(function() {if (!window.GoogleTyFxhY || typeof window.GoogleTyFxhY.push !== 'function') {window.GoogleTyFxhY = [];}window.GoogleTyFxhY.push({'_scs_': 'Bd4X1g-ibY5W7KI2T78EP2pKpqAYAAAAAOAHgBAI','_bgu_': 'https://pagead2.googlesyndication.com/bg/Jk7fixpOLBqPs8Ll1CI4HFyikeoml7Ub_Y2jZpe5d_o.js','_bgp_': 'KDcIvonekdSEvCzvp+VA/4Q1y9Ii2QEmoD67/aveKeZaGdDlocM6pK5MBl7Fe6WLBIMyfo2/mVUCvfHdFsENKPb9hRdjlmV60L8ZF/w2WOXIoc2EALfD3gWNjbDdwKXbzatRmXjcwVFJdeOcFA8Sr6RcSTti7F/NKqa8Fs7KDB01KPGDSVlPmBiAFh1d+wqY8kShBcl0IxV+usc2gy1Sz/W9vMjXjBC5cUZFQL5/mHC9YytZ/rtBDyV31x0oOrnGVy4epFCDLqhzHf3/XU6D1rSBCgAG3iOTRzYCJjMr7EW8YpWLZyd7PfxBq9q0Lhd0t7BBnbcpfKSWdw6Pis2rfYGYjnZLozRQ2fr2bfxW3BJPgtj9ONqfT7hQJjeX6F1hKcu6yvk2RAGGJFRRA9RvtGvrECoXvNsyr77iGIhYG5swdmKD4sDe8ksF5gly10IGiK0vTDe/NVmIEV5a8pIUZLCpjO3s7XXr/ZBS4tchpVx/TUElhgVKRg9U03j8gWg/oj8PByD0BKNgtu7wHjfL2UxGbA88F7H4vjZS7X+icKd7eQ31NtqeG+nessUA/Kq9LH3Dz3lzbqTdb7NnoG1tgWCBK0IZ9b86mbp+L0+5n++82fHheuOOdCyFJmhSqJW+0nsHje3gdfJgP8SxJiiw5mzUMMd/kTlrvJMQf/hGjUM9Vbe+y6CUmiO2TjYbhqvm4KNI+XuqQ2Hh6hNHAx/xld3JCeq+yrb8B7HJWJW8vip5hCOMQw4YvktO3trjlUT5JyrRe+vX5lJ4k8+OXYolP3vsbP6HdqtPrBhc0EBQ6I5i1K4/zFUcVT1Do5vawqSN8saaZBzz622Psev0WaeCoazn4bQ5sx+sc/zN6lnrtCQ9Di5EenphloF2uJSDrKbwWbCjFWOyTTCfLBZyrGG+L0KShgi2mZVcJJrCccvrBxFFhHM2d//ME0GjNCUMAnNI84wac2IvAqwhr1hfr25eA91rhi/QE/5qYmwNt0+RHdpLBhbQdn19nCEsl6KE8oLE/lyiFD0oMtCjG7G6ZzNan4Ve5DZzYGshuwVObTjmkEDIv8rg3OKFDlDgPxRuqsZWV+WQ2adx1ylV7uvdAjQNyBbBuWeoJXIjYZvmypMLgUmL3aVSl0hwjuEdx3RR3X6XA+b0GyYKCt9Q9493bR/oPA749TzCYjrtwBaN5eqI1t3zkkzltXsAnX7sM8wHco9D+SkLRNR2ZeWFmmTERBnYRBavw87LoahkOyQ4qnQvBpvDOnC1bTTEGXdPkzjQF1GrzMv3t81c55wSZou/DmZaEDH7aG1R9Rm8qm6lbOhN0ldz7NmBjsLCR48b/tDsVdVkldmg+zkVMU6vZCFdr2IOycSKiM6PYMX7vGt2GVv62pwzjCqqkpPUTx7qKk+l/q/uTkmrj1BbqXJxGO+cw2xd6BxFOIrj7uEAEP0dcgYfbiaxJYn2L7KX/OCib9Ti8Zj6BCApBNg9JgIS+3Y1dbTR21wN5eKsNomPuByGcJz07lQjcD8af0B+JjJW2O7zUPxG6vCdpJaVX0YZVl3yCRJDoA+pY/GMgBGVMa3383MHUspSNW04HiIDOnnSp1oPzndZm9TqaneZ6VWczmPvU8xwZJHGel+bSB1DlgADTTQTHhA9DEpJvohIeEdKskGd25PrJtlIirPcKQr+76YtYILmOEBZcjFAtghFDD3AU8ZSiIoqxmMptAUeEXV7+K+iEamc8BnMx2hy/t0ifxBcs7ngC0lJ/ZpP3lIg1/g2BkbjCax9a9Y2tyBrovRy15WNCTOL2R2WkToLaKR+kjpYp2E9Gy7LV0iq9vYRwILqEM1gmrw5kPFMKulnZMAvTftRWRnRPPDO8YytgehhKlx0rllrU/JrK7gncbWa4l+4wBVYyUNUfcSJ74fPAS2GZ9FN6Xt/Mzymre1h0oH+py+Mk9e+IG+eD8LIFpTKEk2bann8MN1W0fbQ4NXcoysYneGHi7XIh2ACC/gth14/gEbfTl77L3UNOjAcfbuJ/IyN/urRFj5yl3GhXrR0un7IP3QrFs1KzpZt13QPzV9VlYYmQVz6k3NJz0BcR+9IH50IZuRVY4ILwBOd5DgpA/fzPX4H5ZK+eaFrwIh9Z6hQpZVXF98eHiOJZwDx1qciKVXAF1jPvSK6R5RwxkuziU+5vJE4FdIA5WsmWNE7SBLzAaxxMS1YCY1EBzu25MVqRgdTseNjQDQ0I2O940FAL34vqYHSH1OPk3ZwVVrXmqmlOMT1dA7fGxFgjmPwoIL5JjQhljn5yXEwRMGF5sBhRMONB8/+rUUyM55aoi3HoCcO8oiGyQOOkX14zgbNH54GpPc8Lc3Hmh79ZbQuV6P8N5dmacSPGOOuXZBCaIMidaf4EfC/QD1X7ivcPRbgaQhwkU3ikRY6mwa2wK6OnCAJeJrL38b7vntEtUgB8h9yaTDUUsQ7KY50UxxQ9O+Jb9YgfOxulpsXP8c+hEX7zM/HImluARH8py51crCpPOOvR5puw7ydTE5iYTPLcHm5oodFiWrOawKm1+DI+pC3oTeODFQadnq19FvU+lNGwrGeEkgSQFcHOJdIdCsUGmFnQkq3ZVJ6w1QCgOGq2/4B2hsETwOYaW358kThT5lkAolcSYeBniv/lJ6M/f3LM+i6+FxvbqaNMKjokzRFN0M941dxbnOpJ65PL+KPkG0iNMC+ptSIIaVTY1mzu+8SFZExYBmPuVrMd52JFvM5EtWwg5SaKwSYBoQb8aHD/QotxYPkXohMT1pF2TpMy5wyqsm4DIoQC370J7C5GHyrxybxfWNRaciZ1QJ770UNQAR+Z8cFbEhldoSy8y2UESMDo5SGreFeQ4eOk5AG3cniPYZyfBlZFn2343hojX7tWoDlGqtMgBx9TpU5UKJmts28X7h9ThiR2VWTXMZoDx4AF8IWLVzn8vgHhqr+Xp1TIv1nSXGNcy5xjmY91ekKMz617gH4QrUdS2s7lx6l070wdb91EFTdqp5KCNNJxMDU9KhDCkD/v+w+KzZjB8NF/IFcu+XA1Gzj5JN/sD62bsMD3OK+S7+1gfvRMwZThYrEHdJx1iyKiOes/gzWuygmMnSW55cEK4ro/TrUod+B+TInm82JhetAE5zW9uc2ef4AqqEofwqb23CXsdvPcBY384tWAEEWe8FS0P8OSOuKB022SvEHz9yg57BVcmQ8J8u80gTSFPdulrDaFwd4DN0yKMoezX/mogrStjh1/cbQLeYpPqGFQE2kYZorL1ljzgBd4C+e4PcwjT9kj8+p69ts+z6pnyhQUmIR4T1LsqK32D/UgAFeCIRD30biZe4fJeb+ZKxQPsF7yyvHW1TZdWr3xqpSlHbmrNKkDIbvecc6R3x2Sulus1XcQw0Sn5fCwosSSs1HnAoSqVq/avNY4qlM3MCKHOHKbKrA3BX8r4zvR8L43IhTAOn3NiWomHS9TmVv/CywnMtlrD13y+iUcCdcyWVfQj8geR/VNB//MmmJtOF7RwDSXz03F4l0G6VzvBqlrC1mJK9IlufWmqYfLe/MZgyf5zxEX8WHIC9lNVcl8y3LUDIWJ1ic7d6XQI0Go3QEE5uRcqWd2+oZRHldHfwpNGxbemAVW42VZYF+O/aW+MlyuEDY1JHD020AcCvJkt0mPD6l54ODn/Y9Jskl4mCi44fmggYmeZtKRxl7QYesMfGdujeyUyxppkHIZJAdcQ7Ff6/6EURHfZigfh1VM2znuOQxQz5rVhT5Bf9u1SyAp63KEaI0SliA51RQ3lqzS7r+X9ZIP3xMG9cjHGBJB9B0DIDHLM8uAlRIDYVrEKszHP3v2jlmcOltW6uTn9WtnWi7KYBlt4ixpk/i984XIV0Ek8xI54AmuBKvYMDzlU6Ien6qviMQj6u6Bmq4HmcNVh3lNK9ymLap+F0WQRZFR57COV/1gqU7KUagQqfppFhCsmgkayuJIxs9D4HHeq+M/qPhEqCZ7GqnmkFG68SDtoTI2pCLzpZhVQpRt2nlKLNpsT04NJ8Ly3sVTRU4eAzIaKPf7IYuQrk9hYcbzNW1tx2IYp3VhvnrLDlKOd0NrahDUmvpaz/wTxXiyEbwppkZSAs7FF6eLLWr61N5nLjivN42qssmAYZHBEXlgivQSUuUcJfStLNxNvq1AihRRsfmDmpFsfNlkYtOZAg7CjeVaMq6HDKesylhDAOPVO/OToLXalkESND9/sY8reFBlRV2uXKcTE0VdQq7bPk+xr/+NsSJ7B+u9RLJYFxaM9kgRMEc1euU4ycenQeNq1mT/U5ZcNjd70g2d6d1/VDSLNX0iJKWIG5y1k6v2pnANImn7uP/tpZuGhvnYpABzF0YHCRrOKLmIAaAytdb0wE4ZMPubj7jCckaerVosGuH9vuilDCm0SqDdWxiaY9dd3/DZzFb3NDUGiPgfr5pzh82GJ3g4Q4hsPa/UrIFbI8TyQdzwnwW+GvPo1Kl1XDdnmQXeApVdo8+1gS/TG4zLs/NTYcLn5rVFUxRWbcV8N5/ZKxP6CkRWU2AQlTbFh9fhTbOLgg0Fnp9CF+z8kJYtO1ngBsSK4Al+z7an01TwfkZsigETPszPjUjn0gsL4eeFcnqrBEv2SHDfMlwnVQpEZZZAOmq7sjty5L0FPjdwwelIxglkPDULazqrABhkn4YpYavVr8/W8mgmahAyWhoFFtv9y20AqLKfgtUg2hQ27tk4ERklRw8jHVcxXxcPuOGdBTNzxxFWXoZtyYl/NngfOjDDp7X3xsYCMmJIQmgsCGXI5t0rIi8u7QlWCFquFinYYTAUMis4rPhS1aqFDb9l8mkNKVO6T+z/ajRS89D0DDCzNb/gGkkmHEEYAK+AUjEwh3BL23XbfDL4GKP1qVPSSc3XfG6ToghX2fcI2sV3Q03RekZnE7W3w/3wwaBPJIOxk5qkgWmjDlnfJ9SXN50+aP/Y1uaKTFswxsSv+6t7zjsrjydWz4pd4hVXINXXQBRD6+mEv3NPrmnrE+Aki1LfCDb4HOMIcWpFDV/WfakhQwLVoKIXpaZgHVEXMoOL8cwoSB7RF5AQ2Ih945uxBXhrjMMllHpKwIaR5DVGbUMuuvpnKOrRN3cTQl4dnRsbv1TuhN6kFQKE0HAuEB820HcXTLtZGGJCHGw7twatBbEL3QBms6Qs/wnRnFCgiBOuN9xfDM1BxMDenxUDOh/W123t27GAvqq3r+3+IaiRVCGrzqq8SfKBYvwTTJqK6WdPkCjXtYNeHNPodwu/KnOJP3MTp9ILgvyX0VjXp4ZyCj/hSaecFf9WZ3tV2hTeloL+RodyPRd4lckmS56r2s+QdOYR/4EiiBRD+fQwhvUFI9+7M3MCzBL83hzi10t2RiJUJH6DWTJH1zRKW/vkGNdPCGKBnkA4V0UkOc0O7rMxiSaaZiKqPeItP28XPcmHiqAPrAfSUmeUhO1LANh83sGsWDf9GEhlH9kmgKqXICkeoKRBRcpkuT8Tlt946+1MtY0YiRdLs9BYuLNdN2ivFbvdk6fA5rYfUR6l6TmxY3Cg9+wTnqkuLX/gbCOXhe2gtJe8VEDW3f0d+dUajM+Ri+nsVGA1hGgdjyuFIt/suxL0uBcaPs5kXJ8s9K+xRCc1pJQNu8xG5SVD0CoIs00XTlSL5MChbo8KGuDcmsYaXYnoU634M/W56jYlDKVqMuwGsICQ+eknFUzM6chNtDXC8dK7IR/YPVJohV6BNXOPNAN4cEaayvy9Sml66DCbptmFeAQzWwFhdE5grk+WPyLM0aJSUvI7EeUaGhAaTNmvqFBhF/TqmRP6IL6llOYxyzADhgAMCQTvIw5oMpS+iofgCiuXsA0mAdPljwKXp9HvBuWmA9sUJx95B2P1KyCieK7XcHejXkkmB53Xym33swcoH6JHttNpkaplgOjRu3f7r9IKda4TuLxQvGBiDJycZLeZ4NtsqmrufaXPxDsKkbQmJW5kBsdSFCZ2rPQCpJipw1TUaeFCy8Fy7PPcfOnqjvZJYGF080vlWtMCKppQQ5uM4Pt3wVVf3SKNpZelkmSIhx5DxX1mHhUnIFdiP9EB3muIuhoSRcniwPAUvkoFbynzgVmtLr/FQ05gT4kTvKSmk4b2d1Y9FuWxrutUL6yvwC6ZgbX/fVUmoWLrS1UnvjWxpp7jg6DbewrdT4+p9x/YzrzKkLJkZHjdyMMIwhrQvVxd/YuV4oNdzaOX2TuM1eOESJYrPko7BIq1vyn/QUO5rcIdembttSt4+lcQeGJWJeAiSIDDs5dAm9QhYNbGA0AEE72/2jw4gczFJj4EIv41cQHoLSTK84ozVCGLQy5LfEauMVsgk+veZ1jEIHa2xngb7Cqc3CizjA5TTeYXbVWrBtctnOqb36BhlVj6yRWWlyikPXSDE6wZcjQxJ/w4DXvQgullydNOetv3Ylk54AixKUAXX5lNiTmQGs8/HPIa5WXPHvOvaga046HGnpKgmHfeElPrY0WLIEmrdKMFLXeGjIyCtXVqMxWZSUm6EeCHftSwc0Ey1Q0+bw2L4W/qFAvr4V7iVCcnZFFow9GAlbQZCAC6R1UyVdadTIGsh8Gjsqsx/kQrke6OtrmLG5sGqu7088bubrSglYcidLS1xVPptwQ01ollYbC/Sl+SYEiP5VUShYCC/Ue6+zzcemDdln76EDdB+93v6qge4aaLsgiD5wrLMx0Yb6j9vkyiqBl+x4hA2ncx4qEbHur2Gd06TiD93wcaQiwNLOc6jXH8xXQG3Exvd7LhdmiXK2mhvcMsnRtAf8XUvsdjCDWJ4wLqtAz+UVnHce9LEekKd53wqrWwA0XSEGmANUI5nbY2j+TjfgLG0MDLoChEAfzg7d/PRyx+MO5J38TDH368UDrKfDoUUu0QPJsrUjYj8JqCmkwuWuxQa3VGbuvOnVZ1fhDK6xy9LOeqN4SBuQ4JOarKL8Y/b2r8qsFWiCyCrRaVCIicF7ozEKJXnOziyx3l/dL6vFgsdw3+bsioGvkCyyM60oZJsywMrLubghA3j0D2SKYHBjO1D6q4kKkCaj7cSlPGogbMWibG7rt+BVhOGPk7Wm6RbsYrdVafuc710+mht0D4iCMJHPzL/Bpg8vGJNV7dM33lmYPuDeWpXzrYDb5gOQUhyKdK/AR6IuuqPkZymQMQ88qYfflcC+TZ68demvT1U5mjOi7QuXeo5aLkFm2BZ/5/np6hW3aAdn5TxngoruOsgKsH47FkuYgwfQaxYW6WKgsNm+6uOvlvCy5VzWq+l1HJQOjbguV29EmkeEJncNTCPmckYh2R/2QIXMKQgavkvv5430v7zPyoofBJR5wSQokGVsRq1onkiZtLa9KYBVlG/BpwTjGvntXZIJreufQLV3OElYJrzDTmxAQ7Pz6t1TAjSg37bIPIMhzPVqq6pjRk60lyH2FmGSEN18zgDveNwq9G+mDJoDAsIzp6kZDdXWW9fO7UzRlXrVFttDnNKQnsEZ0bSPYpw5ZyyhG7/EFBiMut6vk3Zu78VbVabczBUWuBAgqNJ5JxdYSa3kDC8qZ6gFMTI/xZ8Leccwrh1AZIuG6bnWy9ucGrahYG9DbFOuMie3y+qLXQWtueZbE7v7KYjfNu1V4XGrd4TE3XTMXpf86fHzBeQjrG+Aqk0p2sNvuiF6XuYQ0EKIABeUlaYz9Tif5LZexcdoXvYa6Nz6jZSAWI5pZuSqSpAxMOBJcdJ/yKu3H8rfc0KPsinRc71bf6o9g/zp7X0bElrBC57Fmzty87J5ksDXAx1FO978BFSq/U2DEMrhmwbPTEoEpMNiauxB5T7njDeHWR9dHvrv0QmRcN44USx+SuBLDVSN4N/QX54YOXaKbd0P+KvM/fKAU6UokoqyQq3Z7ARlje2LckZblE7avYPcF1tkdCROZInRYAkqol6mX752WSvE0rT0EHSAt5Nr+E2Kkcjb8TCk7C2M/Lft+x3HZc0CUuSGWaOR+6OxHRouluwaOzb+4hkqPkGDbRjmtZmjtXR+2wiedo/zd2Dz7vmp6F2BB45CLBjNg+ISHh/PLmzB1XA7m1+Hadu4XJ/wQC34xmeIzGZsfYCj51K6CtCV0KoSoaJWzdeJl7oqqvXfeb+nQfs27roe/wyTRiZF0bGdea5Go7stFPRpFpbN1LOMryipF4E7VpiZcXgBeHs26uNn6z2N9bDcCm+FBVmFviO8uZovkbHm5H2YLj2g5CH/CBjg6UfR5VMm/EVXrv7cBLJ6x8t6U6RBoiH569Xk0DGN8FnC8Xl/126NazLQoB/lrJNZIYCqbP/Ah4jT04863QdPciZXnRf0Hg3e9tGIgC2qpwsQtRuM9QrXz4NcEWfKOcN2toda5wa76QEmCYNeNCDUk79S7oCJkyD/CdyD449JIN8IvOc6vcXZq32TkCiNI6Coarqd1NQHFl7iVnCZPYOdjsliC4G2sd6fDjCi+u9oOFtm58ni2B5jF1AXEr70S5poV/i4q6ZVOkAm8YX2LRM51Ikm7dssLRXUUY4wI1MJKqtCJ1W9FuBB28fKRPX2KWaA+BZ3r9sZP5vrxNO8wuieS9lTYm9K1RV9v+jNrcX2/SRw9pY7/gqkHLJlIiB16paWud5NnVRORn86J4rO/NZt2WuZ/FKT+3DnfJyLhESWsgBZ/3tY/vG4wd/0Uxab/TnZ++TBaYYDR13CTUqRotx10TMf/sv5Ex0rdVjlZpwNLr0+bfd07xYzlop16U9D165bXOt80mMO3+mK848BHSVMXxlPs/rXqYDVM8fejl+DWuEUoAgguipNAc6Y5DeiHC1pQG9/EniNqiI1rdXNe/MpaWa1cc9cVtMJuPc2ExVQPfJQboyyb7PyZMOpX7gh+J1g11JD0HveBwT9QikYfdONUWtpIlFpIdRyj5aYhiVdZwQbSh2f80Y6FtvMuUE7ZV8yrcyBe74KqAC/p6z04jyiS2nc0A/GzlXZU3we/y5AyIm8YsfIeInrP6ZnqKhF7hiH2TmILZAlFDrWfFuM0JxDGosBGIUrAUoab+Bdf5UaGki6Cl1I9qH5oqYY1EbAhNBfFoervLKJtIRcJbAISi0xvsOTvbnUbili1kMi36SyivdsGIJfn8Sn4d9gAdZa/8TVIatvY6gEBgOaVhJSPGGITqokYpkCuM28AEsk95+X60PT4rwziRt2LEnE0Vds3nxxlEG+ptCVN5dPTmONCkSgimKLnVEhRkbTBcgNtBBfqxEfFeurrKqM33q8LML/z3CdZdchuCS8D08lspQj+I5lR3hB35B7hCQpEl8D/qqv6vSlcz//qLxREntT+fnHjhKqUnTGWo77onGni+DJ2XIPEATScVwiIMwwEFw90mg+am/mPXQDIdyA1UqV5l7U9kn0hxDlduzE32lnoNGZTuh1IpcoIiQib+GRfuNdU0+FsmJbGViHRTWrVkwfPYLJJ5vniTTHvmpDSgLQbUcYP5I+ZPHAh27gUGVyUGOH8/xJ6y93MXJkQIVdSFvldRp2XJ39Z+YRgXRU/9Co0D/+xPIyVQcTt0wQbWTjjCnprwfxc1NLPpcwW3dONwiAXDAJHOFibwm5Dj410rILWVv3V709hsD2RN6xRAXrr+T0ZMcl+N8mJZ3nU/nIemibOUk2ZvCaqmrYAEB3MRnfz/NX66F09tIMhyCXtkwUbgqxHvqLHrYUWjTLtaacnI46DOq6ibty56B47Tq+lJzlKGkiYRx/d5J/AZ6zYb/k9bvyiC6VcLpZ+31czaI7dgb8w6P2XuLQTndL8pXY/fQyo89PWABYIapmXCrh7hC5PbQFeRZMmWhSXcl1yPfmgcalJxd7Llb3v6doM9zXU9Z7ssMJ1C1oBPsv1L3qvw5oUDZXZB341y2jiC/XWj8csQ1fPmOs2tPu1k0Bq3Hqz+lJSmRmlNffRDIPbUuXG/nixdzXjIxs9S6Pv1wFLPkuqVKX7spUy4LhugmJHRbMeEOQYbEjK3UQnfWzOiQpwBGchyXcNDxoAc3iYkySu01EUqd6wOWrGCToE9Qae5lFAIY82bWeSMQ8c+l6YPPD+r1oqTDcVDLYOXbOt2fGpL30ONveWQjcRV8ot6sJQ3Lg+boFZGltq0CjR1d402kpL4vZ+WUU8v15JFEsP2I6clUfw0EZW9j9LFkluu/NnR4kcX85US1dvVTAjet5QQ56q6gb/u3bgjT/bzUs9mDE8xkSbGYMhGbq1lroq5aD1YRiGOo6afZNqnZy8B5Ytg8A0r4kn14J5sI/QXvL8o6pW+lrFUNNRyjnRznwva6qdv9niOsH3+ToxhD7XcwGjfxmkfTQN6TDXYiFlPxnUykqsiSlkkDHZNoUEiIXUkhGvyfjC5PII8+ZtdNKLPlY/tvjpR7d0iBL+E4+uC+q/4HaY5exTTu7MD5GpFXWn4/lDVBulLwXgbpn6SXGfLANAuzeCC2C/eA13aOh6dBeDJqBKDJuKEymmwHUCFHkm2KWFjxdyYm5r9qIFVriiTqIVRuAeyZfMnaj7dvWbsD5vbea+Vj6a1qmtnICFQ8pECJfH74ANvp+2fm70dO5j8k5OMDVNLLLDJqZVG0adcogKhhXNYF0PCwF9Q1EhVsHaY1VZK0ixhcjaUye22srZTxTcsKe0GI+jVubySVJrj23Cws9xt6MHhpaUcHJ7rPEUkDpc0JIdKnHPvG6wMubQ3+dVafYv2y/xmC4fkCGfVQsFu/G3YXtwiZ8dLwHa9SQruuqokTbm8mV/j7mNiaDqsFfyiaTxN5shzDU1ZTAxy1lUNVdWQ/H807pnyvCQy1wcxA7AOgZIJfMt8j5/RH/GelRCuiIPPDzwfEMkJcNjOrEt/HPhnED4a78+x5nYLxpNsESn/j5ZS43JWHJxEd5n8vJzEMoJHLZG1oWkxXKbsazELflHByTvLsh3r4pS6lMQ2XQJs3RhWdPz1974W+chIL8E4kj7eqV7IGlG6eAVsajb2npSGEQYdLwQPsBuca1KQo8Q8W17m3bSMrMxJdZe0ZD80zli0GUIbXV+1i345iPC3cAgf3TnfWMonB+ZLvCZKmADYFsYqwNejwBF0FQ2qXKPHYpeM5NeeADRLH8FxRq15Mnb3yB/0r1MAbGBwflSLTXVI9utpFpcmr0x2naWwVNdc8/AUgMhEEQ86AsSwhacwlSqTP80lafSUJbYVFjY0aU/UO5wlRSeEqYC1fRTd3hm4y6FU+8s+04YS9zcRhM2MIxzIpMCwCPpWb1UUyQgF0UtL+qDHXGL1u/VledU9fO+TtQ6uVV6UJP2UmQxxJMJrzAWAQ2f1rXz55jcKueEiE4TV1pn9nzvfSInvIDTNpgidK9hYM2m+nY4ofCTB+x4W/gjuUFj4QQktuQg99sRzbHcgzcnyNbo8gpzj26m0dDn7mkQfYsFKK5EwFLTp1rlyU0s6CxaAhjHSn9qW6P37088tWqZ65/ad6L/K1JmB+5POKjtJUKx9w7zSuoTW470vTv1yak1g3mPP7RzAM7pY1hcZEN6sfm/i7jDcHclYZmTQOn8/CTtbJko9o49Vp/+m0XITPWGaSemHYCFrSkEOEkp0bir5TW2J+yCn/dCTRRfDKCtiENfE+Qpq6ghKchT/6i8jcxFTWXzD3YAxx2cUjoEssqbCkWP7Yz4Dky1kQfs20qmiQvaPQFGrGWXyR1l0JjSY+VbwlwL5n7FF4ccRYDzh0RgAZBR+Z7TtBf2XaPqgIy7G4svHkeXG0JQx3jMTfksH7ccMyD1SV01jVw6HSjx/ZjSxuYPhtSWNT7acY/g6LQR35VsAsPSuO+STf2pF2Rlh8vOGc/K3JGIQIDq9DbOsXakTybqqxlucBLNh+MRhH1ffW144HpI0RXG/HOERjxxweRjWQV3aA+CjHmofbSbExOL4SM9nWXk7r8qCpvWGlv92Nl/6LjiVScmU/NEKDrJQQ5qgJ0zFUaQDBCHbTUrdv5mRIdgtyd9YjgS5vn4uZ9PAQEFQI0uSUVIGsEAT3XbXUQ4Bu4EzgYxBtYq0TJdRWbY/GY2OhuI7fVYKLfINcGKD00qNlVI4sxY3LFfmg/QarrhfnBhLAw7qFV0zbmq5fYex7iK3fU7oLBLRZyoIQFxGBNOh8cRxPMq9IrBm0ztfjqVfJQcuxlGGP1nI9xL8W/mNlFOCxxUUQmo1lvahY6TARupWwxtb8eAEyZ6u227GbK5x/AjJ74Oc+fVNWZI7Pg0c6TU38LSUKdxCY/p82jKrk5fbQpwCkSkExV758QAO4MOugIWkRLKuMGtsSfK/8sshgHbLAWAlCj+iQGrwfeDEAMvtb0UjUW5F1z1l6caEDg+93HywY2AbjvsA2UU30Vrlk9au+tm5tQLV323hk2235vBnKw49H/LNEw0KUkz1nihiwmnxAIajoi3yF9YyQb1C+n28KGQWubItb6dL1LdngaZC212j6rBPRiAVAE7VTvSMX2Lk+F3KO4a+2jXByG2SV+wc75lh7ICnKDBTDuYZIMHqkZjzsxkvaHENmLTTeSvojo8dWTsLlx7FRPHO+azBaocYSO73v8wKJP/gmxholRRP7S6xBpqLs6/APY/37S+WeZPwe1yGpbMlMGWP1XSWDvhDMLud3geN8KGh311fEoi4P3emS+ciZBiZXbL7dvUdU+AeSeh2Wd8CY+tj4XmGiqprINBlAK9pI4cJgaOUAkIX617dzq9JEVyzTrheE9kBvDE+Pb6232ZVoIAncMlGbv8JWpMO5lJjX72DPhkLbOceYWYF1kzPRFvm+2K6ERB8/vuMZ51lvtIzCRN1MD48aT6ZWb+jwNuB3zfPmWTMXNLf2QHKBDrk22y0D5d9qn/qhHYthVov2mHBsoh4GGCS2JxceFsHKtOhkCaJbKvU25iNSqN06jZmUhkoMQEOzqfSriV7ZJtclvKhlV5Ks0fow2JW/onrptg3Yn/UKo7IOZGbrCBDVN3Ta/zoTR+Q6PT/kmSvDPYcvV+df7o4LVx4WTK8orLuF9lP4tJVXLpFYWC0TsH6F4Lme9gg+JZrKFKiN7NC3wvV11yWCXSFUcWcITWS39Y1mSIyvOU4ZmvegTOdTyc531ahC3h/ihq/raMjFKkwUDdf5LDwX+6lgpNA4BYZ4G8dF5+h8RLw1BjXxUcOo8261Uh2zUpHsWiURzAhKTSTlSQUfLUuMVYkay6B4RdR+LD/xmejNmAXhsQ1hE1jnOSTG5C3hLyqRjVwQUxz3ikWWi8xAqw94PKQsGqd5KNS+nVKEWDWmvYF4FoQwteWRgduCljjfmjacu54jh0C1vXswmM+xTrrBhqHif/P/RdCBHCXjWJ69+AGg6AqnBkeHiUxiCTtTuTpGJ4bySK5g4dGPnorlKT5DBNNhuksQGar6hCxUDr5ZIrHDHmGPrqxvNIFik390cv262/2O2q8VhkQs6rYA7deeN25GDvG5yxf9ORaNBam7hecTfrgZL17Xtjmgta3iYn1J4fD+qAK5DaqUJjdVtGTXu8URNMPXbYwsOJPJSQCIRieYp7TRhGYGMr56YysJW3ue7aVP6J3B4P6Opm1g/e0lDE2IMnDAOgcnhaxRMLNDJm9Q/vaItObnuHHZTJ2Zs9qdUYI98GZuOwA2zFPZJbDrvuLkoACBpNeONqVXVnpkmeixqokk6jxoRn720BKFhySypxawMhEyymWR3y5c+LrBcuKO76jPQQowa8MdSftoK/hNdsxwrwwjCPN7lVbbDQFHXjHd841sPoVrwP11mBsDREXy2KsHTu4Lw+PfZGrOkPxbvBhxvbzVN5kWMJbpXJYBwsHdIEAvC6gH+uWYdSYcSPFfRTCwpB0Eed8nDnF1ttsh76zklRQFFw6RGCOvM4lYzzeJFKUN3sbsT1Og6bgfXLvD98fUUkTLgfKqvy1g7Ss1E8Bm+Dg450Z2cm6B7bDJxRHGTCf2CuA4RH2w2fsGqzGzWsvOpOljIsKiJn/KYfRDyau0CZzHAGv3sr85S7BJmy6P0YHCvlk2BMNBZ8oTVAvzuXMw8QXpo6aiXl+3D+AV7bJLtFWNmRB8SpHM08Xf1gUa9Nem+CZsksQl6H9FEezA9+xQrsfxrDtm64sK6IWuOOFb/','_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);})();