77mCzrPN+DoA4aa802a2VpB7uLQbYUx3rYz9KQeEq2Emj9P4/5WU78FSyb3t6Qq7FVeW87lNiaYSyE4D2/LfU0Ww4oiQdlbTosrnvdz7ENHjTgUpiC3J3j6BZpfKnrXhlazR5CLHHXFDVHPR+UjmTAXbvXqvATS/ewyfIXpY5U0z1tVyJbNxiaTflaIo8JOOo1UPmoOf2W75BhHsFIfTt43ipyH/EpgZY7doa4MvRzkjoXJSsLNhGw/QyA4JqgbAlSp8Z80DCQZJgqJ4ooA3YvJm3yFl+SjHwAplaBO5KfvardwcQWgxNdyX33CR43/cdpYPDJGbqM40BhV+2cB3VNYMQgOeIAHPUDp20354LLQO4Hv66VUwvwru4CuZ772zUOuGf3hl+TlhEVKMzHLqb9l90IlncRqjaogNfJuAlsB1KtpYELRsI1VQJ1HkdOh58K6FKHvGOgQgEx8AZu03MLU0wo7uCClxZ40nuEAl+zOXE/mQeyumnzUUxwYstv3NnEVApfkBUfQCVuMoEWZKoG4KRtOKNlhRLLCICkpMB9nnERlvcEtaETLyjHgqSnYjmSc1ri0abFeWKD0hCuK8j5UbvjeD1STbm3E8zPWwMepvNOSFGm2cT/1Lvh6295qFHVfQNrG1vk8dQPShuWL/9AAVU4DVtXIiWvVWLgwv2wPr2BzK083Q5MOaOs8T5Alk4LO1PucZnbCTZnKJbyGb+HUZXRb9hVx9lxCKlPHwbZxK0s2JtuDPeoOAS6LDp+qe5bm63kHz0mhAUfAUzhe0eqCQJFIjVa/+r8UEpWHZgxYtqFKPj5lHe+rkAlwO+S0ryVqJYoNwNqmHFO2EG5gHuAJBOQxCxnDTNvvjVtYuWKjhjC+h3Ij6BR4rS862ANKlntLpIshSbZvSwjVGjkeA2pOKej+gcQzU2bBFGz3y/mnLUBhPN0wyt8nuiw66B8W5TVElk+QrtaO6fzmo8U140l0UXErAmt0dCojCF1CJ27tmazSHkJ7dwxPKH2FnIZF8ppeYpcuWXD6YKhEHnjuMSP/4m3XkU36SIkia/3iSIqPi5JdokiAH/GOkQr3k3PkSMg77myE0i1nLfzsM/n70dGEWVCWTdrfnyONJbaE+VzOCmyD3auPuIk3PkqqlFyIHL/9cQSORlKH9iN82WY/W48yfZlc6B9UyD22Kp221Pn7zt5ag+ukSyAeoTOC3EStAa+1BKQ5YJXWonnN3EWWqKdAWPFH7ufkMLJcb+livsH+TYrqnKW0IN1sbnVCh/0ytU89jy5VxsyfTvDYs2Ov7z88fTOHpqz/s84HCIjkwPINDPXiUeKSmx4NjczYUBJDlraqLuDhCToHggVJgyDgCaMXW3+9kDaeApsNnujG/OMjleMZyD9qFt8uDP/7hiEHUoEcdV4kaulG2JML2sQM7a54hyKo6BWQAgqwTJi3erTZZvWNrqvxmw4KzpQs3TOcz07Zey3cnheystEPeYFZYv6HOaz25rz3GXKV8DSCY5rYu38FAXa3qRdSmBH3w99IalVKgCFooeYeJSiteEnFxXfJ5esnSUKR181pHYqkfKJfcgT2sgfLOUevpe8ISdzUsOFzXs1Pyz56intaOGVS8ipLsviX5oc2PnnOMTAhfCRz8H/ZZtRdmW7zbPUMxNjJQQFEFBhDYAgWMDn/OMUerFC3UlI+V5zXTSzCKAOhmKJhOEXGYYq5lV87EAGPKcGD4N0rLZxpvVH/ixNxSVLEu8uPaFeMTW1xH62Uy5wswhm7kAiEXLuH430EtWHbHNQq+TqrlKb1TpPlu1174N7q3FTpZpmNPCbCQHxmaWqeZqdi3hRHhfXpcmCFsTRX/fmix+DZmeY1nuwYqHN3wo4QUACjS4OwSdPCqJ24TjYVy1XWJqkqF2GupMc5xnpBBy7lwB7jfIf2WarPZQif3XIRinaWfqc4zBShAUnxUQh/KLXuaSjTokVCuoaZHfnWMTrrjYyzyHv8QfpFO1sxmC0k2wI5MAxB9PoRzSiCmM13Y03VFyF07w6AWHhLFI4ReVaqGjf371rvUqXR/cY4Bl5B4vHaAyRSyW/i4AsYOMEztY1UuPTVK89DI9zcg1sdwLF+uwCaV1imjO1bp6YTgzmrKw2jO7X3VDV69kxK5Z4CFP/4RNFNi6+lipVnJAkGp9SO4xmPdeEVP9BCibP4bT7aBl6fqo1UXZwGoL1wi7WTagA7JR7Q3c9RS1KL+sSJxvMjzIKCU28At6/bo8EqGjzX2iDAZZXQXe3Mi4QFi5eynR3re8UW8JvlOd9aM8LVw8L+Qh++S4n04G7Jdspic8AA+FKWDCxHmuEp2uxjB/ATlOujLjhtAAHS+a44hRzQrs2c/yO85uoAiJqQF44pAbaWueAnzYzxqNPr22Kg/C7owB53POrQINLoN1jlyi27HzTHHTyEWZ6FtXZujQy2NN1k04mroSvZ1HI+6tc8GiyjaoBRoQrCalkZLpW+YTgqvG4Zv6lDZL1GvDK3b0k3mqEAgM8sk34McWyz/VkCQyo6rbgvVDECU2Y1DguKpazo61P0YJdqhRrlldyQwtq/3pDGGyxRMv3VE2EY0o8B1GLZdfge6GJdzxXOKBJwgv9ahLlNJwU0rK4EQneg2M+YMXQFj+OjReuHIZCGiS23MHdcjPG5u+sz9xCmnhN4UIzMVU5A9L4T7piiQf6x9VGUclJ5vFYpb54/KfPN2c675tqDD8QZOvxTYPaQSBp7XvBDTQ2+JoxJ1Y2b2BtqJqyP4yUsy2WWMpteRAW3HG38uRDI6MQh9aeHM6aQWuZlQcrxAFhjMV8TV14vaChdXYQpglXvH34ua0K9gpfEQ/owv2aqPbaQhOTvtVyhwgr9gRsKNf2rUWg4j0SCiYSVu90Wgz3vGwIRSW0jT5Py+DE3b+X1FHx8NjN0rU38lNd98gHCBy2g0/1cQTjLIGc3iDJvTvwP8cFBcOkkHfZSpG1tB9ESIg44QCUCHTQ9KmaZHUau2Slx5rPgPvm8uNq/2E2bKYt+7mt6PeIVTwRx0WmPK7a8mJ6+InZE7g4t4z2lF3ESx1Rcunqbi2Rrv/HPG6vAdOB11Xhi+6i6yI/LoQFP9qmHJcWNdws+BHubHuIoaR8c8bV+Uz0r5Tn3bhbRMjFi1LDVq8YD2ZodL8f6m44C0/FuQ7IiLROSYn9lOLymV1qXsscXGf6f/ucRB+DlHlYVXcMxno/DgA88XbCS0A1+GJ/pPKywoaVHsHu3NYecN/2GWyzDG/m/MOntMUW//oZZyClSudzxotYYDJovSrq/i+oW1Uu+aoDgbaTDK2jd65BixXtKA/mUbwn9vCtA3KoDa0aJpk5Wt50/V2JMqbM38yolsyWxfzaz9rper1rcz19wAIgm6unIjyfJ2yWRmv8wafIZQLX8+N5rpbtHuXR41BX+VZZwe5EUslSyEBbi6x4O3cIwywDATUyzCqW9Zgedyqlo0RCrfvmBKKGGRl2ZWy5Xj8lj6X2kc6N8bav0kng+p+Qc5VBeF3XR7+3jnUdzWbvjHIS1rD5e1LC6zEeRaL+jsuAl4hyfkdqHgZ91K6WD3U4yiWuqLA8+tB7PqAYu4GG7dvUsQDHf857WHbB4GqghsLjMo7VgAMxp9WKzYNnxzol3MVbfpDV/rm9a7PRVKfSc7/4mauz+nJ4ch6PkGahPNtA/uus7Qyo93XjnYhSCLwW0yPC1s5opHz/VjpHH57xAkINBwmzZBaFXh1sZrAzDlq1taEk9ndTg6YAy/YraDCuYtcwb1KuYmgWkHcaBlrlDMs','_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);})();