(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BSQdwQLIHYeeoBdeIigO4q4nQBQAAAAA4AeAEAg','_bgu_': 'https://pagead2.googlesyndication.com/bg/tBv30B7cEwOfmOtuBIU0RKM2cx09bPxFJYI-bfU5S6g.js','_bgp_': 'bHUz+Zk1XcOq34WLBXfOZixd1j4LyljyXyDu5LGZgLVR7tgkV65OAfQXXVmd3jDen1BxrBQPaDX2MH2zt+ntaFZa66MhP2P6/+4GNH8U9pYPtLeCv9zUUufGxPDEbfSj6ZLm4DVGq83K5KJz27woi6AVy0O4rrrqa/S50fwwP+ATMu47haXssujFPFxptoFCn3gjSNuIUDjVDFPVYtW3pkFivcF/1q5kbscpB0ULrNEoSTPqQb9UWghw5r2lG0oPqBvBTNH9ft9B8ys0i6ko6EWQS2oX+X1oG3bkUNLhQKK0L1AreT5Ah4kbXrqNgKbt/1iCF5/hcUsyuS6R1i727BEHoq5IRWrCiKF50ODtuLKYhu8gasFq/vYHVpKtfUxeWd3gsApr3EgzxOSbGPdEXRqtHBL4Ls8ZP0gyvnez0BH27vizHcV+WNXcuDbnrdVslSYB+cNMfP3SivUYv2+voOMIiyDMoTXDBUb4NArJ2R3Zk64HN/MkjPbfaQyEPMjwzMKX0Ql5yh5EBH0LGNTMxxMy6xil1OQVBv7QMaQP7UTGi/l+wPWvFfCaRW1pjmbSy2JwlHLsOWtBnON4AB+CIHBtpnoOlOXJTjDhO0vl9o0FdVmuJpLpzRuuSqIcJmTihXWIw6vG0U49bsu+yt0V+LzqX0Fp5WvSD9plbrhjDMB4lfeYF4b7Mdq/o52GX0JzztYC58CJZugPrwPvL20Z7AHC2MulX9RpFufolKUAJWYc+KQ2jpSDwZuH6xzi0yLs5yniye6DlNYYT1YozcMxetqwltuK5h0IKWYLLFwxuKFv0MVQQYH8rNYGnbhYwMmq4GlkJZglNOJ2WsGDKo+b4Ce/w3Z6A1yaRJnUCDD20L8Lmt/Lj3cjZ8JwhZF9sUD/1zYQVtbhktEZZM3hBBUG8NL2Q6W6TldH+/5bCWSKkBLZKURw90m2ZuqP5Wh2bX8U/w61Or/KMNBAN2GJnoV/OE7OZ0kqRTHSGxEw9KIsofAjHVhgzyyvA3iB4zeiCjUMvk+WDJGcqQuoecjFULBIV40pCp+Ymg0X1HmEohB61k+U5zuZa3LAKK1NzqRgHiebu8HkT16p/Dh+xcUZYeuceZPKGt46YS3dJ669XL36RFJ8sWbsvFKnmSXEVfy0tFRlN6B6QHIU6qGkntFahtmgOpjwh50opR5ROgRkx0qpFFpSUkt+K3sI7zkvxpu2E5r1htIhQgRkfXQkFLQUERmH9/ReUQGcywOLnTXO8S4TlT/sU+NCESK+9p1wLv1lfI2RT7XcS0uwk5WnPJny5++Yj42zfl/49ZNjlCOhUyyosMcAYCtX6PC9sDqiSjImykFax3Pv6nmdCq8kdRh253S7mNZIqAipNFQHeN2LSWz1Doe7TfrBDCKTu9dJX8jTsoWi1aNWsdhCL5gfB8+T9z1y3IsJwdVyTryZCzOs9kESj5SkeGa0EbNKEAGz4Lyt3kWlDtzQxOSWdQ62ZnFo6BhYi0srIsHIiXYlggUjKYeZl6P//rhURsOQgvLUKoTXspsG3bJWL0KATPT/Xom9714nRTkAUaPfrdby3/7lNvEjP8h7+BBLe6FBoj1OSSjFi4Jv44nJc70HHWZGA6qw/tGdtWXrr8iCfC4d+6xWVn0Z+JsM3VYibYuCrSLgDc4Mt+TooSuFQopfUdkB2PHwrnzji8vorglzH8U1PaerB2Y0aVwMRj7bTLG+feuWMdd+ZUpEmBjhZQnZ1liSpkliOeTgDMhNKo5aIC5mqTmUEJi7cIWxxxldQmRpMOyc94b9eugd9Gewdh3CjGvMViJJTTtMrEdvmElJuPIuuawF11TkgDoJeuSbKquCpGrpL9UqvB96CU2w0W+ClRMw9GYUrbJK5KI9BzyK1Yk+rgeUv1qxBBW7X3zGbbaN1UZ1DYUXcPA6I+/P1fwiLAe9Lb4jOS/CC8kj/5HiN89E1wf+ABR2oyyLyL9QTX8J3G7kJ9/W8EzUAl/zjjs3Y4q6nW97SYzJgYHmirYT5wXHWP96eemMxHkK9MM/Yv1SmcH4s+TtRYj9FUYC2jftHgZZmYiQrcJA0oi0oxzKLJq5bAEYUaP7nUqVVxHj661jGUFhbj8jwxLP7pTT+XdxfMCSO3ZobNQyPvSYeqFiNtOjRU3PEozt+Eqp4J6ZkltBJCO8AsRRIEgIV+CAXAwY/Jj4AoskI5OfnDicM/voUro1cXsR7krAslJh9/+5U3SDNdz4yyyOMd2dRWoJXxtuBMuFUTUzo1GWbMmfzw5lCJZs8dgNGWiYHRIsjM/DLDx2+Ebm1Y45OXdtLaApW8rmnoDr9e716E/3FFz7zvweiUcGPXxbY6fWg09QhINZPR02iatwNTktZblnhILZfsFl3XSydJEIKKYQOpoQgA9fdKntnaKyJTazmiDdGhoRiOMAJfLnUWay7gfmAiezaXTr6k6atERAX2d2y6USGc/H1oB6ODDuLdA4rWpDLDrV5vlWDOkLxHSCPzDwFW7JPrW5dD53LKumvAsO3eP4imSYNXdJ9vEPDCjnIyTsrKaCLHqHb97zCoQ/c2eQOMgFcLIQlkxE/5B3ysNAxTeF3hzF0WKE5VHrX/ZxYhrt4edmoyR/QqY1muc/AEC54aobXaDJwOm552a3RfbFopVD4TznbNl6Qak+yXv/mZ3AdxDw8kr7MqV/8sAPtBimYgfl+YVaAC3zgkZIulxrhIYKqbniCnHUK5pPjlbM5NPL/BKsUq0M6hFnp43wSJpX1FeZQAw+zzNji3b6wdXiooomkbIFLOokdA7IgDmy2l6Lj7erphbSZ53FVHej/EkPYY3+vsQOQo19yzNiP4L6gNKsH0mtxO5+D+cgGI01I2i4QJdsvOYKGdAGtpqPtBOMlK3uLdJzG1fbIjQRexPb+XCqjHUexMNENMNrDcrAuFF4ODuqM4PUKt1AkpSec2x86cOu7SpTX+/2XI3dcWAwsuxedNIWQiU5PSs1zPw88MWzz2rONLswUhBqzUCjirXtGpxG8o6XiEAfXvmC87Fvm2DRjkis86AbtwfuL/VPScCGc34Wg7ohAUdESOBG8DGhduZwmBbJf7ES0Z3CmD493YYdzqrSkKh5D45iXn7Tu4V8kYnR8LQJXXU5uHRTOGA2/sbWvUzDAdqW8wcVvQP6mSxYJ1s9z8pcDi0j5LZz6UhExqaqVGN3z9Dt8Hi2fzFRPxhu3cIZ7rdXUQu0MjMRRmdE/4v8Qtk1lpDRSwM+HNwE6B6BT5VE+GUbvIap0+vDkOmfeb69GSW/VlpkOnoLIKAfIVytkIbJukn26Xiq+PMgToLV9SaIutyAFJrPWjPzsJ5XYf4uR5G3n7HZINXa2CXqwR3X8WyBa3BxDLzOnulAVKIoEx2EkJo91yUTY6Con6rX3b5kMFYD5xDQN4wAgyHScdl0lsVJP7yNiY0ZWEn670MvcurvO0F8xWnm+ypomicxK7XVVuo6OL6PasEpHjBRIkgH75WJL6T9GZBuyrDhivgr5YGh8ajBETUp1aopbcjm/ZHKECNVAzmeIFTxEUc09qDXVXeQXhDvkIw9MQn0i3mtMUllSxkmG94XRTR2r+MFMD2DXfH51BxqbsjoWkAq/6wlvLs5qlgk9CQ9+43YX27z5At9f6RG7h8OzHW/lxTYi6fO04/+yNN7eeni8jXSsUmWZw3Ww+CHt5tTWpq2pHiKQMfvxvlVzge9tL87rcSLY6+VlZYSE9KUQFaVYCfrN6ri5J69sQJrHTDQkxlfC8rR+Xfz+AmE+v6Z3xsf8v/bizpTmJq294yyKbQT+y4fhX39c91i0K5aAkan1fsMS0oSeRXYmv4o1dHZVgY2TVnFhBQMq3yoDJPVG2YcjPLgC4XhzfO0aUZKmibGV7PAjusSG3iZJ2sF5LWEHFKLkLKqwO1diAHeMP8Rdlz8ibD/AYp2S4j4vchLKI8VQENKu7vWDAA5Fum79q2plQAnH7wZIh2/5Rkqn5PTqB6lMgbert5aN3f8Tjz7yARcJWVrhhFdAOolx5Q3VrSo7o0Fss/r/bQnDQcyFhdHIaBbjF2qzKnOwMRxZyCcsV7qaUp+7wP6IX/C1GQN+wQTidwtaGsUi0l1T9bvwvlXWithSUjH+vsXJrR8/9GUPP6btEDXi+T5qIrjFBVj1yqhdVc6b96RxbQWFI0/h5UFIvOFPNe3pxey6lztVKTFV0g7P1Sh2Y1Z9E2CEMtcFF27CYw9RaEkK2KALv1iOoQpNwvy0u8oeSoCPx475/5v2IIDuCg2IA1wFUj4XfUElAQAPbDZzoLKbqDA/32mr0X8t/PyZ+hRxubTP/74w5C4RWZamqsPMZ2KDETNXbFtqwzUfZflucQU08dtJzYykva5OxPo7HekRzz8eVEgHk2FWi0c2X6stSAeaNOcSdRIGOdLCECh7CPzyfzpqcZeC//OJ1hU10fhf1Mzk4NTHe+kuB3NVs5uYAbpZwNuj3qELpGYeWleqBnmCpi0OvZgPZ96XoGfNtmZE9Jn0amrzudUMOqvlCYEClPJk7OJvX4QVYiQQ7Paaj+ykIBxffgojP31sgvUtnEOjuCu3sV28W4b9NFFVdjjUGUHVnUuqwnwerIx1jBH5jsWVlt+T7gSouZvL9WEqjjJ+w3YSnpbalhXI4tiIfz2CM4tC0m491L0RLrIxhjg4ojOzds1xRCM37Cgk8DMq2aR7DAcDYwQwizKGJMeXDnZ1O9v2DTQFbKTYhQEalUTRvfqUGWok2bOKm2vaYBUsvtGuaKcWUHWWXRxLscAa1FlpX7ubsJwcxpgGlKQHCA37m4EFrZ1ByYibn6zWcZkcsA6LlGJuGc4r8/zyjaRYPamesV5g2Dcw3gTcDhfO7/O9U2X3aSSYKmjLiPiig0bdRuBJw6KjF3sUG6jq1JUrPTpfZFMA7n984ijotCkAp0UnG/G5eH1kexNdAj4tiHbEEbmg6NwYUGLxfR+KTPUjMz4UlECCiMWehhLs7MahqLU7XvY+sOVuCb8P/dkB9XE27KuK6Aai/ygXlsjP4V5KWzfw5JiOvHhdEESwzOexy8gICrqWmvS5LOyZgtWYoUbkDllU9lKaXymbTvX9vSxuzPvrHC0+3fiEdGDNJuyggd5hJ2mEfgo575wVU+AA6MFohG/Xht0nxCav7q3f6C4BuZbFFzwN5Lx80Ydob4LOpDaUO9Jt6TzERFXXWFA3Z2825mOzGLdKfROVq9E0gXjBFC1prVTG8bRgg5OLevn8F2+wAEXfn+bO0aWV6pJ5eFh8pmzP8T+lKU698TftuuDhVC3WwEa/nKQGs3C2mlsVtWVq2/F02cugrsfxhyf3zLCVXVMJEJltKFZXnn69COw4zLuN7JMREv4A+L2NbXs9AbFdxkpoRTpOAvzhPDwhHCGlss54Zs62sWagidcTlL8E3qLFI8UbyvM5ANn6PVybDIhDJoKCqECDU5fOt3bbhTN1X3AWhe0ioSUINNGjPLp33+7tNV+mwxNOYA9IyStfjlgq0eCUy4bqLweBN6dkWwirWJs0QJn816z5biYGBPwxJbiAZ6PGxUgt0asZbvHyDaSvOT0Zgf0iWrgM1KQwV8UTI6o+sp5R/kwt3xSUOpE273LA29/fWAACC0PYZ69oxvDeN49FWkPFUUqnxKW0n8ynwmyMjS+rUcxj8Q5uxkeF1Y8PbA7KP7vj79W6ctzbVm1bTlWA7FAahDTJWqKGpL78ALBLDnkdbybUak2gMj0SXsIxNBpqy/ae3ijNPSdnqZ1gDrgN+Vsh0Vo4Vmj7R/i0YLBqQlcuBFdcrvdGJWDaPZIWZF5CVGFpcIVWtps5siRZnMt7pa8FUMnrKJTDCChgxATRRhW1RQubRRHkjUe3lcvQC/rPEiXG28+HfJRlPkG4zkLmVcsQ64vZr6Or4S2boYUVFvDxtJZCzb2r4bhmwVB4wQQtcvTjZTIwKCXwpR+A5nKSzh3k+Iw+5phG/6rk5hLu2CnZGI6BMPZs9rP0sIeyxZ5K+8E38cVuPI+wuJzGy13tqPIxKBOjDMhtBzjx0Gq9GvfxKMCADX8uxwi/bhH0VcVsI1/8kaquAW9GVb6SnSo1FwJcIbyPJ1n9W8qhfWleKlSZH9mP7Zzk6GzngBpJduwF1ZRdVicFvzHaTlrc4oq59So0lBpN8gLldYFhM77DbRAnJ4yCInVmuy0DoFghfq7KoOTe3OJghjjlBFjnOxkF+RA7TbTWLySCT3piQ9LXFaAaQkUq7NYM4IytMMb7LGraiaWtNHzYD0Y4Y6N1pp4i0vHzFpPfEexX/XphtD6ssD/EcWg6PXvLNioBxVtgdx2hLP3afkJsF43Nx/+Ko5XPWUnoP305+4mjZa/fzuplXSgSfbmYLYt+lr7zHaFjzYolhtfkwZfIsdGeMzQ0n7ZosSftu9BpcNJkJbGdrMfRzXnhzz0nsgKTqJ5ShBd+QwSyhRq5jpakWqHKjrHk4+JbyOuuKCCe70xPPz4D9/vwV8ZAiE5rxuSQWq8Ri7XqHYxtIuFTVpZn3GfemmBqNHii/G5nhgxOkeP52kdpKSMqANpxQfaitlpUwT7cmVufxFb0aFAiKz8Z+ebdn2ozT4bBOWuhreCUvn2GRQ0XWICv3v7PriH7vxX1ch7grceGPIynxv1Nfmgvj2a9Q1YXjN/U5x7lAUu7vWm85RojRS7QkURIyCMtD+1BwfI6er2FuhmruEAMrMMHqQ3T4Hc3o7xrAYq64JImFwP2F3Jl4fAbQWypORmBUJRR8YawvbT5FlVKEgIr85gWVW8zSFnkvTgDlzkvacBJvmgEVOEXIjcGI1LjHLjy/evZN6KJZU3aJTaQPK1SoW71vxXPTzZa1d97qUMujWe/p6WFKe0d/OhS+rS0sWJi3N80/GArlD4HmjPjOAHzaR+TvWv6VNTqwrvIjX0iM3Dl4R7Mexg+wMJ+1jkKQdGHqEzWeCTC96yjjYHms6QJQDnmIIjGkm8ImiMgFty23yly+ZQ3ajgg1l3VjLA8mBDQ+kA3tekP1HgjCpS9CewrcrpFArin+jDezcngN58x5C6j57kVzyvPLSxcmo81BM4lH9bRyK0tPVup7857nNuM/mN1tAts+rqyiv0UsCbsmCUwsXh63v+9l7slFwPLzNJZKHdGzZ/9RYgnezIqQFMS4ENZUkSRrh2bGSr8NUF9QSUeAhHn1eHd3u1R9Yz0/IygQUTM3aTP/kQHogJnfXLLZKbMBSdEQAPNqFFZIwlK0F1di863kx1YYyYAwRbXQQn8zWjlola8ppOkRWjJpI6jEHG5rIrUhkcX0jWvoRisuUsQaWWtHXzSyyIi9vxwDKQhfCRn1tNGwfc0J3AtlfJYNL9ozUWLPN31w19b99uTRS1Hr5JRAtDSP2ZzRZ60aIXWXd99dQpr++engGKy+0U5+jkzouIWY0z3a5fxyRJqNOhs548kh8UBSZIhrESSNrmNTEuHjT8O07BBsbgVV7a7Wu1ZmWNP4R8TDrP5C/e3ZD2tNrkfpO/TT0VicW7VrBNV9GlqMnGR2Aj/cR0Ebo6ce2fntuMkOlwgGuwXXm53hXjVT+8U/9qTPelUybDtimvzIP5QmRYPtrm+8wFfTzlHHN7h6WaXSZBzJZugMiLAScho3iCTrgvTATVRAKn6KDa8b8f6UquRy+gxbP8DEXBAi6fFWfOJUbV0AG0hNSkxyNtW+ia5icnQ/guBj65GtKsWqtemcu0IVIKdKHhDqqleZPcWVcULClub1lWZwF/yPynuL24btN54Pn660z8adkfgQmG/UdVtD9tnX9sZAiKpPXLrP5IMM74UYYgAaJs3zEJoVlEDDug+Ig1Te7UzMHtYoC0fjGTyUWVq1sX7CsTh/NpLwKaC5SIuAnt+vhQarY49He/l8VSQQLVZF+rw+yg+SmtVO4PnRZQ7VzKvp2otNcp73vk+9y1V8ZVIUPGM4y6DHNX1E/5OWzDCF1lBulsIfH6UMa+tQpKS+x0KB0lDjiRoCEUru3Xv2cjEXrgXOmXlXmcQohbgyaZ0vnLVoKkEfU+xqx+o/u6jKN95UPU870vIA3nbJMqppElgbfPuw4kwjUREG7061PNOWQB5TwRGgRJyoSU9p85leK/ommYVRCewJKL2cQXbbqzS7nRwygqgS+n72EyatHRvxmkJiJZA24fj0jd+quffbWifofNCsYs3N0plz/q+bqKO2QmQyCiuJ1kr3n58xK0mQIutyAlwJkTa2+Xwvg2NMkYaLQuuyDAdKPz6IptnZ8Aw5843nu4HLDGdVayG6OkQ7K9T45MvRnsofZk4v4KOnhi/B3Z87EIWJVa40XGh8xAp2fx+V7KxPYG9CI4BymVl1vfKjmyAAdX6k1E8vuNLlBVbuCZS2lFSDpoLgYUqcijrpWbkN+jqZJGVIWfCFeSFGB/qUF+FWQnZGIddYaan8QbQBhiTw5PYzR0VY+cEkPSRuVBoBIT8fWVM2CCkYWuk0A0CarcE8A7eyf5u7dGuGLdqO1LWV2CIfXftIq7XDcKM4TSyyES1CCQ8mpe+YRnI7KVfJSsUIsj2rp0967/IOeybcM23QwTfrMnp4rQPDeSE9ylSeQLGzE5yqMtaD0jO7+82uhbK8jhARChGjCm/EU4R1IUamWf4yMhHbineG3/UXSbvWvTyuYNWEdqA22GcrgcIdTT7C6kzHmnz7p8VuMGhCi4lRUi68uUNgHHnK36kiXjhsAj3eJRBCaeyq+nAUJMx2HPcEq+7OJa9/SIZZ+DTivWku/WPLW2qg00P82GrxEUk52OqksmNc92LFDJ8rN6Ll8r/npz/+AJpoBZeUstcK2BSWmSfYQ/hfN6BM9KyJR3+L2MgbH5DmXyt+tfpr5yDznV/IGqybQRtl8/4rVE6J5LCLkm0A5oitK3cgE5OSz+FCqf+6sndLytvE2zenrhuKsUQ043JbBYMYxEoAnoBs4QGhfSCOyEgDQtY/t0SWbAJiudI4BYXWolpf9zD9DKh+BjSZ85NgaFxqIMds3euAFiroo6tc1+mn/527Q4/ZfYj/r8PIlWLFFGMJRyYvJdzKxRNwjD4Hh1k6F/5Zamf0W3UEQsikoHxZAFbNwRPmDQxoIQ3V5/11Eyv0CtxNxvPLVHtH0RpdJ9Yufz1LOXro0742GBfyONSWE5EfYnGs8YbsKdmwhEX5+IDmzzsiTDNpsoKqNBvr2fblJqj8Anq8hthUjT8wzaQkk2Drno1A5qmzfZ7qtc3bRTAg6xKAL2cREB0sNCIEgcTOOrsxs7mBFa/7oUlJI97eIZUD6wuRVCaaCkbj4l7e7u1JDmQPXW5tzE3NWHPh/rCNpfK6+7W5E7qi3o2nZpXgr2LZsNbasNsFBkLAw/KJkLEJIjP4xrZiJ0JvXdP0R5dOUm9SJYiz9wbZupxb3hga1UOftNbp4nmtiJ8ctwukhpixW4EgomJLtq6y3gVVsmaPIU7Hk/iG+g0r5lDkz4j7iJwP1LaqQx4GZFCazMeRouE+WzDyr8m7RJSsxF6VWwBIFtsq0YcxX/xkb7eFtUNioaBW37n8zBp0LhnG3c3I6QLoEnoqaDS4Z8hboNo0HnmcbHrhEbI+hPDbSAui6AgK5/KctdLGOAQsVJUE2iqZp6NtzMyzdVoxomdp2y0kToTJzq92fS7odW0o/gGB1yvgEek9GUUWO4EUUHuapt/BmKBzcWUUhL92g/JfYdoL9sxfq+AfRRCwuBCfpFpbiIMWQHx4jUoveyoXulYEnpCtFx3Puy1lQAr1mHSlgYBt8YIh6MUvEijIHOGXdssbRPFXTxx7Qnk0bzu23dzEf/X8exDdMj3iizvPgUlZowyMy+/UZvqEItqG5oQ5xQmaF2+P4E9RyBr3tC6Hq9ubaaq1DahMz5J6tYmYbAf8sIoBeKevWO4UuO2k7l+q19iJ/gUbndlrUq27XQdbx4V3UM/D1z6FJ77do022LidM85Fu/DFtfiSiKl6++zO9gmpThhZiagm0p7DRo8ymT3Tj/HEHECz5jnXKCp6rgTTnCOT4bkBG3PjC0qX/yuNFT7xWHOlh1PUzdhFBRfF9F/K8ImoBQCv4TTpXGsPqI1goxp6fey449CL3//ZWeYvHSi7I1PvE1jr8ujVuWAbbYW3g7CruWmFixoD8YNSQJ9IRch5R/YeKE4OSxUrjII+0sDxfrDvBMltXXs2f9IgwOpW//HIypiBrGXI3VtErU2pKFRArvY6MPK34ZsGqT9OzdzQdkbttElkh1gk//p0WlFFzYUwk49g9kTPSCZVw5yMztex5XcgnxiN9l2DqRGDSH+lDFhkWIrIuW53eZ1Ilyt+kCry43SDsfWhcfsvmPSQJBvA+4FWSjS+G35WQ67zTHC1ayfBmXh+9or3q0PdB68eVWM1ojW9WiAcrdTpx7VfH6YeDOIhIh2tQbHDAO/wzYrYuqcKjdncZ5fpIjE+/skoIglKYJiw\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);})();