(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'BPWw52LecY_jmIpiQ78EPzqap6AkAAAAAOAHgBAI','_bgu_': 'https://pagead2.googlesyndication.com/bg/3WpNOUgrN-_pxVw2NAHVNtofer_w6aLb3ZHXGHAM44Y.js','_bgp_': 'fDcPOzGVJhZtpGEY7HU1c0jNp6XLGckWHA8tJcN8spdzTaJBj7wgE0HqzIksR5W/XOYQqtl5mbDHyNhNy6WGd+zEJDpHnGeiww1G/X0jsjy8qkOF8HGYZsVc5oK9DsYp+fFcAvmQAjXFhR+8zB/61DTXpl+yphRwvQQ6pXXNx2oudvTp9wVVGwl2yU6UiDSpJypfW2veCXu9nPBTP1Xzut4LuJJpFvIOqfkKtB7xAPBGmw4cHdefKU1zzNs1uMGxfaLgKHrNzsEEiXo5bfgt7XpaIvmOGF2HhRxtewPW1z6Z3v46TA1a7cy+NyL8WUVRmx9VDQ5aaFqWo7cmD3om3212c7min9+EMpnF9wJmVFLdTNzbiMEVgDMfZyOjX+CED9Jw9AsdR9UNMtjJsas5BixvM1dWEqJL+y4uI+F3MdXWlLW+22gDvlS5FMOCCvjpDPjTplzHOdvGb0vAB0GoBf7zUv+odMKoqYiqt75Y584bDBz+uG8zflbQ9BJkwDNg0ZuRUtFath4jk+fmA1ETqoV81+QVajsHWl5DAy6ZB99VnsCyMRAQOc/f69ZbUJUbbPpp2DT7UbkslMMczYgIIJi2fTW3bF7Rf3Eh/w3MIXm83erg/FXd+++RU5UODXFVX6H9/puKFkoLotLwwF4pvArYFDkLz6ntDCeKttPYJfvE45IPQqfCW0yQ9YA8VycuD8rB4ZeibQKifVUT9MFZfaWi3EXmbOghbqrgoXLwEh0Hjwh82F6mQH/7mtA+VfvC4juY3rmRm69D5ZDVm3NOSFtOPFI+ml+xCztIc0AOR2M+Ppslo9FxLPk2y5qJqiWfo1D7M7Ld1XB+zHTMSuJO3TPfj2IvJ8zn4vgS80UuQkgH5cOa3Lwe9CoHbxKMNl1TgnK4aEH7MKBWJTeyyxB2kmxnnnAB1/tQCPQUd7J9kS4YiBaOCjQJpB3Kyt4nIZT8efL7m51cjgDqUGgI0SGj3Nb1r3Nb3KNUpJmpybhD5tTRfiG2Y7dllyIqx+Ku9YA111GMW1zoO8jkm+vWws1oyGZGApliee2WghKeEREYCBL/XfIVCjw8luM0HL5WnzoIvFPtrhTtuGkc5KfKINfMkgI7kW61tuVFbqnllhFwEwb0R1R78r++hv1IQISlweOUfBQtfdPpCzsnhqvJv7SY2AjdH1Wd4dzCx4ugrEx4t95fyVhlsMmLKR6O62GW5qOkvRup3F7C078cUBUsggHDkHwNaeFdeUSHvAtEO6LWPYF7Q20zw2GdIVqkDPP5i0XYyPPzWXT+JItPfU/xCSBOB80ZyV/L6tnAuwnHU9bOQuqzfIWBnm5w/E8nz6olOp/FiICsaTGX9w0ggTYDpbHsNDIoI+PqCcEtlZr1CR/gzIxLegp/51DDew+GDaG5PIieUmGY8uEbj6b8xII1CUk8p2x0+SlqJve+quCHe2j/Qo65zAzkvKrYBbU173vFgtt9VKH/UoMePJ0f/eB6uObKFX5Dxs8B4KAhHx4PdhXUvZLcR3IOlNE/vf3ZA9rfCYpkPC3pfkRbdx19Ulp3l/EAD9HqWzujA52EGSY32TS7AWRIUswwm/qUbuIJ7gL0f5RZ+hTYnPHRSrElyLZHm5W0IAFzk8lLii+B0nC7VMGV1GcTRUDFnMvheG3cKjVBeuI9GB5pj1XFOo7BQU4FSlpzPa9gax5XzvXn40uRZy6N043E00z2E0EAJZcnoe6ErnqY1JsKL1ExUj/+KQRkMqVqi7cLL9DO9UyutFhFGB8Mkmmx90r5uj9jN3cfjQgVpCvsrnBHpymn6uZ8dQcqOSUbC/W5kpJPK/aGXuPjDkkwXxJQKcOj7r1FuE02nKVE9zmclbsH75UUAzxusRO1D3Oilyf6AJswmJYYE2S9GPzHLpBdLv+fvpqfTdrTS3oxdvSy0/y3faS5yj8IypK6qckOD2satg0JRO+HRiJKpc/KQwWzpgXq2HN7/MyDprAYrhhW9gZlxkLm7aeIS59ByIFHglW/UNwk9bt2loB4nkuOLFhVcbgFoYu8oZZD1ZgJurKgdzL50E1fZDU32yr9/muQb/Xk/+u2hIcmJHLJyov2hXrnZyT1+c9WltMFB0HR6BoXUzSUM3Glu+ArsJN6YrBfQQ3Mxi0DjaVMTzuuTIQcsd/96cxA6gHfaQ201TIzWESZA6f4FuSU/MPXhAW7qi4fTqzG7VJTxZOuSwY8qBv0o/V31uOjjgDxLHQpBiag0QszqKdgTD+AJIdKLDze+8iJIOKoTWcV82JuaTWiJZthqF7TFFGIfurkNKZj8Yf2d7riOPTJ+vMvodsEEJbjszV1NYLKIfkUo2nczrNzTRxeiwrr9gXBQQfxgyzYgEFcM9piXP5S1InW0CVs93AhLs0TpWfsF+jE87PsEvJsGgLGqOxxivtd8OJ8Cnud2vthY7/cCZu5oR2In5/ldU1X/iQX0oIyKnGtMal7h+kIdKKJvqyuXYxSldzkkNnSBgtAZm7OKFpVNsAhc84BcE5jwqK/oDKAm7zeq6PcsOP+dE18He4ILVqrvYHSq/DsBrr7LWcd/XMzHs7lI8E9NY1CuRD3Z4LYi1NLqVUYmDr+SFeMMtpaKLibQ/aDkkds0qDFXxbVR/UM7st0vJOAMNF7nWG14EKNaHQQny+m6oBEr0paArSMxeZl2IN3xYRn6gWUCAMTHL2Z4eZyAO7Dv22N9t8Yp36DkOFgIs+qO8jJVVCFnWcGHzy0QHehCjBUFomOOWeOGP1FajYYs1yIPO8b1ZNVf/nyrYhXOgL/DDKfbsVE+uhKEyv6tDTmY4qAI/a1G9iFWbpSnX58c9qtV9rN6PIx9i2NhpSGWAhGuMVfTTPJI8q3pzHYWBe42hKQsYU0HQiKtfRg9U4gmtFetxwxBtxR5SU6NTZ0a2lHbu0ZyCew4a7YvQf7k5XOEAUPhoSxBHWXvu377H/v+zw73XUHcuFCgkpu6Q7INCU6CurhL8GZP1tPwfHP6irqUU3xLKgzxl9trlr68ElpI8spoDsriIvgBxOh05uTmYI+BfW06OCiw1AMr0mdZYJ7KwvAlXfN5y8bTH7KVYYVqHTe54oYgLEdwlYm7I0Cqjso+pZcFGMeSiRzqGpWtOyqbGIiThmuoyKd96XINVn6w/p7H1HPxr1ZlXtRwVv7lg1yVIHEHHuVttcTAmExY5TWjFl1DN0yaZYSHmt0vZ6dPWk6YFL2bdP8083igm+0TLGv81Y5pSofIvMbwalLphUwE+fPh1ewXL3TnMDtBylugOtY6Ey9PSe/AWtW8qKXuVADFq9FDFYLKFY3R//qR7DxIybA7e+DvjguszL2kPGthT5pKEx1CbzlD6v1T4vBLapngEETB8gUP6CJYuYA6vNPk/mZ5fbadIxUBbEBdBbqMkkx7v+ajhnxtFc18XIu8GKI0tLk5U7CwbpdHevWYd1lCyyTZMyK4AQxzU/yRR/P7O48N/3YGMPkdq+J6Olc3W5q2Q13idYeDNI0KsnVs6zQbvoaTsEbVkoY4mWqk/c1I1Tqzt3vfLvCJTVhI2DQoWhvHh/+8LIFYorGppFkOAy6pdzNwuR3VaxRl0aDbB1w2ShnfoN+be/oFw4RNuoD2vJ/ZcKq3bwSkbJ+S8Zc+WVamvdSzLer7TYMb/42YjNo8HGuxB09jjUB/Jd+hKMl1VEeAXLpGnbHftTUxG5Lkvwm5qF9LYIgC9ipPbwTRzaERsyHX3sB60sL0Pnxy2OZV49jZgAJvjTgHkd+nNoaZx8ueDA21v0/lVybNQPWFc6QuY0ZUdZInSZzHQYQe/dF8DfuZwq4NmoBO/e9vEFEHnxRSgZe/SLso8yPmHkEIN7CDOSLbGtmZFKur5xRsqJ6g5kSzo4g/Bxrzw2k6p2ojpZeAyKy1uvGabqt8ChitRIA4vU2GrtqyXIdMJGfKfZLBubxV+WnTU2qX2Ui22vzYwdgwDF1EA15fNod9hUxOA5keX/jPvMPyXO3YMO+ghmvRelx4IEFuuSIOSiI/AwRK//qvfWoeUxXyE5JIUGrwWIOT1pot5tGb598BqZwdoHjrkiuLylLNksV4bJOaTPrTQVPOW5aY+1+mGzcRzBUHyLvnkHR1x/t4L7LYBirmTIJEYdD6Mf21uZXwtrrSa0gM69pvVB6A1Qno9TCNAZbrzfz/Hvm1PvcF9jMZXT6/SQfCFOzEDFlRF7HaA4n3m0s6QU+9weTkVe00YzNWvwDfRBT0lFcJFcFlQm17YIg+IRNYUbjW+hIIBkQhWLNK3/zjVxT4kuQ3NI3y92ZF8JguV0mya/vpEPxP2ekjt8PX0uSwKyWM9sWHx4VVykzDw2/W4EwTm5zjKoYFd6/MwGNX2iepArfyUCMSDAvRO3lM8Ff+Ts7aDBeJ4pomEzHr0cMq/n26/+me0z+JlKnTf++Ldq1qGBsyo+S33FkoTvLEJdnjXgzUbQrYhTgJRR51+6JHIfCml+w761i40N1Tyz6TwmLrNzE7W2y0jFxnfJn5iP73aA//3WNDWctDfy8/rIN5vyOTLOmBkVK36Ls6/GZ8qCzht3wGl4ZW9kvcwhrOJI8BDebw3GENkBAPv3W7YvdX0N2OYgcniCJ6yH6G2mCyaREJU2QfCGqddQ/hxQhBoGa9RP6o0Jl/YrDbg5jSOXHNFVbW/paEnfSgf1TY3fSw7eORGp8ufQmg4o7uWAYwVEW1YdKE8iLEHXPP0CXutQQomTOUxN35rGb1clHT/dNutogPhLlhKzZevtYi+bEpJUFsanm2dzZrWXGyXWYYTQF1uGbYJgsqHt2vAETHDCxJ5rDvq+3W4CFXBBhXOB+SqnLO81tcqjnAAkmtFYVVzMVJOrtAUsyTfujxXkqe5UPG0wco60vARVrsqs/oA3CemoeL9ma0TE9W0NoEflG/2ujGFPXetUG5hyDYAP6majaVHAKTAJQZYki9giF8KERJk6cVufZMtIFIYCmhrnGHK0KDsgDpqdfng/624Kj/T3Mp+f/4iMoEa/daU4bDUpTSwSn9iaHiyDrXgg+SjsaVq3Exj8aeo7z3sv9fWbGpr1A0v7NF0+Sft4yMDEUPBQcKn7NymX017Y+ORmSF+obYfqWwFDzbnHOn2ghEYSGQkZ715k7lVZQNTtqQBaqJ9KiZ9gO8G1VoVPfZVfweKTxd2dptgIMiyb3/oPN+1DvuCuE1rISrg84hnFWudKhYQgpcDAb1evG+e3/e63R0nVguBYsu754ogy2wIFcjFvBa5qUhpoIsDkGtgOQspAv4bD2PP1f69F1OwLd+qXa2Wra+/7uDdOZohQjtO2PpJT0c7ayDpJYUj1K67x/aMLdIJcWGY6e09yCmJ1dhAcqirgm6jezgQx108FwX79eVlVcXOWyGvh6zV5D+ngYu75/DROl9s0HLsT0JDZ04KqeQB0Tifd6Wd+/RI1GEAjDc5iFFqhwXNHa3UDxPhQ7iWG5wNYNoyA5lkLJmRJS+R09oRkqrr/fSz2C1kno43oJwYsO0HcfiBOr2LguL2IDf3CEeAKttS8SQFx+EJRDnYLGapqfVkcvVkSrK19FEP0IdFNVP5VhXFxpvRSqXgHOPaNxADamiqE3GTkcZrGziLnXSwZgHqqQuKpn8JJiwcqqeJWrwRLc5P+n2owlb67ArRB5WKc+JYeK2QSN3qQCeBkB7Qv5JJzoyKePFbS+LPrvAUMR4OKoQ6MiHIjHUyDO46rnlAiYPwzkpYNp8JM5owOXi79caXnzEWRUW4Nx+DLqL5j2akj9/uilFkjHzRjGoIY4pdzMrxTsaFzFkVk6MGSsP3LkXz+48aWQthuB+260/k3eHzFIo/BwUbwT/c0sylYmYkJq6zNAY8gaOMNZW1vYABM3KQGoWR8GHgF4ug1LB9VlFMge1lCqpxq4hyWxuoKEK2RoS4qZaZw2lTJy7XEc13hfHTsPDSNCjYF5UYa4IvbE45w2uQg3C6j6MDCoBbCCEK8T4WQQVzv1w9Pi3xbyYqnc3sgzR75e5Td+djYfN4jZzeA6tvqLV9I/h73nAOVnohdTaFU+N+Hw/24R8aTr+5cGxYunPX1esxqTmSb0yyed6+vjbvTs/c2eVKgJuBoLYbnzgBU1xxMPt6YEm0Qz0KnMHR363/o9CUAxbqyRYPzdcTimvgIq/Iecq33eyDFnuzFD175aetse9SowEwa6K0zrJOEKOnCxNKHZnZQIfUQ9lTC89IL7VLpPrmxP7tg4S+y7gFfleV2rKLHkCyE42+hKW9fmmRIIKx8kGEvm/mtHhmndN+rX/18GXrPAG+qaXlIlyCnSCAoj0P3+VCuKWw9CoztDpl5PzsnjbTioQNBbxua1q2GVmd/CxWeBdai6rZfczCkEoigjDO3znrg5xxtjMlllTt5p3cZQ3qoDbfDwQZ0rlcQWS7l9WtuKx+wpiUUjUIs8ydhjTHPZ4SevxT+uigLv/aaQBSiKCef85fkw1WqYSpepVsXqXg4pB9mXjGcmxV26E/sExcb9iMblSVXgmmCHE0/5zzgWxtov38Mw2HQ03w9Np99hCommOtG7HT27XLOePaDIEAo1Zua4619nKSRHCc4X8n3nWv30vF+E1owqW1Ji5mNL4DC4xAbiqr7Nad16e39YgpCEI3vD45ATZCLobjPId0WwGXUmYP6YPHJhRogy1qN6mtQMhr/Zvh6LJfQzx4DYRcf1x2HXg1IJe+XX9FAU4I8KDsqFozTDQM087kRqwiCEN3gkRo4muryzMdYlG0tkJRSlm2Uw+jG9jweBsUrf8e4mnG292A+7oFWKVT5jKgcfpzqKCczPuw3YUS/mqfVVkeSTVUBgwAmk0OD5MPaW1bpWsa7blQK+hRoO/bxD42ViJH2rNukkOI48yNiP66GNLFuTljO8WWA2OvjU8MqM29a4EkbNTmEF92WPA/vAFzWKkK0Sel99ilJPe5g2bA1nMz2kuUdbXGvLlemBLYHKWUwbBRKejY6Am9hcjmm3o7SpwcYYSrKZmgCNAaoavNF2k+Biatr+OM9Ydr87OfcV+YGPrPS6othdM5Ifl+d2vZYTxAM08u5+RCMgYgZ7GXeCzQeFE4MnTdSkrmBnN/jZlGwsne9UTz1450m3SOr05bWeR0Av+q6RwopG0exuItXr/EcDy9lVIhv6enTYuBSQcGSB83ZJovFU/Zx56X1G6+2KIEtt4XG/CV3yct3FRkpuVcuzpIdncw0ZeLcwZMrGubFzQt2pVQN5P+N5a9vU0/ToB4gBl00I8O4wcuJpApY5PXH6lKa6/mvSRnWVfDlrD1pSU9tWQZy4z50O7e9ErtGKSP8nF0leI/D4nrGiKO9WZIh7Ho9fIsB4FqYgtgVcyKCD5oGphWa5nG63VG9h0JDWnLo2FMbtuUfPEBpOU86yc4lKUOMCYCOy1KANsYSpOI6NN6kqKXX6737tvdY3tHUS2LulLaclJ1CHoL/pZpTU5Xmy+0WmJsJ0LjzZNm++G3+h8SdSkrKERFVhCQ9AZEnPfQL8ETf3mdA/ooVlFw2/Zc2g7WwMrUtWgF1bL1ktUnb/OY7VLVUuYuqjkqb26msCl8LIp2sT6n/NX1AnHXhIHHHBR6BIEuFVzNL1sKU1YPHzA/Hlosbe4Xed97UTyfz4Fivj6sy+OsS4aZBTk6ISQpAA3O3P4smsM31kk0iuBMKjpLolXM673Q9fncCETF41mdgdZp3f96sHCUpahz1mRShdjpdsmkUyqh5FEMA4QRgpI1/KRaZ6jeL9HVmgTjx0NKS+01SYV1HI/jEb/Akgx0Nvs4jTDiWhUqpk9ER5K6uWqI+UFaPP/n2kZLM8Z9f5RIeC32rExO725PN0S1DTEj8FoeXOsn2tyj6Fx/AZsP4vNsDV2QVTYzJbxmX3q+4W6aS4j2VooFNcrXY2LhbeMflZlnRwyilgkSPv3HwfHSq35Efwjzn771/rxrAt/93P/iyt3wUkoEfFwrZeryKrGQ7A20RcljyJbxLbfWwThH6cpZOYSBz1PfzxEBqkeMmt1WTgKJbcZ7VcxLTEamDy/6KYQMd5RUbdMZcNa+EUhITaEPJVVRO0YRRWFQraFj28o5CTncaDWO4b4BDq/dfCQasUJqzva9ni12FxYP0qBcw/IwzrDWY3mwZ6szo7hvmYEKxAbLRtGtfpVwidWVF+l6XzBd4y1yOC2dYSGmkdVInNBW09bP/RE6rz3ollAY/3sMFeWQi/8XW5vUna9u/5vtIbxLiTT55WmErnGB6kYKqCFZQpqb52Sbxoapmu5xEWiVPJlXysFfb4USn+tJcUICASErkg4e2v+RSwerioTWAC8Ld2migk0O+tRvXqpNRsw2M5J3m3/b5q2Z9HC/dQdC1zoymlZr4YK/j/UcLabDNSZsrxILgXpBsFggl7dp0D1geDicp2YKAIcaRuFrBPoLOLQTUNK3eWZ8JlETndyX1wuEd4uWXarL0vIqARUIrRZA2Om4QaM7vn9x7WrGim9tEZ6JdG4CkiC8U476Lm3sBl08YiLIJccj+BGfpozs5dybDOL9TlCb0ic7FEcffwGhJ8jmGaWLTLMf0y8hkncG8hX9b/dGjRTCXTwMTDu/hpOlfdcOn+GV4r5N+hBeLjdv2Uf19VLBMYRqoESn27ZRZBbAhttykchrEzfDQNPwLzQEt6lRd5/5TEWG8XdPSiaSfb07kodj4844Vk0GvabMNP6Q9KFfr8TcsXaquId83qTC4KcMuUkLv5aWqzlh7yAHEA3SBJ7NwluJsgc6v8+6GoZBl4ZImSvXCwmgsmdUvigUszt32MPnMlTWISyWowBWac6ZTeIVpGMjHOlm7YMXO3Wre9XUggCSyuUrc+0qBxXFWWrnVeJnKsc/EUGWXd6N/c2dUIQyc6y4XZcR8eja/ncqZ6UPk6dq2i4JTqpLhS2fQ0ITQBBHeQtJs9hoWXbBEUIK3ugp9Q8USV+f37//DxH4OdDXawM4ZX7CFbekS9RfMHFT5VV04l/KlAfQvbQvOt2zihfS2cjT/EJiU4NieME0O3TG+SV9Ry2xdXrF0ox6ZoY+Bg1ZE1y7V74cGVrpRLPrLKxzkMIVy2wyIWheOiGhktakucXSSUC2CfjEvE6uk64DUBau8bSPchkTtw51ALkSnh77YG8FBVpF1F+9OW7OnTss1eKMUyUioUhq20Yg4UwbfB0n9+REO+vLsxcRR2Hx2y5S9jFltm9E5rwmgVB/htn2QibYnMMJF2FmUivp8xTHrQtmzMVcm/xRX343KykP4qvy9A4x0QL/UpjdrP3IyBlhHzk9kdp5zNC9Zed1yJrCfNuszI+geCJx4dwKO0ZZetX0q+Rmfr6xuObkuuKYm6ifeYqiySv16WPPD8NveVRWHrOOA6Dd65OFdUD2mFqma4Lw8CwMA5s5CvDRBB/iMJNaGBolFFTyXNN/ONuVlRgREnSpIE/yxSH1GflvpyR/CkZ+sC/TCzlUUl8fjtMzmPu/lARWQShf4ROLhc/TgVnFrpequ0VEhCBY9MyRnoF2KWa1pLhcmO6Qe0uKYUQWHrCx0MmwIQ1idxdhfOGD+nclUfszbATBXW7I7KMDZKoQnPEbgczyJxEl5gJUsvFO51+Kt1QSXdoiSj2AyEbzAvbKA+JV9HkyXocWPimP5aUaVsLyKbQFnOVgMBZSQhMZla6IN+9WTiNjA0KUJsqE6LrVIljDa3ZQgr7q5un5WK4G5RAINWWDxlgUqdEFNhfN99iNGrr+a/OSBqaiBpZNvlKHoMGZgCelJp3LwAVDR9sOni626ULgQFMNicKhgoWQwrbSaHd+pkDl7VlrOkuKyarlvu3Bsw42vfC7tBGlKGmiBP3M1rEzhMNJBHJZw5Ja3IFfD75rQSUB3NAfhBFRs4zpOtukb5tApHgXHzL+cWY4SxYbdYn7uUJxAMKAA6hSMFzBVbftFxddyAlG0Eg/uqzqNfCZdkYeQ3yUuZP+qLCtWFGjZSWS2QKuLg0cPQbfiqxZ4hycwAEb+31Ar2cO5i9jXTC9fhXu7pT7rUpI6V6CrULDctr1ukNmbXuOXrWdm9M+VzI4NV+JRCwi/2T5NQW7yX8A+df2VWRnD0HuCMWJ1gEXjyP51hOFq7lhSwLir8VRwVm1JmyIG//lTz9wWmxPlceClrJlcrCtqyMQjdaxD7VFK4NJTVuMQeMMTH7M/9eyVsI923XWdzoYDwGWr6rERSyyw/vnqXZyphEWIQYgoOyD9PTylkukhgLPm8DNmh3d5kHEE0DuDcnKG7ImFiMFlTJ8Tx1lGHIE/2f1E423+4+R8g72XzhYYcR6Ucyzb00p3500wQNI1wS6+InngVt2VtK6hjvUQXh/Bb6f4P0qsL+eGtImIwbI00WTC1Qd6lRpM8BWkuJ+/qM1V5Cc1PmYbFaETP7tte5/bM7lFMipxgb/17T7YOWwY425tO7uknD5UAocosAjl+IVNthlvyCZOl7KIQXtR+H4jWvsSz/zIgvMV8z8vMYdZq9+07K5kUzLeGGARgvmpQkVhu17kJ4AXP8HuvXDhMAVmx0pOB2tQS1F6U8nBhHh2fUgsq7AZeTghheTUunxRIfeQBAqXKM9INbpeda3nu0Oi3ultjAo2O1DQHMMRq++kSC0nOuNeGPDziFM9KdyOPmjUZueK42dbD0xUDi3jgQjUqzFC1fHRdLgJ+wVKnVYG4aGK1LxFaKutbjwn4IBjCUfEF42f7awJt1cFKbdwvosykY28B+nEfJrNb6VN//6TFsV24qP4DzN98Ov4xT4U8/krw53Lrp6YlCuzZORXF+QFZcjRVE9qPJ7gzemQAS8t3Ac9JQAJ1wJuD+ntGq3amgPO38mfSlgdbgI3/VSKHxcqL5YLHEhgPtt6bPGB0Rmv4vcQFTuYW30o0/ULqPzKlo0VAGOOqkYgPWVapRe7VgtwsaFx6OGedz7hmmra/TzrykNDlRL27GkA3k+Mvmps2m+fHKMCHggyIv+G/WNFTcqGkwhRxprDhaeYWWeJm4Cmfk56wIEKGXvu+oHnSILKNnpATnozB4BT4ATXpkDC0wrVDBn7vDO9b0mjZK3aJfr0Agl2Wp86MfkNa5xDNurdxfCYnUxTb/Le+SKzOYlgIrPQVQ1VleR83s24KZ9AHIwU42b/LvDAdGrdOkQCL8Xo0k2JQGUqW1rIX/NEut8h5UJnuMS4w59aLFEnddUS5qpU7JOk26d1nRMTgZhvMghWMzzmQoltmgPyVacDoTLbBWMDNeRxlV5oIVH8z5bjDRyfgHev8dA7iwAlnbiaIQD2HEEBRspUegekXb756duXhib43NmZKpwdjMMziJbLRn68OgEveJYyTXxSp5YbS9eLDCVW6zDMW0g2rj5q7QGSw6GEIWlcwCftXExDDzznZ+NrF8KmWfOewDDS0fGe1okyCz8JTEo8VxvHhkdn5bkAcWPfjTfOUMNZXcivFFprFEYDtEQQbHVMrA3i5U/HfHbX3KNFaVqji45qJIm/SOc3DweqoxwHh4n6aSfVkYezoP3WdFxBOmDBZsTst/kW8RnSazQBIMc3QnymTfeU010pObMXbeocq1dzyquH9essFmeUs57SxdlMGZ4J0NUjLiV1Rb7RRGdUJgT3/CUfRUO9vakmROa00/ad6SJtX+BCOKQwy5SQuusaOZAX5A8OVSTxTrlu7rKPiOah28Px8CQEvyj5dx/CTlFtgnoTnBZ9qK5YTKTIdeUtCAGRXBR1OkbzKEEMWHUyExDUZs7ScO90GS8eLKpXXcjuopP9xfOapLsVHuOfYuYEMlFGdfdVOp5T+rt9x/0j30T7P/SG3b6mJRwuZlLmdl15k6PhRERTGgNkcIsYafLdOIpQtFdSANLOTmBgO5sP91ZSmMgBsXSWdDCVt3jRFO1aJXWOku1wTQ2MrxT1WaVMfRlmAROMAmz4dA1+M3FeZs7dRWDpGm/kN7A//H/Hv0dw5xNG1ihu0LcPD2Ji7MfQU3Qd8gd4SNvUNozG8ZJoIuX50KM5udEqrKorYqZaQf05ulyZ50bKgN58EvSLVkfQriRBTfeHjLEmXXH49xChRcmNyj3dRE5pyVDzsLfKODOA1rucB1vDbpPHnarYO+yi/UtzR/Z/J8KlHOkgTjLK2AJ9L73sC21vsjZBiBud2KJ2mM5h8cjV8mys1nAfXUvRMAU0M5nLG3bO2zKsdP0N8rcsRqDph4PYpd3KOLTYQ2gwUzMimMoi+PIvWwXbkhTYfFVBdW1hRIRM6ZDKBZa4/dW51+m0I/bATZbJJmh6hAjybyZxLwFeM3MylwejbffwpAwNwOxR8QeAspiav2pgaP5qoBRiQOL+meLu4GaC1a/Pjmw+QuF36cGOoYT9qcIY1GYdlAovb7yc7YxZ2MhQZ6mBWD0adUoV/a3SFooapbU6LUghIR/MJjYEgkG+9GNplSo3Nv3mtWVgw8adVFR6nUacmQG2OuXFg4S/rNylflFhS0yxtJIUYHULTZ4IG/PfNTYouFxLnLGxoYXaUOKRlMFwMVe8xjsFDo+yaBTw/74kdt4+QJ5hic7MKod91yM10c0mAvsCp5vk84ElQhXxhL9ema5wqKGaNd0x+RAQtmgGiG4TGYPO2Bb4vn8rDJSyZo4980eJHR+vPi1IVSst80AiAOOBB/ILOj0ok2MYFI2u3d4k1ud3kQYi9jZUMw3xeQ9tmjfLx7IE/w0VMEEGvBUUhVNtPY8dNZax8a0qLpr7v+UFSFr8jdoJdrwBLriec+BiGwqec6Tk07RQRvlJiILuRQtY46a6CpVYdEIDPJJ7A4hJR4tASbtPQA5RV45jDscuA5pQZSWkSnkzs4Jp163gFrphB2WVKbwzkvlwHRTrRh8wCu2UtOanAv5R3S4LgJgls4JDPMtbl+eLOv9Aj8vehIZvlbS5TmlgkEwwrzpL4t2TcZl4FU842ZfqHeTh2AjGSG0CD3dW6n770Eneq8x3Ahk7rRdEKjFt7KZB9HQWLNTyMDVmd3QrmspN57JSvCz5daQ6LFBd8aTJLZijyhdL3lmf/erwcURglxEREwmZ6K7DkPnH27eFLriwvcIg5T9lWJ37NN23awyB81c6tTonGtwUS62tnj/qG8anz2QKkOuE8JBzbxdu3tGMWBGPujV2w+cSxSqP6bVY3bC5sNXXHIgMtsGU9/N2jCcT6AiHnGFpRhxU4PSzJ5sq95eF/pDWgBeWaJbaTCr0lEGmO7jDlxxfYts90VIJgj0ghdRAa7JEGyhcJ3Jl3RnKxU5VEFF8TWlurnwo8oeD15rXxtxVgZpWwYjxbznCkAO5zaXbCdmNCzCwwN0dSlGdpG3xLuVuQ+csBhmTMVqnoLnAWucuzIp0moQu71AIEp7KQ1fpzNAvR4jSkTTIVwqNJZvIdkylCMZezHhLH0MLKLA3HNnYEA9Uu4+jmN4xEPZ58xR7B8uPyzi7e2LP2EoD2MkpnBij++Lb5wQbuctXaLd/yfSFiGzYeCJD8jFyvVGEAFYicK1nWrQm/R4b2GVg9zNGITFzwxgnBXggOJVzkzKE0psl78mXCrUwjTk+3OpEaJMeUyIn7wKQ1HCma8x2lwJMdIrKnAkdpkNDm/yRYPXBSkbXgntPY8MXAloZsEB6AehAypepcp+0WBMYwWu9BjAddBtjDnH7BLUzmTQBKk43RsyNJeS+QVgukKhQ9MWOoiGgct6xlWDhDKEw3QkYnoZ3RinaHc6iiPesDSoX+3Dv4FfJ4I3d5xTyuz0Vaex6O5BHzbTR+OK5opt03ztPKY1FdwlXFbkrRH8sFHCm6GL6JZnP35MCPdYLYg6ojtoFKt2BhbwVkSb5Z5MW+H6BYhQ/RgG9M82BxHiJmDoxoP8hW+ZpYdyzt5KOfzc\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);})();