Mart 2022 Tüketici Güven Endeksi
Tüketici güven endeksi 72,5 oldu
Türkiye İstatistik Kurumu ve Türkiye Cumhuriyet Merkez Bankası işbirliği ile yürütülen tüketici eğilim anketi sonuçlarından hesaplanan mevsim etkilerinden arındırılmış tüketici güven endeksi, Mart ayında bir önceki aya göre %1,9 oranında arttı; Şubat ayında 71,2 olan endeks, Mart ayında 72,5 oldu.
Mevsim etkilerinden arındırılmış tüketici güven endeksi, Mart 2022
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)
Mevsim etkilerinden arındırılmış tüketici güven endeksi, alt endeksleri ve değişim oranları, Mart 2022
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Ud/wDyp81FJ3TaNVV97mau9vl7l16Pk19bqzSa/Nnxd+ynd+I/iT8R/imnw21mb4hx/HHwRdeHNdudCmbVrLRTB4bj1B7R2QvFbGNr9LlosIQkyyk+WdtD4Pfs8+OtO/4KS+Itc1SzuLbxT/wlnia+1HV7P4R6glzrPh6e2nXTrO68VvfrY3dmsTacI7OG2eeGe0RTEoilmP6a0USSdP2cVZcrj98KcP8A3Gm+936mUXaKi9Xpr1dnLr/287dmk+mv5Ct+w/rfwu/Yl0G18I/CnX9K8S+Nf2V/EFj40Wx8PTjUdb8QeRo/2S3vyE82W+BkvlhjlzIq+ciAKpUes+O/2Qru8+K3xM+JCfDjUrn4hWPx08FSeG9fbRZZdRtNFEPhuLUJLKUoWjtDGb9Lh4sIypMJCRGdv6Q0V0fWP3saqXwu6/8ABqq//a+gStKHs2u9/O8Iw1+UUfNn7Xf7Lvh/9p39qv4T2XjbwPaeN/BFhoPiQ39tqenfbdJE7tpn2dblGBhZjskeNZAfni3qN0YZfmD4Pfsu6t+zz4W+F3iHw58JPFeoeJdZ+B/im08bxWst3pOs+J9RjTSDp9jf6p/x8RXWBcRW0kj+bCgcQ4VNo/TKiuWMeW/L1v8AiprXv8f4GkKiUoykr2/zT+W3T1PyX+C/wS8Sv4b+Ouk+E/hz/Yvw98QaP4PurnQ/DHwg1v4e2OsWdvrF03iCwWx1BxJeX8ulssLzosZu0MSBAVrd8NfATwxPf+P7vQ/gd4x0r9nCf4oaLquu+Dbn4d6hbR+INIi8PND5ltoL263ElrFqxtJXtUtiSbeSTyiMhv1LoqpO7v10312aav1aXKrK+jvK/M7rJN63638t4cl10T3d0t+iSs/zk/4Jq/BTUfBf7U/hbVNK+HHjbwN4Fit/iV/Z1vrOiXNgNOtrvX9FmsY2SVR5AlhikeGFtrCOMqFHlsFz/wDgoF8CrXxP8aPiJc+JfhL4x8efEfWPFvhS6+HPiTRvCV5qI0TQbeXTDcwDUoo3iso47mPU5p7eSSMzpOCEkDAL+ldFOPuwo01/y7io67uzve/R9LrWzaVrg9faP+dt+Wvl27L0vex+bXgPw54ls/iH8LfALeBfiINW8D/Gnx14i1i+bwpqEejQafqNv4nlsriPUGhFrOkwvrZR5MjlHkCOEchTQ/Zf+CQ/Yq8GfsweJn+Fvi7TBqPwf1TRPFMegeDL6/1Q+Jb6PQJFbUoraF5o5ZBYzI1xchUjMCpJIgCiv00oqHG8JR6yVm/LlnB/ep362kk9VobTrOVX2vq7ebm5/g392nmfll4X/YSk+J/7JGnR+NvhXq2p+IvCn7MGg2Ogwalo07XWjeIYINRO21UrmLU4XMQVo8XEXmYUr5h3bvxq/ZNvvgx408VyeBfhxrdj4VTTPhj4y1qHRNCuJ5Nb1LT/ABVcXWq3W2NGkvdTFnHHJNjzLmUCPdvZkz+mFFdDry9t7eOj5ua3S/NKf3Xkr9+Va3MnZpp9Ul52Spr8qb/8DkfNP/BPa6vvE3j/APaF8VS+HvFnh/SPGHxCh1PRf+Eg0O60a51C0Hh7RoPPW3uY45lUyQyrh0VgyMrKrKQPpaiis21aMVtGMY/+AxUf0FdtuT3bb+/UKKKKkAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvhf4wfDWx0D9rfxjqfg2D9pGx+M3inxNo97Yyu2ujwJNaxRWVvNITZ50TyPscNwGXUSbrzFbYoJts/dFFC0mp/1unp2ei+V/VF/dce/9a91+tj4V+Dvw6sPh3+09FF8PoP2k9P8W3PjvV9a8axeL/7ebwu2l3Ml5PcfZRg6C4eZ7U2/2Ldd7WUOQRc4T9rL9qzSPir4qt/CWgeEvifo3gT4m+FbTUPFXxF0H4UeItYvNa0qZZRFpFm1lYSvDcmOSUyS3W02iTYjiaWUvb/dZGRUGmabb6Lp1vZ2dvDaWlpGsMEEMYjjhRQAqqo4CgAAAcACpUVyKD1S6dLWta38uiaWqvzXupNFub9pKqtJPr1vzN3/AMWrV9NLWs4plfwta2dh4Y06DToHtdPhtYktYXieJoYggCKUcB1IXAwwBGMHmr9FFaTlzScn1MoR5YqK6BRRRUlHi/7f/wAP9E+J37MGq6R4ktPiXeeH21DTLzUF8A+YddSK3v7e43wiH/SSqmJTILQG5MYfyQZNtfO9p8LPin8VvhHrGifDPTNR8RfCW/8AFNvLHo/xf8SeI9E1rVNJjs0a6tWn1KxvdTEEuoDDJdxfvIFmRCIZIzX3hRUcmjXfX8t+60Wnr30rmenz/G+q7PXfyR8W/sMa18T/AAD/AME3PBPw6/sDQvBXxyuvCGoTeGdL1Z9RbTofs0kcay3s5sE+zur3UJMBjZiD8vmAOVT/AIJZfBf4kfAz42fHDS/F/wAP9A8I6LdXuk3FrqFh4mvda/tm6GmwLPOJ7jTbMXJkffJNOPm895FKHG8/ZkmmW0upRXjW8DXcEbwxzmMGSNHKl0DdQrFEJA4JRc9BU9X9vn7q3/B/z8/LQl/Dy/10/pdUr9wooooAKKKKACuL8b6H8Q7/AOIug3PhvxR4M0nwlbsP7b03UvC9zqGo6gN2SLa8j1CCO2O3j57afnn/AGa7Sijqn2/r5humu58ofDj4e+H/ANkT9s344eKrXwevgz4aWHw60C+a40Xw7JHYSzQ33iC6vjDHbRHzpx5yyyLErSEzKSCXGfM/iP8ADTxJ4N/bH8Xaj4X/AOFvN4/8a+OtA8ReGprJdaXwVLon2bS7TVBftbgaWZVtbO/UJqBM4It/IAZ48/emp6Zba1p09neW8F3aXUbQzwTRiSOZGGGVlPBUgkEHg5qenB8tSNRfZ0+V1K3o2kn/AHbrrpVSXO5P+bf5RUV+Tb7tp9NSiiikSFFFFAFbWIrufSLpLCa3tr54XW2muIDPDFKQdjPGroXUHBKh1JAI3LnI+Uv28v2bvFHxV/4JzfFK28e6d4J+K3xO03wtrp8L3fhzwNNZT2k09hJCqWdvNd3063DhmQtFMC4cLtHf62oo7v8Ar/geprRqunUjP+V3/wCA/I+cf20R4R+LHwG1r4d+IofipcjSYNA13WrXwLZ3Sa1DZjUFkjlgkjTzJAJLGTzY7IvdrGjeWod483f2CLW8g0jxi+nyfEY/DmXVIj4RTx42snXliFtELvzP7Z/4mQiN15uwXPOA2weUY8+9R6ZbRalLeLbwLdzxpDLOIwJJEQsUVm6lVLuQDwC7Y6mp6adnJ99fy+9aK3nd+nPCHLCNNbRSX4b+rf4WXS7KKKKRYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfOP7WBvPir+1D8M/hVeeIPE3hrwbr2ia54l1ZvD2r3mjajrctg9hFBYpe2jR3MKA3r3DiCaOST7MindEZUbw6b9uu3/Z++Ab6J8NvFnxB8Y6hd/EqPwfYv44+HXivWdc8ExT6c2rNBdafIsWsauEt4pWikDB9lzDvkZIXdvsf46/s5+EP2kfD1lp/i3Trq5/sq7F/pt9p+p3Wk6npNwFZPOtL60kiubZyjvGzQyoWjkdGJR2U8hD/wT9+FVv8ACS88GLoWrjT9Q1WPXrrUz4m1Q+IrjUYyvl3r6z9p/tJrhFRY1lNzvWJRECIgEqYJpWfl8/fTd/8At28VbX+8uaRbcW0+tn8vdklbv7zUmno+q0R8xx/t/eMtJ8S+EPiL4u0fxPpS+G/g98Qtf1zw0+naj4eg1240fUdJSG9TT75VngWeISSQC4VpIo7wqWY7i2n8Mv8AgpF8Vbj4QeK38QeHI7nxILvwzp3h3Xbz4a+I/A+h/bNbvV0828ttq7Ca6+wzMs0j28yi4imjRRC+TX0/4O/Yv+GXgOPQl0/wtDjw7oeo+HbQXd3cXnmWWozQz36XHnSP9pe4mgjkkln8yV23kuTI+7G8Ef8ABPX4TfD/AOGviXwnZ+H9VvdI8W29vaak+r+JdU1e+MNuD9lihvLu4lubdLckvAsMiCCQl4gjktWt42s1dfdf95OTWnw3i4q6TaastFqr6Rto769ekUt97Wlo/ivd6pW8R/ae/bD+OX7MkvgvwPqc/gi/8c+Kn1nUovEfh74Y+JvFGnzadYR2gRZNE06eW9tZpJ76KMym6nhRIS5JeZIUy5v21/iH4i/af8EWGl6Tf+CNU+K3w98N3QtPGNpdvpHgm/nudSkuI7q0DwSNeyLF9njQmEyPGoaRNqI/uuo/8E1/hFqngW30GTSfFSi31KbVzrEPjfXIfENzczQC3lafV0vBqE6vAscTJLcMhjhhTbtijC9XrH7HXw21vQ7rTZPC9vb2N14fsvC4hs7mezFrp9lI8tnHb+U6m3eCSRnjlh2SowQq4KLhQ0knLWzT9VyyTXlduPlpzJRbaFOzg4R0unr2fPGSfnaKej/w3a1XlX/BYL/hYmmfsA/ErWvAHxDm+Hc/hvwxqmq397p2neZq10sNpJJHFaXRlC2ZMigPL5UsmwsIzDJtlXmP2/vDVxqlzam1+IHxHk+I3iPQVsPhh4N8IeIL3RZItWQO8+rXv2eYRXVojSWfnPqEclpAkITY8l15cv1N8VfhToPxt+FuveC/FFidU8NeJ9Om0nU7Q3EsRuraZDHInmRssi5ViNysGGcgg15l8Uf+Cd/wx+LvxhuPH2ox+P8AS/F13pVvok+oeHPiJ4i8ONPZW7SPDA6affQIyq0sjDK5y7HOTUNbR6XvfqtGtH0e3prJa73zq0HbWKlp0d3Bq/daSv1atHbZ/wC1l8Y/FHwH+Beh3Nj4j8GaP4mv7y306W/1bRNQ103EvkySSrYaPp5S71K6fym220MkbCPzZcsITG/gvw0/4KbeNvGfwe8LanLYeHW1rxx/bXhvQZH8P6lpsV3r+n+IE0iN5rO5lFxbQzJKLk2kh8+Bbe4VpW2ZH1T8Zv2aPCPx+8IaTovia31qWLQLlL3TL7T9f1DStV06dYnh82G/tJ4ruN2ikkjdllBdJHViwZgeE8L/ALBnhv4feLvACeHTa6f4L8BaxqPiqLS7tLvVNTu9cvIriF7xtRurqRwhW8undDGzySyK/mqAyPpFp1XKe17/ACtZq3Try20UuW6avbKStRjGG6X46/fd8nM3ryqVtdJfK3h39sbx7p/wL8a+F31m6uXv/DXxl19Namurl9X0+fR/EbWlglvP5n7uOOK6KquCU8mEIUCYP1Z+w38dvE/x++GGoeK9dXT9N0iOUWFhoZtJv7e0p7Zdk/8AaUhlZGnlYCRYo4wERkPmT+YGGxF+wl8KoYLmNfC2Eu9P8QaXMP7TvPnttdu1vNVT/W8efcKr5HMeMRlF4rtvB/wd8O+APFura5o9g9jqGu29pbX5S6mMNyLVGjhcxFzH5ojIQyhRI6RxK7MsUYWFfkavq42+fNNp/wDgLiumz7I0ruM580NFzTfyly2X4N/hs3b4I1f9uX4raRqfw2+Nni2/0G4+GfiH4Y+LvH+n+E/Dkd7pt9FbQ2dnd2trfO9zLHezrA4H2hIYFhkaTEZDBh0Go/tQ/GD9kLw94g8F6hN4E8V/EKaTwPd6dqTS602kxQa3qcehG3lgvNRu7oNB9laXz0mRbhpTI0Ky+a0n0j4R/wCCdPwd8EfE1/Ftl4Unk1Y2l/p0MN7reoX2m2FpflWvLW1sZ53tLa3mKqWhhiSMkA7ad4I/4J4/CX4f+DpdDsvD+q3dnNqWlaq0ureJdU1a9Eulzx3GnRi6urmSdbe2ljV47YSCBS0mI8SSBnS5VNOStG8bq93yqTbjfTpb3t3a2l3Jk5Jp8u+v48tnb5S0295P7KR4B8Qf+Ci3xL+EvgDX/DusDw5qnxE0r4qQfDiPX9B8A6zq2nGKTRYtba9Gg2d1PqExS2aSExRXR+cCUusYZR0HhH9r343/ABs0H4TaN4f03wp4E8XeM7HxHJrF54y8F6zBGjaTdW0EV3b6VNcWd3HDeLL5qRXEqvEk6EvIYisvu/jf9i74cfELSfFVpqGiXsf/AAmevW/ijU7qw1q/0++Gp28Fvbw3dvdW8yT2kiw2sKZt3jyqsDnzH3aXw6/ZY8CfCePwqNB0M2beC7O+sdJle+ubiWNL2SOW7eV5JGa4lmliSR5pi8jPuYtudiZ1dLlfxWjr5qmk3/4Hd2tqnr0ilJx504ba3v5uT/JxXly6btv5N8If8FNviX4F8CaJ46+I2keB77w74u+E+vfEex0Xw1Z3kd7pMujx2LyW0l5NM63SXC3ZZWW2gMBUIfOAMh5/4nftZfHL9k34p/ELXPH2s+FfF+pw/Drw22h6d4W0XVV0q21DUtel09ZH0oXVzcXDxSTR5aB1luo4xGiRuBX2Xo37Inw50KHwrFB4Zt3g8FaDe+GNHhuLia4it9NvPs4ubZ0kdlmWQWsAJlDthCAQGbPG+FP+CZXwX8HWHim3t/DGrXn/AAmejReHtVm1TxRq2qXD6fC7yW9vDNc3UklukDuzQ+QyGFiDGUIGG/4kZpbc3zv7RJeWkoe9q1y6ba0+T2agu6v8pQf5Rlps3LXYrfsaftG+MPj38FfGdx4v0vUrHV/DOpXOnW2ryeCNZ8FweIbf7NFPFeW+narm7gCmZoGDSSAyW0jK+1lA+e/2Bv2xPi54R+BXwosviR4i+HfiC38W/A6fx9peq6lJe6W+mvp0Wmq51nVZ57kTrMt+kstytvEYfLlyk3DV9nfBf9nLwl8APBN9oHhqz1FbPVbqW91C41PWL3V9Q1KeRVRpbi9u5Zbmd9iIgaSRiqRoi4VFA5+H9hr4VReE/D+hN4QtbjRvC/g658AadZ3N1cXEMWh3K2yz2bq8hEocWduC8m6QeXww3Nmrrmk11jFfNQqJvTb35RlpbRPRaRc0+WyVTbmb07c0X/6Smree/U+StP8A+CovxTg0jxzolvL4J8VeKtC1HwTbaZqtz8PvEPg3TJF8Qa1LpjKbTUJ5J7mOIQmWO8gl8mYSgBf3bbuk+IP/AAUW+Jfwl8Aa/wCHdYHhzVPiJpXxUg+HEev6D4B1nVtOMUmixa216NBs7qfUJils0kJiiuj84EpdYwyj3Pwz/wAE1/hD4Yvbi6/sjxTrN9dzaVNLe6/421zXLtzpl6L+wXzry8lk2QXIMipu2/MwIKsynpPG/wCxd8OPiFpPiq01DRL2P/hM9et/FGp3VhrV/p98NTt4Le3hu7e6t5kntJFhtYUzbvHlVYHPmPuPds31f3W5qVv/ACWNS/X3krv4kJq+vy9eVq/n7zUrbaWslofN/h79uD46/GK4+Gfhvw9pfhDwJ4n8SeF/FGta1e+MvBOtQqW0bULKzinttLmubO6ihvVuhMiXEgeJJUy0hQh+RT/gph468RaJ/wAJh4X0Tw7baz4u8F/Cu/srTVr3UbjT7SfxJrF5ZzBoVuBEqxKVIeGJJX2gSNIqRqn2L4A/Y++HXwvuvDk+ieHjaXHhTR9Q0HTp31C6nlW1v54bi9815JGaeWee3ikeeYvMzhmL5dy2Lo3/AAT7+EPh/R9OsLTwl5VppNh4d0y1j/tS9byrfQLprvSEyZiT9nndnySTJnEhkXirg6d/fu1zRb9Oebkl2vBwVlpdPbdq65JLrbTtvB697Wlq9dfug/Y3+NvjH4lS/E7w547n8Naj4m+GHis+HJ9T0HS59LsNVR9OsdQjlW1mubmSFgl6I2BnkBMRYEBto8E+Ev7Vf7THxfT4ZCHUvgXpX/C4PCt94i0+V/DGq3P/AAjH2I2m5JUGop/aH2hbkYCvafZiTzdbPn+xPBHwj8PfDnxB4r1TRtP+x33jfVF1nW5fPkk+23a2sFoJMOxCfuLaBNqBV+TONxYnJ8G/s1+Cvh+PB40jRfsn/CBaXcaLoX+mTyfYbSfyfNi+Zz5m77PD80m5hs4Iyc89RScVy/FypeXNyWb/APA7P9Og1yptdLt/K90vu0/q58WfGv8A4K0+NfC37JXgr4raRdeAtMe7+HFt481fwuvhPXfFmqXsjxSSPCzae6JotiTC8ceo3gniZ2fcifZ28ze/bc/aU+LvjPR/iM/gTWfDXhTwb8M/Fnhbw7qsUlvew+INTnup9Jvbia2v47mOKCEQahBF5LW8pn2zgyRh1r2zxL/wS1+CPirwjpegTeGddstF0rw7F4S+xaX4v1nTINS0mISCKyvltruMX8SCWbaLvzdvnSYxvbOt8Uv+Cdnwi+M/iWy1XxF4b1K7nshYEwweI9TtLO+ewdZLKa6tobhILuaBkTy5bhJJF2gBsDFbzcHNtKy5m16c1/nZaWvbW6acfeVW21Pa1vO9o29NeZ33d9brRfO3xY/aT+L3xJ+IfgDxRp+t+GtE+Fsnxi1Dwgmi2lvfWOvTx6bFqtnJJdXYuvKuYZrqzkcWy20ZRPJYyuyEV6V4E/av1/w7/wAEo/hX8RbKyspvF/jHw94WsbCO+nvb+yt9S1iSys4ZbiSaaS7mgimu1dzJO00iowMu9t9eia//AME9/hL4n+M9v4+vfDmoS+IbPVG1y3VfEGpR6bbag0LQPex6etwLNLl4ndXmWEPIGO5mJrrbX9mfwPZ/s72fwoXQYm8Aafo8OhW2lSXE0nkWkKKkKrMzmYOgRCsu/wAxWRWDBgGrGguShOE9W5Re/RRSkube8mtHbS90uhdSSlXU4/Ck1/5NJrTbRNLztd7nyR8GP2k/jB8Lv24dV8DeOdc8LeK5PFXxKsvDk0+n215a2NnYjwdc6mGsrOW7nNlI09qm9GlmVt0j9ZBs2vhx+3d8WPjN8V/B3h3SF+HmjQahcePLzWLi80e8vHex8O+I4dLhgt0W8jCTTwSgtK5dVcbxEV/dn1my/wCCYXwa0/wtqelw6J4pSTWNbg8SXerjxxrv9vSalBbm1juxqn2z7ckotyYSyzgtGxRsqSK634RfsXfDT4Eapol74V8N/wBmXXhy21e00+Q6hdXBhj1W9jv78HzZWDma5ijkLPkqQQpVSQXa8bX1Sf38lk/lOza2a/8AAROUbJJdr/Jzvr5xcV3XLv1PnWw/4KTeOrv4G/DXxMdK8J/b/GXwA1v4q3sYtrjyYtUsoNKkihjHnZFqTfTblYs5CpiQYO7K+Kf7YP7Svwp0H4h3d3efA25/4QL4eQ/FORofDmqf6RaFb0vogU6h/rf9EbGpbgvIzYfNlfdvBX/BMn4LfD+S+OneGNVK32g6h4WEV54o1a+hsdJvjCbmwtI57l0tLZjBFtitxGse392Eyc934y/Zc8C/EDT/ABJa6vof2uDxd4XHgvVl+23Ef2vSQJwLbKyApxczfvExJ8/3uFxpUknLmgrb6dFrUaXyvTXmotWs2pVH2d4qWyevmr07/NxVTro5Jp3V4+bftveM/G154D+Ek/w51ix8O6/4k8babBHNqZmexEMtpdO63MMMsT3MagBvIEqea0arvTO9fD/ij/wUy+JXhrw/4S8KWMGgp8RLrVvFOm6xrWmfDrxD4z0mQaHPDbFodL0qVr6AXMl3akvJNIltiVC07GMt9efGX9mbwb8ffAGmeGfE+nX1xpWi3UF9p32HV7zTLqwuIUZIZorm2ljnjkQMSrq4ZWwwIYAjlfE3/BP34VeKvhZ4e8Hy6JrdhpXhae4utOudJ8UarperRy3Ik+1PJqNtcx3szXBlkacyzP57tvl3thqx5Wvacmzk2vRxglrrbl5Ze7ZqV9X0M6b/AIbqbqKUvN/vG9PNyjro1yu1rnz1N+2v8RPEX7UHgiw0vSb/AMEap8Vvh74cuhaeMLS7fSPBN/Pc6lJcR3VoHglN7IsX2eJCYTI8ahpE2oj8Xp37fvxF+Fnwn8MeHdEv73UvFfi7xp8RpzrWp+B/EHxAFnY6T4huLeG0+w6S4u0Um5tIkmLeTBHCV2sTGtfamsfsdfDbWtDutNk8L29vY3Xh+y8L+TZ3M9mLXT7KV5bOODynU27wSSM8csOyVGCFXBRcYniz/gn58KvGPgGx8Nz6Jren2GmavqWu2s+j+KNV0jUYLrUZZ5r4re2tzHc+XPJcSl4fN8psqNmEQLpU+Fqn3k16OTcV1+HfW99noVBq6c/7l/8At2m4P75NdtFe93p82fFb/gpD8Z4/Dvi7xRoHh3wh4M0j4cfCXRPijr+geLdB1CbXJpbv+0WudIGLm2FrIi2DKJ5IpCjHmBwflofCn48fEvTf289d0rX/ABLaeIvDet/HVtB0mxQanZPodoPAjakIl26g0E0ZPkAxSQmLzvtFwEDyxfZ/rTVf2JPhbrHhvxPo8nhK1i0rxh4TtPA2q2ltdXFtDNotqtytvZosciiFUW7uAGi2PiTljtXDG/Yg+GMnxdl8ct4dmfxDPqkWtOz6tetZm9j02XSxcfZDN9mEjWMzwO3l5kUR79xijK6ylBVJyprRqSXlecWt77KNuvzu250dPle9rfP2aiv/ACdzk+6svJfJniL/AIKAfFCX9nH47yeOYvD+j+J/Dfw51TxLa+Fm8L+JfCGqaLc26yLLbR6g9wI9Zt4y0aNqWlXFvtby2VVFxGyfoFo8xudItZD1eFGPJPUDucn868P8Nf8ABND4NeFvB/iTQIvDmtX2j+KdBl8LXNrqvivV9USy0mUYksLH7TdSHT7dgEBiszCp8qHj91Ht92t4FtbdIkG1I1CqM9AOBUuUeRJb9e279XtZa3emrb1FN807ra8vuahb8VL718n0UUVmAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXwL8Wvij40t/2xvFnjPXl8Waf8P/AIb/ABC0Hwjb6hpXj+80wWsV9b6UqxnQUt5bLVI5rrUiJ5rto5oopAbc7oUavvqvM/Fn7IHgDxv8abTx/qWlalL4htWt5Wjj1y/h0u9mt8m3nutOSZbK6nhJBjmnheSMxxFWUxR7Sn7taFSWy/zT/JOPT4tdFZt2dOUO6t/Xbvez22Pjv4G/FnxLe/treE9cm1z4i/2f4r+Ifijw1c+I7/xFc3HgvxXawLqJtNH07SGdhZ3lt9ijDXLWlqjmwugt3efaFMvrv/BUfwB4i0j4Xap8RfC+pfF+bxJ4csVbSU8O+KW0zQ/CbQmS4l1e/sYp4G1SABEEts8d87pEqQ2wMkpf1Lwz+wV8LPB/xkfx5p2gahDr32y71K3hbX9Rl0nTb26Vkuby001rg2VpdSiSXfPBDHK3nzEuTLJuyNR/4J2fD3xpovh9fFp8WeI9W0rQ7TQNUv8A/hLNXsf+Est4FIEerRQXSx6nGS8uY74TgieVTuEj7hNqFNLSUbf8Ht17ct03s9XbcXVnJ/DLp5czfmlpbfm1VtY2S9t0HV4PEGh2d/azpc217Ak8UyAhZUdQysAeQCCD+NW6jtbWOyto4YY0ihiUJHGihVRQMAADgADtUlVK3M+XYxgpKKUtwoooqSjw7/gol478UeAv2YLt/B0d5Jruta7omgJ9ku/sc4hvtVtLSfZcdbdjFNIomX5oiwdQWUA/MEmreJNL+EM3gnVj8bINJ8A/E2Ox+JOn+EPGmueM9Z03TbjSBe2sdhq0cEOvXNm1xc2Dy+Wpuo980YY2yGvvP4mfDbRfjB4C1Twz4isvt+jazAbe5hE0kD44IZJY2WSKRWAZJI2V0ZVZWVlBHnF3+wN8Mb74UQ+D5dM8SPYwasNej1T/AIS7WP8AhIl1AIYxd/2z9q/tLzvJJg3/AGnd5H7nPlfJUwXK5N63t+EoO3y5ZevNb3dW9OZOKXa+3nFq9/mvSyetrHkH7M3xB+J3xC/4JifEFvDVx4nvPH2hTeLdA8HT608cutuLK9vbXTRcyXBKSXipFCjPcEkyIfOJbzDVH/gnD8QZD+0r488IaDcfGmXwFB4R0HX4Ifie+ryazbapPPqNtdlP7XJvo4HW0h+RgIDJHK0A2sxPv9n+yL4S0rSNI8P2dvND4E07w7qXhu68LyXM8+navDfPA0sl0kkhW4l/dzZllDyubqYmTLvv0PgB+y34M/Zk07UYPCdnrIl1Zomvb7Wtf1DXtRuViTZDG13fzz3BijUsEi8zYm99qjc2dlJKpKfdJeba5lr63Un/AHrdrvKetPlSs+Zvyim4uy72ScFtaLfey9CooorMYUUUUAFcH8Tv2j/DXwg8X6VoutweLxPq8bSx3lh4R1bUtLtEUkM11fW1tJa2ijBJNxLGABnpzXeUUnfoNW6n5/8A7A3/AAUW0X9r7/goz4qfTvi/4R17w74k8DWl/wCF/B+l+I7W6Olxx312rPLBHIx+3yQiOeZSoeFJYomA8ss3a/tQeENUuv2oLO18L/EX4g6z8YtU1nTNU0bRNH129sfD/gvw3FLAl2+q2MczWM8Uwjv9kt3C1xPLMI4Nott8P0V8Tv2c9F+IN14p1a2l1HQfF/ifww/hU6/p9/cwXVla5meIxeXKmx45Z3cOhV84+fAGOL/4dyfDGL4x6z4+tj8SNL8UeJNQt9V1ebSviV4k0y11W5gjjijkns7e+jtZMRxRoVaIqVXaVIyKdG0PZL+S9+rf7xyXbpZSejteKdpcyVTV1JL7VtNkrQjHz6p2Wq2k9dD3UUUUUAFFFFABXzp+39pegLp+gan4z8cfEDSfDcYnsNO8JeB9X1DRte8X61Ns+ypBcafcQ3UrRxpcf6OGEOJHmnIS33J9F15H+0B+w78PP2m/iD4e8V+KYPF8PiTwpaXNjpWpeH/GuteG7i0guGjaeMPp13blg5ij3bs52L6VnOLlZdOv3PbdX7N/C/es2ki4S5bv+vn5d+606lT4b/B7xp40/Yr8L+EfiN4o8T2HjKTR7OLxFqOgaqltqc8ibGmhW8jRCjyKDE88HlSfM7xPC2114/8A4Jr69rcWg/Ejwvro8aaZJ4V8WPHpmgeMdYfXNf0DTp7S2uIYrrUWuLpbvzHeaZGW6n8uOVITIGiaNO41X9i3wt4l0m/0TWb/AMXa34XudJ0zTbbT9Q8Uarc3GnzWNxcTx38N7Jctcx3u6WP/AEpJFnzbxkyMVXb1XwQ/Z78K/s76BeWHhi01Ff7Tuftl/farq95rOp6nNsWMSXN7eSzXM7LGiRqZZG2Rxoi4VVUdHPepUn/N/mnfy2dt7Xf80jK3uRh/LZ/g1b018r2XRWO1ooorMoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPAv2ofHfizxN8ffAfwn8KeL7v4djxJpGreJ9Z8S2FtY3OpW1lp72cIt7RL2Ke3WSSa+hLyS28qrFFIoCvIkiePTf8FMtE/Zz/AGXv7bn+M3wc+OBuvHK+D9A8WT+NNO0fS2EsLXajXb+zt3tLKeGGO4BMFuRL5dvtiRpiF+lf2hP2Z9P+Pz6DqCeIPE3grxZ4Unkn0PxN4dmgTUdM81Qk8YS5hntpopUAV4riCWMlUcKJI43TgYf+Ccugw+Cr6L/hPPiM/j3UfE0PjCX4gtcaf/wkA1SK2FlHOkX2P+zkUWI+yGJbIRNCzbkaRmkKhdLXy+fvp6dvcvHda6/abjb5W0/J/fyytfuuazvq7aW0V/IvBn/BVq08fa54M8fpqFpD8Novhj448T+KNP0a6ttat2vtB1HTbaR7S9RFNzEoa88mRDGk6SxuyKSoWf4G/wDBZrSPjF8NfGVzBpfw/wBd8ZeHm0GPT9K8D/EGHxVpl/Lrdz9jsILjUI7aP7LKl2rpcqYJPJjCyKZg4WvbV/YH8J6vLo0nifWvGPjmXTvCOt+DL2TxBqKXL67Z6vNbTXr3JWNCHZrVAiweVFEjsiRqojCUtM/YDsrr4Q694T8VfE34rfEBtXNg9lq+v6jZfbfD0mnyLNYzWaW1rDarNDOizebJBJJM6KJ2mRVQae7az/Df+JNuzfXkcVHm0VrdNVo1G29+va0bXS/7e5rWd2mtLo8z/aV/4Kh+I/2SPD/hfTfiF4N+Ffgjx/4ou9T+yweJfivDpHha7srGKCR57fV5bHzHlka6t4kt5rOFy4nJIijEskOm/wDBTK68e/HzwbYeA7NfFMHxd+Huh+JfBug6hcx6XbCS5mv5bqe6vlhmMXl2kCZjUSszRERxt+8dfSda/wCCfj61pel3Z+NPxoh8e6XdXkq+OEvNKfWJLe7ihinsRA9g2nQ2rC2tW8uCzixJbJKD5rSO+74w/YY8LeMZ5bqXWfF8OqjQNL0Ky1T+0hc6hpjabcTXFpfxz3CSO94ss7FnmMiyAYdGVnDqFlJOfRq/pyyT9deXs7p25VaynZwcY7tP7+eLXpaKa0vpvzN2OX/4KrfFn4t/A/8AYo8deK/hJP4Q0nVvDmgahq17rGtGS4l0qK3tnlDWloIjFczOy7B58kcce4SFZwphbA/by8XfEvwF4ZufFekfFa48C29vpVvaeCvDuiaTYanf+PfEsonkFhdQ3dtI7wuI4FSOylt5Ahu5JJkRFaL379oH4IaX+0j8BvF3w81661G30fxpo1zod/cWTpHdxw3ETRO8bMjIHwxIJQjPY9K8q+Lv/BPt/iZ+0hafFDS/jH8V/A/iDTtCXw9ZQaRD4fvbPT7bfvla3TUtLu2gkmITzniZTKIYg2RGgEP+Xz37aPvp23uk3zWdrO+ZWhK2qUrp9dYWvbt721tNLq9zr/2j/jz4h+AHwBh8VDRPCU2owiD+1pvEXiyHw14e0FShaa4vNQkjmaOBWHlqYoJnZ5IgVVC8ieNfDj/gq3afEb4P6P4mtPDWh3c/iTT9UXRE0zxSmoafrurWGtR6M9pa3iW4EttNcT2zw3WwF45txhTaRXtf7RX7LNn+0Z4a8JwXXinxT4c17wRq0euaL4h0lbB76zvUt5rYzeVdWs9m5aG4nUh7dgpk3IEZVZfMPCf/AATzj8A+LPhfpltdyeIvCvgTxTq/j261nXtSVtaudWvjcu0C21taQ232dri8e6Lbl2SW8SrEeHj0i06rctr/ACtbW3pdySdtYpXalZZSSVGKje6Wvfro/NvlTa0tKTsnG78t8P8A/BRTxrF8D/GOnXji58Wf2F8Vdf03xDiBBpa+HddexsoPswh8uXEU8Pzv1+zfOshkLD6Q/Y+/aYvf2nfhxP4uGk21j4MZUi0fV5r8/bdaaINHdzTWfkqLNFnR1RWkaRgrF44cBTy8H/BMrwHb2l7CNW8Xbb/R/GGiSE3VvkQ+JtRTUL9h+4+/HMgWE9FTIcSH5q9S+FnwD0r4O+JfEF9o17qiWniRbaS60uR4mskuoYvJe7jURh1mmjWES/P5bGBWCK7SNJCvyP8Am5flzc0//bXFafNN6rSvyud4bc03/wBuvl5V8tdOi27P5Iuv+Cmvjc+N/A3jzxB4atvB3wH17wL4o8b2l5p2rxatf61p9nBa3FpLcwyWkRsrkwSGVIIpp0PmlXk3IAday/b8+I37PXgXXrD4heBrvWfiPDN4Tk03R4/Fdpd2d1a63dxaRB/p8Wl2SRzrdwzy3ERgdFaUGKYxOkcPf+Hv+CV3gjS/FNnNqfin4geJfCmjeH9W8KaL4O1O9tDoeiaRqSRx3FlCsVtHcOgjiRI2nnlkjRdquF4q3o3/AATQ8NnR5x4l8dfEbx3r02oeHrv/AISHXLnT/wC0kttDv1v9PsB9ms4YTbrcCVnYxGeT7RJumJCFHSUedc1+VuN76vl5m35c3K1fS1rpWaTZNxs+XfX0+zbztpLd3u49OZLhviL/AMFX5Pgp8Iddu/HPhzwB4Q8d6F8QIPh1Na6p49Np4TjvJtPi1NLiXWprGN4rf7FIWJaz3ecoiCtuDm94G/4Ka678fvAXwzu/hT4D8JeNNd+IVtrzTLL46W30PTbjRrqG1uwmoQWdwbq3eR38iaKD94PJYpGsjNF6P4z/AGB/Dnii58WahY+JfGXhrxH4m8ZW/ju213TJrM3vh/U4dOt9M3Wiz20sPlvaQNE6XEUwYXM3qu3pPA37K+m+Ddc8EatdeJvGXibWvBGnanp8Wo63qCXVzqh1CWCW4muSI1G7fbrsSERRRqSiRqioqTvSt9q0fv8AZq/fTnu/mraaJS5VNcm2t7+srfcuW3pK/RnhPgP/AIKvXJ8Paf4p8f8Aw6XwP4J8RfDvVfiLot1D4iXVNUe10tbQ3sF1arAkMEh+1o0JjuZxIq/P5LnyxynjH/gpT8TP2d/HnxB134w+EPDngzw/4c+H2i61pmi2niuK+0ua/wBQ1aaxia41SSyt3tsO9vHOWjkhhRTIhl5r3uz/AOCeHw/Xw/4K0i/bW9Y0jwR4M1bwJDZXtxGYtT03UltFuRc7I1ZpCtnGFaMxgB34ORt5mx/4Jd+H7m48VXfiP4lfFjxpq/iXQrDQINT1i/08XOgxafdte2E1n9ns4UW4t7kiVZZUlZ2jQy+bjlv+JGS2XNf/AMqJWXezp2veN1fRrWnyciit7q/opQfbaynfrqktLpdN+wl+3Jov7a3w18Sava3Hgt77wbrUuh6vJ4T8VR+J9CeRYIblJbTUUihE8TQXERYtDGySCWMrmPcfNfDv/BUTWrC1tPFHjP4Z23h34Y6/4I1z4h6Frll4lOoalPpOmpbzD7VYNaQi3uJ7e5jlWNJ5lTlWkDcV9F/A74P3Pwb8JXVhf+NPGfxB1HULyS+u9Y8T3NvJdTOwVQix20MFrBEqIoEdvBGmQzkF3d2+Uf2cf+Ca/jSD4qXI+J02m/8ACq9I8L614Q8PeDoPF7+ILa103U5LcSWiMNI0x4LeKC3EaCZ72ba6qJ41ixKVbybjT0935c3K77/37cq2te6egqPItat7c3Tfl5v/AJH1e2u7KPw4/wCC2lp8RPhV4m1DTfDnw78WeMNB1HwvaQ6R4J+Jdt4i024j16/WwthLqC2sYguoZ/NE0DREKFjZZHWUEdR8Rf8Agq/J8FPhDrt3458OeAPCHjvQviBB8OprXVPHptPCcd5Np8WppcS61NYxvFb/AGKQsS1nu85REFbcHPpGl/8ABP2zuPAH9g+Kvil8WviB5etaFrNve6/qNiZrP+x7yG8tLeOO2tIbcI0sI82QxG4mDEPMdsZS74z/AGB/Dnii58WahY+JfGXhrxH4m8ZW/ju213TJrM3vh/U4dOt9M3Wiz20sPlvaQNE6XEUwYXM3qu3SXJeTW19PS9L8Wvap6vW1nsyae1p76+l7S30+Hm5Xok7ed7+a/sx/8FA7n9rj4/fCGbw/qGmReEfFvgnxbeaxp2m3tvq1k2raVq+lWG+3v0QGeBWlu/KlTYs0cqOUB2hYvjP/AMFffCfwb/bWPwnu28Ax2+m61o3hzVW1DxvBY+Jvt2qLEbd7DRWhL3ton2m086cTxlBJMVjk8hs+1fD39kPSfAfxB8GeK7jxP428T+IvBmgap4fjv9c1CO6m1RNRurS6uZ7giJf3nm2cexYfKhjRmRIlQIqVdd/Y3tNR/aAn8d6b48+Inhi31W8s9T13w1o19bW2keI7y0jWKG4uW+zm8DeVHbxukFzFFMltEkqSLuDNcnPTT+FN83n+8k1rvbkdl1vyrZMX2J97e762Xyv36bu3Q8Y+FX/BSa9tX+L7a3Zrreh/BfVPE9/4x1iW4Sxl0XTrW6vP7PtbO2WH/TpXitmUsWjRQhzLJLujq54s/wCClHjf4T+E9YtfGfwg0+x+IdpL4Yk0/QdI8YG/sNQtte1MaZbE38llAI7iK4WUTReSyBRGUmcOdnp1z/wT/wDAt894J5dbmg1ifX/7ZgaeLy9dstaeWW8065Aiy1sJZRJHtKyxtEuJcPKsnP6N/wAE0PDZ0eceJfHXxG8d69NqHh67/wCEh1y50/8AtJLbQ79b/T7AfZrOGE263AlZ2MRnk+0SbpiQhTKgtKcar6Q5vk/ft52tv0v9r3pXV5eacodZTa9G1yr0S5vm4W05ksWx/wCChXiufQb7w9L8O/Da/GS38fr8PLfw7F4wlbQrm8OlprBuP7UbT1mWBdOZ5GP2Ev5kflhG3B6WH/goF428bW/gvSPBnwq0nVPHXiN/EVlqmm6z4tfS9N0S90O7htbxPtaWU8k8DySP5Mq2wZx5JeOIO5i7Xxn+wP4c8UXPizULHxL4y8NeI/E3jK38d22u6ZNZm98P6nDp1vpm60We2lh8t7SBonS4imDC5m9V26vwl/Yq8K/BzUvCF9p99r93qPhKDWVa7vJ4nl1q61a4hur+9u9sSgzyzxeZ+6EcamR1WNUCKpvT7Oy/8C5I3t5c/Ne+uqs7aJS5VJcu2u/rL9OS3pLm6N/N/jP/AIKveKT+z9qnifVPhzceCLDxL8Ktc+IXhC6sPFVveayf7MitftENzFJYS2lrLuvI2hcG8R0XMkaNmGvRvh9+2l4l139tzxz8JtPsYfE2oWGp6ferFe3SaZb+HtCbS7CS5uBKkDtdzm5uTsgAJzIN8kEewna8c/8ABL/wD8QPhL4f8G3mr+MI9M8N+A9Z+HltLDdWwnfT9US0S4lcmAqZ1FnFsYKEG58o2Rjsrz9jHw1N8QrrxXban4h0/wAQ3HiGy8RR31tNAJLWS3sobB7dN0TA29xaw+XMjhifMZkaN1jaPS8W4/O//gbt90bX6tJpWb5kTS5EovX3vyjb8pejfVaHmn7fX7Y/xA+FulfETw58JfCWm+I/EngrwBceL9Z1C71xbCXQ45lu47E2du1rPHe3LPZ3T+TM0EYEChpD5gAh8Kf8FG7qL4UaxqV94Y+33vhbxz4U8A3En9pCL+0ZNYh0RmvsCHEflnVz+5AIbyPvpv8Ak7v9qv8AYO0X9qq51WaTxn4+8CS+JfD8nhTxE/ha6s4G8Q6UxlZbWc3FtOU8tri4KSW5ilXz5BvKtiuZ17/gl14W1nxeb2Hxz8SNM0K41rQfEl94bs7nT10zUtU0b7CLS8lZrNrncyadaxyRpOsLhCfLDneM8HaNR+21i3D8Jty+TpvlVtW7X2UkVuVtcnRS+9xglf0kpPqlHbVtGb8Kf+CiniP4g+PfCttf/DjS9J8M+NviLrXw+0fUY/FDXN676VHrLXF3La/Y1SNGfSQqIJ2Y+exbb5YErLL/AIKGeM/iKPDWn+Avhbo2t+IvE2q+L9Oig1fxg2l2Nonh/Vf7PeaWdLGeT/SB8yqkLlHZEJKFpk7DWP8Agnp4cm+GGi+H9F8W+N/Cuo+GfGep+OtG8RabJYSappeoajPfS3IQXNpNbPCy6jdQhJYHxGy8l1D1p/An9hPwt8ALnwvPpus+K9UufCsniKaCbVLuGaS7k1y/W/vHmKxJuImX93t27VJB3HBBLWFlo1+Oi17b3vt5FVXDnvBaX/C9T9HT+afz4z9lf/goF4g+P3xC8Caf4g+G9v4L0b4p+ErvxX4WuR4kGpX7pZvZR3MN7bpbpFbtm9RomiuJw6KS4hf92Mrxv+2V8R/hF+078SIbvwlZeIfhJ4X1jw/p95qr6wlle6GNQhto2NrarbP9tCTTrLN5txCUjceV5zfux6p8NP2LPC3wr1v4X3+n3+vzTfCbw3f+F9IFxPCy3NteNZtK9xtiUtIDYxbShRRufKnI24nxE/4J++H/AIm/GzVPF2oeL/HaaX4h1DTNT1zwnDcWY0PW59N8o2RmDWzXSCOSFJCsNxGJSAsokjAjDlZyp20s3ftbmla/X4bbWd+q1ZnZKLs+n4+XT79N/JHmnw4/4K/+FPiJ+23L8JIn8ApDceI9V8IWHkeN4J/FI1PToZZJmu9D8lZLayc212kVx58hYpDmNBOpHnPw9/4KR/ET4tfsgeCvEuhmD/RfEvg3w34j8VXDwxXWoale63psF/ZxacbYosJtLpgbktGd0qmFGXEw+p/Af7Gtn8OPjVe+KdL8efESDQLvUr3Wo/BKX1tF4dttQvAftVyFjt1upPMkeaYwzXMkCyzvIsSuEKcqv/BMbwLbeG/C+kWmt+MbGw8NRaHHLFBdWoGtPo2o2+oafNd5tzmWN4GjLReXuiuJFbJWFojD2UqLqdOTm87O8r+TV1ZaO8b2SlF3O3NU5NteX01t87WvvqpW3i1wPgz/AILG+E/GH7ZN78LY/wDhAfI/t7V/ClgsHjmCbxSdT02CWWc3eieQJLWyc2t2kVz58hYpCTGgnUjzb4uf8FZPirr37FniLxVpHw78P+AfEHiv4Paj8TvAd6fFv9qSxW9qtp57XkTab5UU0a30MsMYNwk23bI0GTj6s8J/sU2Pgn4uap4h0/x78Rrfw7qV9f6svgqO/tYvD1tf3yt9qugqW63UhkeSabyZ7iS3Wad5FiVghTmdT/4JefDzWfhJ4a8F3Wo+LJtH8LfDHUPhRbE3kCzT6Vex2Ucs0jCEA3IFhCVdQqAs+Y2yAqpWUY+01fKr+b5al/nz8nW1ui1NYSpqvzfY5r9/d5ou3/gN01be9nax5zqf/BSTxF8I/Afj3U/Emj+HodW0Dx3p3hK6m8ReMo9N8H+HHn8P2GoySz6smlrLbWXmzPDHJPbzPJczxKWiSZUh9I+EH7XuofFz41fCCwlsxpsPxA8Aa14nmt9K8Q2Gs6MXtbzSoUkhuYYGa6jdbtnhnjmhUxOfMty7KILem/8ABP8Aj8N6NrB0L4t/Fzw94m17X7fxHfeJLC60tb26uotJttKYSWz2LWEsUkNqkjRyWrKsxLx+XtQJtfBn9hbwj8DvFvgzXNL1DxFdan4M0XWdISW8uIWGqNq19bX9/eXCpEo8+S5tg4EIihTzZFWJV2KmycOdOWySv6+yadu69prd2flY5IpqEV1tr6817+vLp2+Z7RRRRWJYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXy9+0Z8S/jv8AD79pTwJ4b8J+MvhJf2Xj/Xdlr4fvfAOoPqOn6NbIsuo3k2oJrSxny0KojCzAae6toyoDM4+oa89i+A4f9qqf4m3OpJclPCsfhnTtPa1IbT83clxdTLL5hB8/FopXywR9kU7mzhSOlWMnst/km0rdbtJPqk20wl/Dklv0+bSun0cU3JdG1Y86sP2rPH11/wAFFrD4VX/gK38OeAr3wrrGsWWtX2oRXGo67c2V1pkXmQQwSOkFntv2A84+fI6nMUKoDNmft8fE743/AAah06/+Gvi74VRy+JdRsvDvh3wzr/gW/wBTvdU1SdmzuvYdYtljgSJZJ5CLZ2iht5m/eEBa9R8Vfs/v4h/ap8KfE+PV1gk8LeFtY8NrpzWe8XJv7nTpxOZPMG3y/sG3ZtO7zc7l2/NjaV8D/EfxM8YfBzxz46vdKg8QeA9IvJdS0ixsn+ySaveW0ELXMLGd/KEKfa41UmUlbo/vPly7ik6dNS3V+bz9+f5wsuybWmjtUn70nHqtPJ8q+dub5tX1V7nrempcR6dALySGW7Eaid4YzHG74+YqpZiqk5wCxIHc9anooobu7kJWVgooopDOY+LmmeMdX8EzQ+Bde8M+G/EJkRor7X9Cn1qyjQH5w1tDeWjsSOAROAp5IbpXzV+zz8bv2kPjx8C4tZ027+E2pN4n8U3FpoHi1PC15ZaXaeH4I5ANVm0x9WkmuTdTwlIEhu4x5NxDO5GGir6X+M/gi++Jvwf8VeG9L1hvD2peINHu9NtNVWAznTZZoXjScRh0LlGYNtDrnbjcOteLftRfsQ+JPi1+zV4L+F/gDxxofgLwz4cFrZ6tp194bn1XT/EumW9v5S6bNHBfWcyWzkIZESf96iGJ90byI8q65tN+W3zfvPy5UltunLS9i9Hy6/zX+S0XZ8zb32cVd2ZH8NP23dRtf2B/Gnxe8W2uiatL4Bg16WS70LzLTSvFEWmSTol5Z+e0jRQXIhBXdJKqbjiWVAJGt/sHftL+KPj9L4stvFGt+FNZm0hrSe2/s3wdrfhK7hinWQ4kstVLvcW+Yz5N/BIYbjEoWOMwndqj4GeO/GPw0j+GvjrUPAeseDtd8MatouuXPhjwzN4fW23/AGeGyjtIJb678pVt3uQwPmAtHGQYwNj2v2cf2aPE3w6+JOveOviB4w0Xxr441nSLDw4t5o3h6TQbKHTbKS5mhVrd7u6LXDS3dwzyiRUIMarFHtJfVW5m29LL79b6bXdk3skn7r3i4l8C5dHd6b6Nqyv2iuaz3enMr2a9ooooqACiiigApsxdYm2BWfB2hm2gntk4OPyNOriPiF+zV8Pvir470XxZ4h8EeD9Z8X+GB/xI9fv9DtLvU9DbO4Pazyxs8JDfMNpAzzik7/1v8ul/Ww1/X/B/pnjf7OP7TvxA1r9sDW/hZ421z4U+Kr+y8O/29qVv4ItrmKTwBcGaJYtN1GWe6lNy9xFOXhm8izZ1tJXNuquoTlfjB+3x408B/tpL4GtLrwBFbw+JNJ0O18C3mn3b+MPF+n3kUDXGvWE63CxrZWjTy+Z/ok0eNNug1xE7bY+uP7Mfxf03xA3jjWviJ4R8eeNfA3hrVdL8DLF4LOj+fPdpCS+rOL91umZrS2yLYWMWTI2z/ViLJ+IH/BODWvHfxd12+Xx7pFj4D8aeMdE8feIdFbwwbjWn1XS/sRhW01T7UqW9szafabke0llA88JKnmL5etLl9pS59l8X/ga/KnddXtrzvnip/DUa3lsu1or85ar4d30VpfVtFFFZgFFFFABXgP8AwUo/ah8efsi/sp+KvGnw+8BQeNdZ0PSb3Unm1DUIbTSdFjt4Gmae7HmC4lBCkJFbozO+1WeBCZV9+rz/APat+Bn/AA07+zL4/wDhz/an9if8JzoF7oX9ofZvtP2L7RC8Xm+VvTft3Z271zjGR1o/r/gfPbv2sbYdwVWPtPhvr6d/lv8Ao9if4weI/G1v8IhceAdJ0rU/F2ovaW9r/aL7bDThNLGkt5MnmI8sdvGzzGGN1eXyxGrIX3rxf7G/xs8YfE+/+ImgeM7zwl4g1H4feIf7D/4SLwxp1xpul6u32aGeRFtp57loprd5WglVbmZd8Z5Rt0SVv2m/gz8W/jX4J8TeCPBnj/TPhppt7pWmRaf4ji0aa81BJRPP/aEB8u9gdVkt0t0WSJoZYvNkZJC+1o+k/ZH+C3ib9n74U2/hTXtS+HV5p+jhbfRrbwb4PuPDNjp9sFH7toZtQvi7ltzFw6Z3cqTli425pt7dPw+5Kzt1d3d2UU+WCkqVOM/isr+tvx8+itpq216lRRRSNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8W/aT+Mnjaw+K3gz4Z/Db/hG7Dxd4vtL/AFm41vxDptxqWm6Hp1ibdJXNrDPbvczSTXdtEkYuIQoeSUs3leVJlT/tN+Nf2fPhPEfir4XXxJ46vPE48MeHrPwPHBB/wnTyKZoZ7S3vbzbZ4gWdpY7q7xH9jmYSOpjLdF+0l+zXqnxY8VeGPGPg7xNZeDviD4Pju7Ow1DUNG/tjTL2xvPKF1ZXtoJoJJoXMEEg8q4hdZYIm3FN8cnzpB/wRH8MR/AHVPDjf8KobXtT8cQePfsQ+GVsPAUF7FZf2cIF8O/aebd7MtuD3jSfaXM6yKQsYmF7a+V/P31t2tC/fW/uv3WrfLdPyf38srX7pyte2trWa949Gsf8Ago/peq/EzwjcSRR+Hvh/f+AvFfivxI+s2zJq3hy70O+0+0ubWYRyPGpgae8SUL5gZ4FMchXl9bw9/wAFJ/DV18OfE2teIfBPxD8Eaz4di0ueLwxrdtYHWNaTVZDBpZtRbXc1u32u5D26LJNGySxuJhCo3Vy/hj/glF4fsfCmhaFqOp6FDolr4A8UeBdW03wx4UtPDdjdrr1zZz3E1rBbHy7RIhbMiRlZnYSK0k0jqzyYnwc/4JGWvwu+DvirRI9S+Fnh7xJq9xo19peq+AfhbZeEbWzu9JuFu7O4u7eGeSW+ZrlQ0yNcpE0eUiS3LO7a+7az/D/r5O9r9eTl5eZ26O7vZaWi1vfW/a0bXt583NbW9mtNH6H4j/4KHjwzoWkwzfBr4zP471a6v4Y/Ay2WlLra29lFHLc3qyvfrYT2yrPbAPb3cpaS4SNVMiyImbqH/BSLR0+NWl6PolnP410vxl4K0bxR4P03QoFOt+IWvri7V2QXE0USQRW8MUrvKYliy298si1y/wC0Z/wTG8SftXaP4Z1X4heL/hL478eeGbvUfszeKfhNBrHhO0sr2K3R4LbSZb7zo5Ve0t5luJb2aQO1wv8AqpRDH1V9/wAE27HT9Z0bWfDviGy0HxD4P8JaP4e8LX8Hh22hXRrnT5bp/tHkWxgh+z3CXTwzWkKwIYi6qyblKKFuZOfdX9OWV7fPlsntK+so2aU7cjUN2nb1542v/wBu3u1uuilvtf8ABSr9qTx7+yJ+yh4q8bfD7wDD4z1nQ9IvdTkm1HUIbTSdEjtrdpmnux5guJgQpVIrZGZ32qzwITMuP+2b8evjD8HfCniHxj4YPw48PeCfBHhyLWrifxPYXOoTeMb12k/4ldn9mu4nsX+SGNZnhumllvY1SBjGRJ6t+1b8CW/af/Zf8ffDhtVGit458PXuhHUha/aBZG4gaLzfK3rv27s7d65xjcOteR/tBfsX/FL4pftKeHPHOg/FDwBb6H4O0+KPQfDPizwBd69Z6RqQ3iTVYzb6vZK100bCNHlRzAgcRFDLKXh9Eu+/ZWfTZ67J31evu7XeNoS7KV131hbXo37ybWyWnvWv7B8TvjfffDX4aaRrUPgHxx4t1nWZIIIPDvh+1glvlmkjMjLJLcSwWtukaq+6W4niTKhAxkeNH880L/go34R1nwLJrUnh3xpp88WmajeHS7q3tBfNd6fqQ0u80xAtw0b3cd40UXySGFzNGUmcNmtj9sv9lfV/2rvhPomgR+I9BsLjS9Rj1C/s9a8Pyax4a8SoIJYXtNR01bu3a5tSZfNWFrjaJYYWbzAm0+G/Cn/gmlP8GZ/gn4GjsoNT0D4f+LNa8ZXOtaPplpoWiWVvdXM19HosVj9pluAg1B7OeJVBjWPT1DSBgqSaR5ZVXzaK/wCFunpfms/i5eW6bV8pe7RjbWVtfx/F2itNFzNu9vd19A/4KbX1z8E/Fk17pFqvjyx0v4ia3pAhtW/sk23hnWJNPjW4zP5vmyB7VmCfKxExBj+Va94/Zr/aXsf2lvD91qmj6Xqh0K0SFLfxEywrpOvylMzmwIlaWSKJwUMrRrGx/wBW8oDEeJ2//BK/yNP1KA+Ot39o+H/iBoWf7F+5/wAJVq8epebjz+fsuzy9v/LbO7MWNte1fs//ALOC/s+Lrmk6bqkE3grUxFcWehfYPLXSbtlYXrROJCv2edtkvk7B5cr3Db2EoSOFfkb+1y/+Tc0/w5eW/n6M0r8vP+725p/+Avl5f1t2V+tjwyL/AIKqw638Z/CsS+E9f8JfCrWfDHiPxT/wmHiKxhNprWn6Ylu8d/Ym2u5JEgZJHkKXUMM0kbRMiAbjVrwl/wAFOh4K+Guvaj8S/CPjjSfE+lTeHhD4XTw3a2msXdtrEkVhZ3McMWqXsTpPqC3QCGdJoVURyRbkEs2dpv8AwSk1PVoNE8KeKviVb618JPCPg3WvAWg+GrPw19hv4tL1CCG2U3V8bqRZ7i3hhVEkS3hUgkshY7q2J/8AgnN4s+IkE2qfEP4o6b4i8ZNqHhMx6jpXhV9KsI9P0DVl1SOE2jXs5NzcSmcS3AlCAPFsgURkO6SjzpSbUW43b3UeZ3dtVzKNr20te13aKJuNny76+n2bedvi87qPTmb6iD/go5oj/Du9v5fAPxDtvGll4uj8Df8ACBSDSm1+fV5LZLxYEkW+bTyDZSC6MhvAgiVssHXZSaj/AMFHdGm8M+Cbjw98Ovid4x1/xzDqrW/hzSrXT49S0240ueO31G1u2ubyG2hlgld0J88xu0LLG7lohJyvx/8A+CV+l/HfTvHhv9T8Jate+J/iJafETTLTxV4QTX9Dsp4dHttJa1vLB7iMXsTwRTsCJIWR5o2U5hBbs/2fP2D7T4CSfDKS01Dw3bf8K/0vXLKey8P+E7Xw/pl5Nqk9tPI9vaWzCO1ija3Kqh812VgZJXcNI86ulfaVo/f7NNr09pdb7Wtpq1LlU0o6rW/3yt/5Ly28+a/RLK+F/wDwVL8CfERIb6/8PeO/BXhjUfB97450jxB4jsLe1s9Z0yxFub6SKJJ5LuJrc3Me5biCHeMtF5qYc8lpH/BU+7s/il4yi8XfDPxv4C8OeGfBOleIrPStasbT/hINZvNQ1CaztoIDb3s1qfPcQRJFJJHIkrkS+WpGN2f/AIJf6R4j8A/D/wALeIPEs2p6H4P+HGvfDrUIobAW8mrwaqlij3COZHEDRrZHC4kyZQdw2fNzfjr/AIJc+K/j/YeOV+K3xR8OeNZfE3hfS/DenW0PgRbXTLFtN1E6jbXN1aS3k63vmT+X9ohLRxTIhVViDYDdvaRa296//lRK3eX8Nq9o3362pqCppJ6tq/l70PTTl579dkvP6J/Z4/aHs/2g/DmsXH9geIvB+t+GdUk0bXPD+vrbDUdHuljjmVJTazT27iSCeCZHimkUpMvIbcq+D6D/AMFP5vHXx/8ABemaX8PfG1h8O/E3h7xB4itdevdHS8k8VWmni2MNxpMVlczTlZRKzLFcW8c8qyQmOPk16f8AsT/se2P7Inws1bQVtPhzDPr2py6lew+CvAtr4P0VN0aRLHFZQvK5ASMbnnnnkZmb51TZGnkWj/8ABMHxnpw0HRl+Nt1pfgzwF4O1nwV4MtdC8OnTtZ0W1voIYILmXUPtbia7tI4I1jliggBwSV3/AD0qu/ufy/K/K776r3rcvxK17vaRNHlek9Pe/wDJb/5a9Htpuj0jwT/wUB07XPEVxoniT4dfEj4ea9aXmjQz6d4gj0t5IbbVp57axvWks724hEMlzbyQFfM85X27ogrBjS+IX/BR7S/AngI+LYPhj8WfEHhGysLvWdY1zTtPsFsNE0y3uJoTfSST3kX2hHS3luFishcXAh2M8KGWJX8I/wCHU2u/BD4bfF2fQ7fwRq/iX4saHpegR2fw78F2/g210zULS6uZrXX7hrvUrlpZoZboTTSb5JnFuhWORxtbrf20v+CPsH7Vnh218OWviPwbbeELfwZD4OtdK8VeC28TDw15KTImpaMTfW8dhflJlV52jndhb24BUIQ16Kz8/wALar5NJ3T97mt7vK0EOVz9/RWXr9m/ddZWWtuRN811zek65/wUs8M6H8aNU8KHwV8RLjSvD/inTfBur+LI7WxXQ9M1LUYrSSyjYvdrdSCU31smYbeTy2kHmbFIY4Xif/gqBoOleLfB09tYX3/CPeIpvFujiwktBJrmravoupQadHaWEaTFJGnmNwVDclAjsYgsmNHUf+CeE2saB4ytbnxor3HjH4keG/iHLOuj7RA+kLowNqF8/nzjpBPmZHl/aPuP5fz5ln/wS00q507RrbVfFM15/YeoeL9Vs7m300W93Y3euawuqQXNvIZH8qaykRQj4bzCAxCDKFNJU1rd9bduSF7X0vzuaV+yvpq1DWKb0btddF8d/P8AkvbXe3lo/B7/AIKAz+IvjXrXhHxb4bvdFu734iJ4G8P2sMULXFi3/CK22vSDUXW5kiLqTdRbrcumREAGG6U8/wDGb/goj4l+F/7WnxG+HE/hK903Q9G0fwlF4f8AFDWFrqFsNV17VJ9Nha4txqUM8tqJvK+RVhcC0vMv81t5m34G/wCCeWraP8YdK8ca94+s9Y1u2+IK/EDUBaeHjZQXk58KL4fkgjU3UhiVmBuQxZ9oPlYOPNqT9pr/AIJ8an8d/i94o8WaT44sPD0niHSPDcUMF14ffUPsWqaBrEmq6fd7luoQ9uXmljmtyoaRdpSeIg7tPcU6V9VaPNb/AAx57X1vfmt52vpqW+W0uXsrX/m9p+XJa/zS10KnxL/4KJ2nwl1qe31e+0u2svDPxPHgfxLqN5pr2kEcEuiPq0H2VVuZXkl2S2kO4gGWQyBIBuStb4gf8FKtH+GVtpz6x8Nfilbyrof/AAlPia3+zaYZ/Amim4aBNR1NPtuRG4inkEVt9ouFS3m3woyFa5/Sv+CY83ixdYk+JPi/RfG8/ij4gp481u3g8MHT9PuceH00ZrKKFrqZ40wglWRpJHXhfmI8yuY+O3/BH9fj74o8N634i8QfDTxdrum6GvhTUdW8b/C6y8VXsumQXk09nLZm6nMVpqKRXEqS3Dxzw3DlZGtVCLGM6Wjgp943/wDBa5vO3tO2tr663Sqcm8P5fx55f+2fK/LuuZG18Nf+Ci3iXxd+1t4i+H+t+Fbrw5pVh8U28C6NftYWt2mtW48MPrGTJFqReCTdGZRKYGUwz28XlCVpnt9Dwv8A8FXbDxyuhDRfgj8dNTl8ZaVNrPhWNNP0iL/hJre3aIXbRNJqKpb+R5yk/bWtxMMeQZ9ybtGz/wCCdtzp/wC1T/wn0HjKyj0GLx3H48t9DXQSLiK5/wCEZl8Py25uhcBDC0Zt5kxbgoY5FJcSKY+p+DX7F3/CpE+EA/4SX+0P+FUeFtQ8Nf8AIP8AK/tT7V9j/ff61vK2/ZPufPnzPvDbzNS6px5N1FfOXJrf/t9fc36olZz8rfc+aWi/7dtv9+hq63+2z4Q0v9kLRvjXbWviDWPCOv2Wl31lb6fYiXUZk1CaCGBRAWGXDXCbkBJGGADHAPnth/wVG0qLxBJp2ufCT4w+FG0jxFp/hfxLcapa6T9m8KXeoPbJp/2mWHUJVuI7g3cGGsTdeVv/AH/k8Z6Twp+w5/wjH7CXgb4Kf8JR5/8AwhcGhQ/2z/Zu37Z/Zl5bXOfI807PN+zbf9Y2zfn5sYLfi5+wx/wtOz+IkX/CUfYf+E+8Y+G/Fmf7N837B/ZEmmSfZ/8AWr5nnf2djf8ALs877r7Pm2lyLEO3wc3/AJLzR17/AA83zS9HNly8rfz/AK0/r7rmrftwQ6P8YIPCV98O/iRodlq+oXuiaF4q1WwtING1rUbW1uLmSCKL7T9vVTHa3JSaW0jglEBMcrK8TSeVfsof8FIfFfxa8K/2t4h8JnWWX4T+C/HCaX4Q0uafUb7U9bfUI5baFJJighD20IRpWRIlaR5phGpdKrf8EmL67/a60r4pXvjPwbqF5oXibUtfs9UuvAzTeMJre9t723bSrjWXvyHsYUvWWCGO1iWJYIBglSzWfDP/AASg1DwZ8HLvwzpfxPntb2X4e+D/AAKl4ujOkMw0C4upma5ijukeW0vRcmGe1SaMmHzE84+Zlc6f8FuXxe5+U+Z326x6dNna71n7PmlGO2ln/wBxI/P4E383tdJdje/8FNdJ0/TbC1l+F3xWHji+8Xt4HPgtYtIbV7fUhpZ1ZQ8w1A2HlNZbZRIt2ygOAxVgwWHU/wDgqT4eln0iy8OfDj4p+Ndc1t/Eot9J0e10xLhU0DUl06/lkkub6GBE81laPdKC6kAAORGeS/Zl/wCCS4/Z68Y6Hq0PiLwNp1vpPxCk+IB0Pwd4EHhvRY5pPDsuiPbW1sLyfyEYOlwWLuS6uMfPuXtfgr/wTw/4U/8AEzSfEX/CX/2j/Zdt42t/s/8AZXk+b/wkeuQ6tnd5zY+z+T5WMHzd2/8Ad42lVvhXs9+V/wDgXs9F6Opp6PpuSuSy9Vf0cp3+6Kg15t79LvxC/wCCj2geDvhTonj3SvAXxO8Z+BNS8LQ+NdQ8Q6Np1pHYaBpEsZlFxO13cwNM6xLJI8FmtxOix5aIeZF5l79s/wDa2179mnX/AIOp4d8J33jeP4h+K5NCutL02CN9TuYv7J1C8j+yma4t4I3821i3PcSCNY/MJK8MPn/41/8ABEa4+MPwC8IfDu78e+D9Z0Tw58OrLwCR4r8Btro0ua2hli/tjRo/7Qij02/kEo3ystwxEFuoYCM7vqj4lfs3zfEvxd8G9YudeWG4+FGuPrcoWxyNYd9IvdOKD94PJ5vDLn5/9Xtx824bVFT5pKD05nb/AA3dvw7rr11Sz2Vt3yS/8C5Fy/8Akzflott3ylj+3vF4s+EXh7xR4S+FPxZ8bXuuXGo2lxoOk2empe6FNp9w9rex3lxc3sNgjxXCNEES6dpSGaESojuuVp//AAVH+H+sanHJZ6P4xuPC1v4Ds/iTq/ik2lvDpXh/RbuG7lgluRJOtyZG+xyr5UEErhiuRt3MvDfEX/gk/eeMfh3o3h1fGHg7XdLsdf8AE+s3uh+NvBL+IfDepDWdVk1FXfTlv7dTeWZcxQXMkkiqJJ2EKmT5dj4Jf8EqdO+G/wAJvEHgvXPGV5r2jeIvhRovwpuHstPGmXMVtpy6jGLuN/MkCyPHfgBduEaDOW37Vx/5dzk9+i+Uv15bXffXXTW1NS5W7ra/dc6V/Xku+ivZWex3Gk/tx6pqfg26vX+Anx4tNeW6tYLHw7LpWmvd6rHcRySJcR3cd82mxRqsMvmfabyF42VEdFeaBZcyb/gpNpF94b8IzaF8NPin4o8R+MG1qCLwzp1rpq6lp1zo90trqNvcyT3sVmjRSlwHW4aKTyyI5HLxCTn/AIqfsLfFr48/DCLRvHHxl8G+JJ7PULWeLSZvh06+ENVtYre4hkg1TTP7SNxf+abgSsrXqW4ktLVltxscS6H7Hv8AwTiH7KFv4Fhi8SaNdWvghvFDW9hpHhoaPYIut38N6YbeEXEgght3jdETL5R1GRsyzqL41D5eem3Td7/OzWl8r2UL6vr2XxXt10923rrzdND4Of8ABTPwp8ZNQsfJ8FfFDRdM1/wpd+MfDl/qGiRt/wAJRZWn2cXaWlpBNLfefE91EvlS20bSlsw+chDHtv2ef2rk+OvjHxB4a1LwH46+G/inw5ZWWqT6R4oXT2nmsbxrhLe5jewu7qHa0lrcIUaRZVMR3RqCpbzU/wDBNu5j8D/DzSLP4j6xol34B+HeveAodW0mz+yX5fU1sVGoQSeaTbywGy3KBuJMgIdSnKfsIf8ABOab9jb4v+NPGMmpfDQXHjfSNO0y/wBP8E+Am8LWU0tnNdyLezB767kmuZBeOskjvl9iE8jm1yN2emj+/mlb74qPld7LWzqJKneLvK/6xX5cz73S16Ptf+G69DvdGM2l+EPH+vakum3d7Jo+l6dDdX8E8GpDTfsUiLNtSaS6Eqh2YQIttPJLNEkbNXJa/wD8FQ9B8KeFrSTUfhp8VbbxddeNo/h6fBq2umT6xBq8umtqdvG0kV81l5Utt5bCZbpo085fNaMLKY+f0b9hfWPiP4K+OksUus/C3Vfij4qgvdOivWhv/s9jaSxTGC5isrlRJZX12dQllt0uUkeDUZEd4mdkTy+P/glJ8QfgJa+D4fhlrPw40i+m+L8Hj68/4RzwFFonhvwsieG7vTJCmlHUC8sEsi2weOK5WXNxIyuv30zoq6SqdVH75Si36csXJNvrFPlWqdy5ff5enPb/ALdg+W/fmkk7LvZN7nvtz/wUm0e88PeEn0H4a/FTxT4k8Xf2xDH4Y0+x0+HVNMudJnjg1C2umuryG1jeKRyA4naKXy/3UknmQ+YfBz/gpn4U+MmoWPkeCvihouma/wCFLvxj4cv9Q0SNv+EnsrT7OLtLS0gmlvvPie5iXypbaNpS2YfOQhjqfBX9ief4XeL/AAb4i1HxYNc17RE8RXGtXCaV9lj1q/1m5trmeaNPNf7PFG0GyOItKRGUBkYoWflz/wAE3LmPwN8PdIs/iPrGiXfgH4d674Ch1bSbP7Jfl9TWxUahBJ5pNvLAbLcoG4kyAh1KcrVb9ntsnyy2vrbm5bX6N38lSUJSSm7K/wA7X0vvrbe3XY9K/Z5/auT46+MfEHhrUvAfjr4b+KfDtlZapPpHihdPaeaxvGuEt7mN7C7uodrPa3CFGkWVTEd0agqW8p+LP/BSq50P41+D/DnhjwJ4nuvDOqeP5PBd/wCMby0t30W7lt7W7kvLe0Md2LpZ4p7ZovMnt1gLwzIruwWrf7CH/BOab9jb4v8AjTxjJqXw0Fx430jTtMv9P8E+Am8LWU0tnNdyLezB767kmuZBeOskjvl9iE8jmK+/4J2+Iz8T9BWw+JVhp/wr8P8Ajq8+IEXhZfDBbUZ7y8+2PdW8mo/awptjcXs80ai1DoSqmR1UClWvzQdLyv20lG9+vw3em/l8JKa5Kl1r0+cHt0uqlkr7Rvu7SJvAn/BRnRoPCPhrxV4o1CT/AIRnxn8NNT+Ktg0HhprSXTNIs5LeZ1uSL64LXC2uoWabIkKvJBcOHUOkS6+vft3XSfBbU9Zvvh/8Qfhjrb6xo/h3TI/FGkWOpwvcavcwWljeqbDUWtrq2Wa4UyxxXqzIsbZVC0e/iPgr/wAE0fHXwom8MiT4yafJD8O/h7qfw58HPp3gqO3uNNtLl9Pa3uro3F3cxXdxENPRXxFFFKG4jjIO7zP9kf8AYHuviL8Dvi3psNrpHwr1mTxxpkmkDQ/hXP4N8JtdaFeQ31pqsGiT3ZnuBcSBI7idpYPPW3EcR2Qx3MvT+6c/dvbe3Xl9q01/i9m49Wr/AIEnZpre9vK/KradrqTtbVduvvHiX/gotp3w38Sat4au/DfjDxz4stfH0ngKy0/w1pFrbPf3jaQutRIn2m+EYRbN1V55ZYl8xHJSNOatJ/wUl0HXPAPhXUPDXgD4jeMPFPiptVCeDNLj0xdc04aVcG01Jrg3F7FZgW10Uhby7lzI8qeUJQSwxPhr/wAE7Nf0H4t6f458U/EXT9f8Qx/EeT4i340/wy2m2k8j+Gf7B+yQxtdzPFGBiYO8krcbDuP7yl0X/gnv4q+FVvourfD34kaPovjfRtV8VTjUNb8LS6rplxp+vas2qTWz2Ud9bP50Mq24jnE4GIpMxES7UxaSjHXW0b+vIr9vt3vr8K011dvkunHbz83O/wByULecnfT4ekuv+CjPhaD4o2Hh9PCXxBfSnuNI07V/EkmnQWuneFtR1VEew0+/hnnjvoriTzrVSEtXSJruESPHltup4C/bbs/ib8S9Y0PS/AfxDXQdNu9V0uHxm1lZz6DdX+myNFd22IrpruBlljmRXureCKRoSEkbfF5nk+tf8Ej9N139qrT/AImahqfw68TX09xo+p6/qvif4YaXq3iu+v8AToIoBLZaoxWLT4pltrcvFHaPsYStA8Dybk3fDX/BOLULf9r+4+KuseJ/A1zeK+otDqGj/D+HRvFWrRXMTQRWer6rFclNQtLeJlCRC1hYtbWrs5aJvMmp/Dly/Fadu17Ll7N3fNZ+7pbmSa1hWTX/AG5f8eZW+7v5b+77Z+yt8X/+Ggv2Zvh/468zzv8AhMfD1jrXmf2f/Z+/7RbpLn7P59x5P3v9X58u3p5j43Hvq4H9lb4H/wDDM37M3w/+HX9p/wBt/wDCC+HrHQf7Q+zfZvt32a3SHzfK3Ps3bM7dzYzjJ6131b4nk9tL2Xw3dvS+hEL8qvuFFFFYlBXxz8Xv2+fGfgT9tRfAtpdfD+KCHxJpOh2vgS80+7fxh4u0+8iga41+wnW4WNbK0aeXzP8ARJo8aZdBriJ22x/Y1fKvxI/4Jwar46+MviC9t/Hul2Pw98Z+NNF8f69osvhj7Rrj6ppf2MwLa6p9qVLe2ZtOtNyPaSyAeeEmTzF8t0be3g5/Dpf/AMCjf/yXm7+VnaUSX8KaW9nb7n+tuq9bKzwvAX7evjnUfj54TbWJ/hy/gD4hfELX/hxpWgWNvcL4k0e60wXxF5cXTXJhnV/7Ol326WsTQi7g/ey7Tv7z/goR+2vqP7JvhPRYPCmj2XiLxZq+p6eJre6Zvs2k6XJqFraXF7PtIbrcJHEgILyyA8pHIVzdC/4J4Sx/tiz/ABV1nW/A+ofZtVn1vT3sfANtpniO6uGtpbW3h1TVYpv+Jha2sNxMsEf2eFxiEySytGWfF+P/APwTC0v9tb4a2mseOtT8SeEfivrmmaHD4ivvDPivXdP0p3sblLowjT7fUUt2UO1wsbuZHiabersyhjKv7OnfdWv92qv1d02/J2T0uqqWdSfLtrb15nqvJRaSvu43ktXf62ByKWq2kaZHomk21nC1w8VpEkKNPO9xKyqAAXkkLO7YHLMxYnkkk5qzVO19CFe2oUUUUhnlP7aPxy1b9nr4B3Wv6Cmh/wBtXeqaXoVhca0zjTbCfUNQt7FLm5CFWaKJrgSFFdDJsCB4929fH/CH7VHxT8WeBfijokviz4H6H4o+DXik6R4p8dajYXcfhm30/wDs6HUvta6cb4SJKiXEdvLFLqKJGUlm81gogP0B+0b8Kr343/BLxF4U0/VNM0i51y1+zifU9Eg1vT5F3AvDdWU2EuLaVQ0Use5GaORwkkb7ZF8Z+D37C3jD9nD4SXFj8O/Hfgfwj4v1PXBrGoNZfD5I/CUsS2kdlFYw6PHeJNbW0cMMLIIr4P5ys7u6u0RUNpqXy9bxt8laV9fe5rP4Yltq0fnf7n+fTezS0s3bsf2Vv2gPFv7R/wCxfpnji00/wzdeLdTs71dOYTzWeha7LDNNBb30TgTzRWN2I0uI+JXWKdeZCNzYH7Ev7S/in4v/ABM+J3g3xL4k+HfxAl+HlzZ28nifwPp0unaWt3MswuNKmglvb1lvLVoVaTE/3buEGONlO678Mf2cPHfwf8LS+FdI8X2MEfimLX9d1/xLZaJFBPY+IL67iuIpbG1lllijtg014fImWdiEj3zs+5pNj4B/s6eLvCHxd1z4g/ETxj4c8W+MdX0e08PI/hzwxJ4e06Gxtpp5498M15eyyTmW5my5nCBdoWJDvaTW6c2+jX3PstO/W0bpp9OQzatCy3T081db/LVK8uq1bUl7LRRRWYwooooAKKK4vxv8Ltc8WfEXQdbsPiP4z8M6bo7A3fh/TbbSZNO1wBs4uXubKa6UEfL/AKPPDx780dUv6QdGzkPgB+3d8Ov2ofjX468EeBdTuPEFz8PrayuNS1a3gzpFy1zLdwiK1uc7bhopLOZJGjBjRxs3mRJETE+Nf7dOo/Ar4naR4f1P4IfFu/07xD4gtfDela/p914cksdSuLjkNFA2rLfGNEWWSQm1DJHBLIV2IWqrrGia58D/ANrT42fF7UPD+o6j4RHw40KK0/s+a2a61KfTp9buLm3ijklTDiO5gwZCiMZAA/DY6DVfhZrnxA/bk8P+L9T0+dPB/gfwhKNDkkki2SavqE5S6Yx7zIssNrbRIrlANt9MqscuA4pc9O+32u2ibfmua1o72cle46yt7Tl205e+qh9/LKd5baRdrdPaKKKKQgooooAK4T9pn9ozwx+yV8CfEvxE8Y3M9v4f8LWbXdwLeLzbm5I4SGGPI3zSOVRFyMswGR1ru6+V/wDgp1+yN8Tv2ofAdw/gHxX4Ttf7J8Na1aweG9c8MS6muq6hd2j28U8M66jaJbzrE80MbyrLGn2p3KnAxz4qdSNKTp72f5X238lZPVrob4eMJVEqm11+f9fI+lPCni218XeDNO12DzILLU7KK+j8/CtHG6BxvwSAQDzyR71xP7K/7V3hP9sb4dXvivwU9/caDaazfaLHc3MAiF69rM0LTxDJLQuV3RscFlIOBmvJdc+GXxB+MX7L8PwMm1/TfDHjfTPDGhz67r8nhhrvQNTtpZZo59OW1j1Nbgb0s5IZf9IX5JsxudxCaf8AwTV+BHxN+APgTx/p/wAS7vwrcXGreOdY1fS10LRW0yE209y7ibYb67wkmQyRlleJTsbeRuruqRisVVhH4Epcvm1OCWvo3bro3ayuccJT+r05S+NuPN5Jwk9vW3krpbux/Pn/AMFCf+Djz9s74Hft9fHDwV4W+Mn9l+GfB/xA17RNIs/+ES0Of7JZ22o3EMEXmSWTSPtjRV3OzMcZJJya8f8A+Io39uv/AKLl/wCWZ4f/APkGiisTUP8AiKN/br/6Ll/5Znh//wCQaP8AiKN/br/6Ll/5Znh//wCQaKKAD/iKN/br/wCi5f8AlmeH/wD5Bo/4ijf26/8AouX/AJZnh/8A+QaKKAD/AIijf26/+i5f+WZ4f/8AkGj/AIijf26/+i5f+WZ4f/8AkGiigA/4ijf26/8AouX/AJZnh/8A+QaP+Io39uv/AKLl/wCWZ4f/APkGiigA/wCIo39uv/ouX/lmeH//AJBo/wCIo39uv/ouX/lmeH//AJBoooAP+Io39uv/AKLl/wCWZ4f/APkGj/iKN/br/wCi5f8AlmeH/wD5BoooAP8AiKN/br/6Ll/5Znh//wCQaP8AiKN/br/6Ll/5Znh//wCQaKKAD/iKN/br/wCi5f8AlmeH/wD5Bo/4ijf26/8AouX/AJZnh/8A+QaKKAD/AIijf26/+i5f+WZ4f/8AkGj/AIijf26/+i5f+WZ4f/8AkGiigA/4ijf26/8AouX/AJZnh/8A+QaP+Io39uv/AKLl/wCWZ4f/APkGiigA/wCIo39uv/ouX/lmeH//AJBo/wCIo39uv/ouX/lmeH//AJBoooAP+Io39uv/AKLl/wCWZ4f/APkGj/iKN/br/wCi5f8AlmeH/wD5BoooAP8AiKN/br/6Ll/5Znh//wCQaP8AiKN/br/6Ll/5Znh//wCQaKKAD/iKN/br/wCi5f8AlmeH/wD5Bo/4ijf26/8AouX/AJZnh/8A+QaKKAD/AIijf26/+i5f+WZ4f/8AkGj/AIijf26/+i5f+WZ4f/8AkGiigA/4ijf26/8AouX/AJZnh/8A+QaP+Io39uv/AKLl/wCWZ4f/APkGiigA/wCIo39uv/ouX/lmeH//AJBo/wCIo39uv/ouX/lmeH//AJBoooAP+Io39uv/AKLl/wCWZ4f/APkGj/iKN/br/wCi5f8AlmeH/wD5BoooAP8AiKN/br/6Ll/5Znh//wCQaP8AiKN/br/6Ll/5Znh//wCQaKKAD/iKN/br/wCi5f8AlmeH/wD5Bo/4ijf26/8AouX/AJZnh/8A+QaKKAD/AIijf26/+i5f+WZ4f/8AkGj/AIijf26/+i5f+WZ4f/8AkGiigA/4ijf26/8AouX/AJZnh/8A+QaP+Io39uv/AKLl/wCWZ4f/APkGiigA/wCIo39uv/ouX/lmeH//AJBo/wCIo39uv/ouX/lmeH//AJBoooAP+Io39uv/AKLl/wCWZ4f/APkGj/iKN/br/wCi5f8AlmeH/wD5BoooAP8AiKN/br/6Ll/5Znh//wCQaP8AiKN/br/6Ll/5Znh//wCQaKKAD/iKN/br/wCi5f8AlmeH/wD5Bo/4ijf26/8AouX/AJZnh/8A+QaKKAD/AIijf26/+i5f+WZ4f/8AkGj/AIijf26/+i5f+WZ4f/8AkGiigA/4ijf26/8AouX/AJZnh/8A+QaP+Io39uv/AKLl/wCWZ4f/APkGiigA/wCIo39uv/ouX/lmeH//AJBo/wCIo39uv/ouX/lmeH//AJBoooAP+Io39uv/AKLl/wCWZ4f/APkGj/iKN/br/wCi5f8AlmeH/wD5BoooAP8AiKN/br/6Ll/5Znh//wCQaP8AiKN/br/6Ll/5Znh//wCQaKKAD/iKN/br/wCi5f8AlmeH/wD5Bo/4ijf26/8AouX/AJZnh/8A+QaKKAD/AIijf26/+i5f+WZ4f/8AkGj/AIijf26/+i5f+WZ4f/8AkGiigA/4ijf26/8AouX/AJZnh/8A+QaP+Io39uv/AKLl/wCWZ4f/APkGiigA/wCIo39uv/ouX/lmeH//AJBo/wCIo39uv/ouX/lmeH//AJBoooAP+Io39uv/AKLl/wCWZ4f/APkGj/iKN/br/wCi5f8AlmeH/wD5BoooAP8AiKN/br/6Ll/5Znh//wCQaP8AiKN/br/6Ll/5Znh//wCQaKKAD/iKN/br/wCi5f8AlmeH/wD5Bo/4ijf26/8AouX/AJZnh/8A+QaKKAD/AIijf26/+i5f+WZ4f/8AkGj/AIijf26/+i5f+WZ4f/8AkGiigA/4ijf26/8AouX/AJZnh/8A+QaP+Io39uv/AKLl/wCWZ4f/APkGiigA/wCIo39uv/ouX/lmeH//AJBo/wCIo39uv/ouX/lmeH//AJBoooAP+Io39uv/AKLl/wCWZ4f/APkGj/iKN/br/wCi5f8AlmeH/wD5BoooAP8AiKN/br/6Ll/5Znh//wCQaP8AiKN/br/6Ll/5Znh//wCQaKKAP//Z)
AÇIKLAMALAR
Aylık tüketici eğilim anketi ile tüketicilerin maddi durum ve genel ekonomiye ilişkin mevcut durum değerlendirmeleri ile gelecek dönem beklentileri, harcama ve tasarruf eğilimleri ölçülmektedir.
Anket sonuçlarından hesaplanan tüketici güven endeksi 0-200 aralığında değer alabilmektedir. Tüketici güven endeksinin 100’den büyük olması tüketici güveninde iyimser durumu,100’den küçük olması tüketici güveninde kötümser durumu göstermektedir.
Tüketici eğilimine ilişkin endekslerden, tüketimin finansmanı amacıyla borç kullanma ihtimali endeksinin artması iyimser durumu, azalması ise kötümser durumu göstermektedir. Benzer şekilde tüketici fiyatlarının değişimine ilişkin düşünce ve beklenti endekslerinin artması tüketici fiyatlarında düşüş düşüncesini/beklentisini, azalması ise tüketici fiyatlarında artış düşüncesini/ beklentisini göstermektedir. İşsiz sayısı beklentisi endeksinin artması işsiz sayısında azalma beklendiğini, endeksin azalması ise işsiz sayısında artış beklendiğini ifade etmektedir.
Kaynak: TÜİK