روند کاهشی نرخ بین بانکی که از ابتدای فروردین ماه آغاز شده در سومین هفته از ماه نخست سال جاری نیز ادامه داشته تا جایی که این نرخ در هفته منتهی به 22 فروردین ماه با کاهش نیم درصدی نسبت به هفته قبل از آن به 23.48 درصد رسیده است.
نرخ بهره بین بانکی که در هفته نخست فروردین ماه سال جاری 23.62 درصد شده بود در دومین هفته از نخستین ماه سال جدید با کاهش 4 صدم درصدی همراه شد و به 23.58 درصد رسید.
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/0c5r4+waY215Qrct2+XvU/2JQ7B/bmI7o+xZP2ofBaNHtW8YMuT/AKO3Wkb9p7wckbNsvDggY+ztXyNe2N3aRRPNAyJMu4MVPP0plvbXkts91BEzxocE7Tjmmslww/7axHdH15J+1D4OGNqXhP8A17tSyftP+CkVSRec9f8ARzxXx6rhH8v+L+KprKynv7oQ2kTSuTyAp5qv7Dwwf25XPrub9qLwYqKVW8+Y4/492pW/af8ABoYKFvD3P+jtXx9MjwuYZUZZFJBHpimRgltqbix4pPI8OhPPK6PsUftQeC8ZIvOP+ndqT/hqHwb1KXnPTFu1fIE0MsGFnVhu/wBmmc/dDdKn+xKHYP7er90fYH/DUHgv+5e/+App3/DT3g51IQXmfe3Ir49w1OiOJV3nC55NEslw6Ww453XbtdH2n4t/aC8NeHb6Gzv47lZ5oY5gBCSNrjI/Ssxv2ofBg6pefhbmvnz9oz954wtGflhpFr19PLGK8/VcD3rGlk9CSTNJZ1X7o+wf+GovBX92+/8AAU/405f2ofBZPS+/8BzXx781Ckg10f2HQsYvPMRfdH2FJ+1D4LVeEvv/AAHNN/4aj8FkZ2Xw/wC3Vq+P1LHJIqWyt7m4lCQxNIx6Kqkk/gKn+xaHYr+2sR3R9ft+054R3AqlyV75gOajf9qXwMBgC/yOv+itXx+4MLsJUIIPIK4I/CgOE+Yjcpo/sTD9g/trE90fYDftReCmQNEl8TnnNuwo/wCGovBpyNl4Dn/n3avkOzgubxytrAz7QWICk9O9O+xXzqZWtXYDrhSfxq/7Dww1nVdn13/w1B4L9L7/AMBzSN+1F4KH8F9/4DtXyAwdeDxSKc9aHkeHFLPK6PsFf2ovBX9y+/8AAU0n/DUPgv8AuXv/AIDtXx/81Hzen6Uo5DRtczln1Zux9laT+0l4S1HUoLK1S73zyBButyOScV7Rptyl3ZpKNw3DPPFfnP4ALv400jDsuL2POP8AeFfolofOnxsTkFa+fzTB0qDsj3srxtWvuXttFHy0V457hJRRRVAFFFFADaVTmjIzSUXuCQL0NZ+v/wDINmHqtaC521n6+f8AiXy/Sro/EjHEO0WfnP43J/4THVB/0+Sf+hmsvJrU8bf8jhqn/X5J/wChmsuv0nA3VCJ+c41v28tAJ42jqaJMqoGeTRj+L0pHOSCe1dV2ct32PXvgT5eg+AvEfid0Vp7GNDEe4zwav/BPxxaXIj0q4O65Nw7xnvKWOdp+lZf7P89nreg614SvJ1hfUlURM3TK81yekX934C8azz3tgy3EL4hkOMDBOGx7ivDrRl7aaa32PWoyhyQe1tz1j46eFdWuvC8cehaWogtpWup51YZ5HIx14NYvhKU+J/gxf6dqw86XTWeSNj1TaOBUOl/GmE6LLbX2gXU93dFkWYTAJg8j5a2tLvoPA/wwm1HWo1d9SuzJ9nGFZ4mGcDtXPap7Pla1vobSlCVW99DhtD8G2ms/Cm6120j3XlpcIpA67MZaqviTQUl+H2l6tYaAsCtEqz3QfO92bC8e9db4X+K3gHRbW4TTvBF+v9oKwliN6CHVhtJA6Dilj+LXw/i8MR6APA9+LG0kQrm7U4ZTlcn61UauJSskzNU6Dbcmci3wn8VR+FRrT2beUcZHGRk4HHWtXxb8HdT0bwGNaEvm3MamSeAKMxqeh/Guo1z9oPSZtPkSy8N3Ftcy7dskkysmB/s9OlVdR+Nnh65tb0f8I1eS3+oQrFdH7UNoUdCF6CrVXGO2hXssL3OR8MeDrLWfhVeX9uc6rpvmTTrt5MYOFFXPCfwlS/8AC39r6xrH9mtIcRRFM7ieRz2zW54e+K/w+0JbiXT/AAZfCW/hEF2DdgrtHOcHpzUniP4weCNW0tNKu/BeofZl+ZWjvQuD+FP22JaaaZPs6CkmmaXwn0aS0+Hl9Z2kqNcw6zHGJtoOF7tWl+0loepp8PZbsap9ogt5US4HlBfPck4b2wK8/wDA/wATvD3hyxvLObw9eXWnS3onhiW6AYMPu5Y9a0Pix8bIPF/hs6LYaRLYWzkGWKRwxLA8HIrn5cQql7M6XKg4W0PKdJ0y5vW8q1jaVhk4C+ldF8P/AADrfiyV/scWyCE/vZi2AOcd67T9mu2lj8LeIpbeJLi/+UW8O0FsEc4zXSfBcL4j8LX3gGaJ9Ou8vm63Y3lmzjjniuypjJ04NHHDDRlUWp5DrngvV7DX77TEg81rGBZpSrA4UnAPFd58bJRaT+HLoRhJYbSDcAvYL1Nbnw18Jal4QvPE99rMjTaW1n5f2qXkPtfkAnJ4rmfEvxJ8K6j4gNxqnhq5ubGOAWyqtwBnHG4H0NZfWpymna9jr+r0o03fcv8AxFgSx1Lw94rvZVutPeKPzRtwEYtntWz8bdT8TX9vpQ8P6m0ug6sqsqBBiLL4UfzrD1T4o+ANR8OxaFN4G1C4soiHUC9UFMdOaz/EHxa04Q6Zpfh/RZLHTrUKzLM4kJ2tkAHtUSjVq20ej3OaXs6ct+hF8VPhJe+HdHi1SK785Ysfa8KP3ZJ/wqpf+BrG/wDh4fEPh65W4a1XddxAYKdh1rqtd+NHhPULG8hfwxeSHUWVrrN0CMjpgdqyl+IHhg6De6H4W8JXtnd6oqo0kl0HVMHP3a2p1K9OKunuTalUZ5pqGlX9lpQu5oGETkgSn1HUfhWlc+B/EcF5Z2j2j+bexpJCB/GGGV+le8NpVjD8O9L0jxL4bm1q+855Wt7VxE8SMoIZj3BHSl8X/ELSfCN1bT6x4CvoXSFI4C9wvCgfKPyqZY6pKVlE1WEpxje5494X+GGv6u1yZka0jtWMbMcHMg/hrl9Q082Hik6Vd7ozFcrBI31IGce2a9ruPjz4Zk0+SOLwXeKDN5xYXCjDj+I+orzTQ7mDxj8XPt9yqpb3s/mBT9R6VpCtVad00c0qVNPQ9Ms/AMOr6Gvhay8dvKsa/Jb/AGTAOOcbsV5X4r8BeINB8Vpo9xabp7gkRAMDnHNej/GTx/r3hLXJPDmhWS2dpbtsWVolZpPQhuvesT4eHxj4p+IlneXcT77dtxZkBwCK541qsHzX0N5UqTp7alf4T6RcajoPiLQ/7P26iloNpLckl+AAa84u4jBcywucSRSsjD0IODXunjj4leC/D/jG7vNH8P3EutpCifaY7gCPevHKdDg5rw7Vbg3epT3bR+WbiVpWB9WOTXdh8TUm3dWMK1GmqehXz70Z460UN0r0o3Z50Yxs9RqgYwa9C+HjFvg94tB/hWPH5158tegfDn/kjvi//dj/AJ1w4htteqOyjFcmrOAoyByaKMA8V2U/h2OSS13BOck9K1/ANkdQ8V2MTcxtdRgj2LCsjJVcVpeDL/8As7xHZTn7i3EbN9AwzWVaLa0RdGo10PXviB45i0D4xf2dHBmy0QPZbew345x3xmu4tIrXU/CdpqNhbrf3NvGwst3y793Xr6e9eXftC6I03iC28ZWW2ezvszsqr935uAx7nimeHfjElvZfYrnSJnsxjEMbhWTHvXj+ym4pnrU6y1Vi58Jzrnhn4vReH9dRrVNUmKzQ/eBU5YdK5/TvD2nXPxibQrtF8i8vGEZPQZZjmu88E6jD4u8ff8J5PZvpmmaUquxnYNkAbeorlrPx14MGqXVzqfhq6vZ7G6kmF1DdBBsLHb79KFOom2k7japvch0vwdb2HjTVdE1DS1uZBE5sl3Y7/KaxvDnw68S6/q91bW2neSLdmRvmHDD+Gu8Pxr8DDXodeHge/N8IVt4ybtTlB049feprb44+EbJpltPBl8j3FwLicC7XIkH9PamsRXS+FidKj5HPeCfgtq2pS6muqz/YDpshiwcHzHK5H68VzXh3wzFafExdA8Rr5EaFkbPQkj5a9Ck+OejXVxfHVNAuZoLi5WaFYpghjI6BiOvNZOrfFDwXq/iCbUNW8JXVw0rBsxXCoUI6c1UamI1bTM3To6GV/wAKru5/ia+gB2jgi2vJPjOxGGQcV1vw98CWfhv4g6akeppqEF3c+Sx2gYIySMe1TQ/HbwpFfG8TwXfGV1CZ+1LnAGBn8K5f/hY/g/SvFFjrGjeHb+3njujNNDLd7/MBycLngcmj2leSas1oS6dJbWPXvBujavf6PrFsuqr895LFBH5Q/d88HPtXzP4wsrtPGl7pksv2i6t7gxE7cZINev6f8ePDmlabcWukeE76J7qZpmdroNtkbkt9M9q848L3sOsfFe21CdMLc3yOwPfLCpw8K0ZOUkzSp7OUFFGRY+FtaudbTS7ezZ7mXJCnjGOtb/jT4aax4csLd7tk8+UcxBwcHPtXomo6jNoP7SFzcappTjT5lmgtJBhV2OAAR9DUPxF+GerQeOtLu9Jv5LuC9czJAWZtiAgnkmtpY+a5dNLBTy+Mru542+gamNej0owMLl8YU8deRXtPwPmfQl1Dwfexf2f4iaBXtpvvF9xyvHToDXUa+fCd74unv7fwndalf6bHH50sFwEUHGOlc346+IPhDRviIuoXvgy+i1q3hjaEm6AzgYUY78Vz1MTVqpKzCNGFOb12PN/HVr4z1zWbq/1VTcLZMyNNx0U46Cuz+LemT3Og+G4tLtFku5tPjxGOM57mrfhWLUf+ES8SeI9Zg+zWmq28iWlvJjO8ndkH6VB4F8e6ZrE1jYv4TvLm/wBMt1SNluAAVX2oqVZ2XKtjow0YOb5nucr4H0+wu9SvNB1Pw0t1q1qWdkMpGxFGW9uK0H+F1lqKya4t6um2tyDLawlcjAHTJ9xWh/wsnwdo/jnUNVl8E38WqsZIZ83a8hhhuPpUPiD4q+B9X0OHTr3wlfpa2alLcrehcg89R71yzq4iUk7Ox6UY0FTd7FeQRx/BDUbeVFEsIxuHOfmrk/hTpUE+rSXN3rH9l/Z1DwzCLzOSfSrWoeNtMHg680LTtHuLaO6AA82UOeDmug+AdpYWXhnWvE6R/bZtPt/Mih3Z+YMBjB4710OdRQZxRjBzLPjf4Z6jremNrela22sui/NmLysAfXFeZQaTqNoWvXs2dLeTy5cc4I611l/8TfH2r/abeG5hjjOQYI7cKUXPGcV13wvePw78Pr7UvGMSyWt4zKLdlAeRiOobtms4VqsVrqdNShSdjk/ihpcsvhHSdZtrNY7RrdQ0gbOGJ4Fee5Nd38QfHGnap4Zj0DQtEuNPtEZWMc0okJIPBBrhK76NWTWqOGrRgnoGTTeS2adTf4q6nO8Xoc0YJSR0nwiJHxK0hRwGulqr4+48aaoP+nuT+dWvhL/yUzR/+vpf61U8f/8AI66pn/n7k/nXFFt1X6HXUilBWMjJoyaKK7r6bHDKIZNevfD1P7A+DOpeIbJ8Xc8RGdvKYYcivIa9a+F8n/CV/DK/8JRJsntoy0X/AE0LHoPpXHiFJryOqhyrc2PhB4ssNYs7XT5pMXaXDSSKVzkH1NU/j1oWsmb7TYaYqafF+9LKw++OretcD4U8RXPhG51O2iiVriZTB90ZjIbrzXZXXxTi1jS302LR7h9QuLT7NnzQQeMZC1wqNRSujvvTlGyG6pOfEfwEN3O+bqyu44g23J2AZIrB1jwjp5+F1t4k06fLRBI7wBeRIxOAfwrsL19O8B/Cy306/tmnub2WO6msw2Hx0brVbw58R/BSabJpGn+B7+SHVZkaaH7Wpw33R19M1PtKsU2k3qOMaWidjhk8IXEngabX4pN5gKho/TJqlpnhnV7vU7NIrfCXTYjJYAEjrXrPjvTjYeCtR0fw/wCF7zT1mkj3maYSbznjHpT9VutA8LfDvRNO8V6NcXt8jOyxwTeU6ZGck1p9aqPpuRHD020yDxn8N7rWfDltaeH4kmvoBunVWHQqB1+tcnpfhWTTtL1Cy1fRN9/bQtIJC/8Aq8dD+Fatr8W9M0e1l/4RLRLyynIw8k9wJcDPfPvWn4Cu9d1XQ9d8TeKHWSO7s3hgIQLls5A+tZzrV0/L8SqdKjzlP4iaEmq6d4btoQsE09lGu7b1JOM15n4y0aTw/wCJJtKnkZXtZDH5m3/WGvVvCfjPSPEUtpp8vhO+1LUNIhBjMNwE2KvOSO+K8+8aavcax8TmvruD7MPti/upMExoWGQfU1rh6tROzWxOMo0mvdNv4IwXl14misrvQ21BZM7VkfZnA65r13SPBs0Hjk6rLpiaJb2GCCGEnm5GOntWdq91dWHiPSr/AEvQpL7TniZYzb7V3g8ZBrd8ZfELQfAum6LJf+Gr2S+yzLA10Mxkj+POd1YYivVnP3CKNGlTinIydU8IDw43jLdJ51rLpkcqy7Mcs+48V5pd/CrxLb6KfEkdtvjjBlMO4Z2dQ3rzWx4i+OP9p3etMdLk8nVLRYI13D90Qc5Pr6V6T4J8T2GqeF7zW9d8L3sFtHpohNybgCKcKMbFUdD71rCpiKSTepUlhp7JHnVvPbav8JbjVYdKWF7WTyJQGzyBy1cN8JdItda8QM91q/8AZawhpFlEW/O0bgcV1PiP4k+Gh4ZvdC8JeHLnTxNIzzSyzCRSCME4q7+zJplm+j6n4injWWezVxB6Y2Fs46HkV2RqVWm2mjzalCnzaMu+LvhfqPirQ5PEei6+2ty43HdCIiR3ODjsK8lGgaiBM0Vu04tD+/x/BzXb3/xT8f6xdPb2UkY2IyrFDbhAUxzwMDpXT/s+wPo/hXXfE/ibT2XSZwpKyYy+Dg4PPes6derGL5jb6rSauczr2lPqnwkt9WsrBY1s2c3UgboowOn1rzWNWkV3wx2DLELnC+teneMPiR4Wl8H33hzw34durS1vN6zyPcBxgnOR6c1P8DdHTUPBOvxw26z3hsm8pdoJxu46120sRNU+aSPNqUouSSZqfswQfatH1BIpFWYxv5OVBw3Zua9H1rQdZk8L6eE1RbmWO6he6HlAZIbJ/SuH+AGmXnhbRdX1vxDp8n2WOCRDEG2knHQHsar6x8fbOXw5DYaDok1ikU0bN50qyF1ByVz6kcZrysRKrUqPlR3YONOEVzMxPjVDZP8AGSf7bEFtri42kDoSSADx0rK8d/Dq5tvH8Oi6RtdLrBh+bAIxk8n0q9efEXwhq3iC7udY8MXV7FdTCYRR3AVoCOgJ/XitjW/iz4A1lbKK78FakzacCLUx3wViD1yRya6OfEQjFRT2LxEaMndWKl/8DNWazZtEuV1KdVBkQYGw/X68V5h4g0q80W/ay1CPypUODmvT1+Mdlo2lyw+DNGvNKnOcvd3HnZ5968w8T63qev6kb/VbhJJnPLKm0H2xXRh5127y2/E5q1Ol7PQognvRk0i57jFLXpwk3F6Hl8iVhGOBXf8Aw/4+DPi0jqrRYrgG+7XoHw/4+C/i7/ehrlxN/Zp+aOqlFc9jgAeSaMnpSL60tdNJJx1MJ252hshAwT90HJ9hXuGrSt4N+AtpLpT5k1OaOaQjg7CMMK8R+bnAyv8AEPavaIg/jn4E/Z7IrFNpciKFPJKKMmuPEwu1qbU1FHX/AAh8S6d4m0uws7baXsrcxTwleCx55J9q4j4x6V4m0jxpHr1tZfZ9NsZQINrD5FJ5Fcf4J8a3HhfRLrT7ezaOY3ccsk/HKr95fXkV21/49h+I8Umg6NodzbzX8iNK0kocAKeeO3FcTpzpz5l8J3KpTlT5epH8dNIPiWy0LWNNtv8AiYanuSQL32rXj95A9tJJbOmZVJVvYivq/RbjSV1X/hGbMI1zpcKm2Y87nZfmAz6V5v8ABvwVpmteLL3T/FXhm8ZmupD54m2jBc44op4l0m21oTPDRqxSW5Y/Z7v7S48D3um6LKlvr8CvKsmzcXHYc8dayvBOp6v4g8XarpmvwfaNSW1liWRsDHGOn1re1PxV8Ofhp4uli0bwtdLeR/L5puwRwfQ1kt8VvAo1ybWYPB14NTkjbM63Shdx/wBmsfaVZSc1F6m0aNOmlFvY0fi34bi034TaHaThYrxPKgY7ecs+D/OvNvHXgfVfDepwwPG08Vz/AKqQLwe3avRtJ+KWkeM0j0fVvC11qUglV444ZlQgqcj9a6ubVLzWdB8QWEHh+SxurCRUtYJ9sjhSMnB9qccTVhKzTLlh6UldHhWt+AvEmlWIuZ7LdBjcZUcEgH2FZuneG9Vv9MuNRs42ltrNd9w3Ty1zjOPrXrn7Odp4hj8TXdxrcLyadEf9J83lcHp1ziuwmk0Tw/o2vLa/D6/eyuoD9rIulw6F8/L6ZNayx1TZK5xfU4+0V3oeC+IvB8+meC7PxCLjzI7ucwhdvcDPWsfRdF1LUkllsLfeLcFpcdlHWvSvjhqgsvCNr4Z0zw5c6Xp7n7UPPlEhJdckA9RUn7PejX2n6Hq+uXts0eltp8ka+ZzvkK8YPvXVHES9ldr0F9Vgq6V/dL3i6Cwl0Pwck9gt1DJpqiVemWL4FSabpdhaeD/GSR6etvHBfRJFD12Ar61l6PqmoePNa8P2Ogae8a6OiC4Jww2q4Y/pW74p8faBovxE8RaPPos2pW+p3ikwwyhS5ACggnpXAp1VNx101/E9CpRowqRtax5l418GXei+HtP1sv8AaI9U3FR08vFbfwW0m2ZZdYl8TtpT243CRbfzCCDjpV347auY9F0/w9beHrrRLWAMYo7qUSNzz1FbvwvaDwl8F5vF+n6a19qEgdZBwwQKRglTxzW86tR0/UxrU6XtlbYx/iX8JtUg01vEWlXv9qWTZkuLkoIyAeSdp56mvPrHT7yxEWqvaNJbxyge0mP8a6nWPiH488S29zYXNwkltKmJI4YQgRD249K7nSP7J8LfA9bXxxo8l6J7vzYIY3EchQjg7vSp9vWVNdWFSjSlUS6HFfGPSDHoek6/Dbrb213ahio5CMTwM151klQT1Pf1r0D4neP9M13w7Z6JomkTafp9vGv7maUSNkHIO72rz4Enkcjsa7sNUm4rmRwYihCL0Fz70dcZ9aKBzj610VJNp6HPT5eZI9A/aSJbx1ZZ7aNaf+ixXn+fmrvv2j/+R4sv+wNaf+ixXA8bqwwrtSWhviIL2mgcihnAHNFGATycCu6+2hxOO4OWRMDketepfA/wsk8cevP4jbTXtDuBEPme3SvLHDbiOuDzXtnwqm/4Rf4Sav4o064juL54B5URXcIiGHJB4Oa4MZKSi7HbhYwk1czvip8IdbtbWbxHplz/AGnayAvLMVCcdTx9TXGw+Cbmf4fHxHFLhY52ikiC5xjqc16V4E+KOp67ZzaB4l8PXWrQ3IIP2VxEBk1reLrOe0+H/wDZHhbwheWQu52HlyyrIckda8uGKrKVmenLC0nG6OP/AGddAvIPFbm/tsQXOnSNGSvUEda3vB91YXfirWNFtNJRpLGKVAC33wEyW/CtXxN4oh8AaVokV9brPqKWKrNarhXC5+YVykfxU8C2upXevaR4MvoNYuYpIiTdgjDrtY7enFOVWtKa5U9Qp06UYO55TrLg6g8aRbF3HiqoUbqmv7h7q5aUjG4k1XU7OWr3Yyagro8mUE5uzHZNLmkznmitU3KOhhUpqLvc2fh8xHjnSQO93H/6EK/RXQgBpMAHTYK/On4f8eOtJ/6+4/8A0IV+i2hEnS4f92vi88jaSufZZC9C5RRRXzx9MSUUUUEhRRRQA2lwaSjPvUxW5WoEHBxWd4g3DS5iByFq+wJziqWvEjS5QBklcVpTdpGNWPNE/ObxsCfGGqHPW8k/9DNZe0+te4eIP2fPFuoa7e3tpLbrFcXDyASZzyxNVP8AhnDxv/z8Wf619thc0pwoqLZ8Ti8vryrSaWh42oI70m05zXsv/DOHjf8A5+LP9aP+GcPG/wDz8Wf610f2tS7nN/ZuI7HkWnXt1Y3aXNrK0ckZyCrY/lVjxJrF/rmqtqN+UaZlVDhcDAGBx616r/wzf42P/LxZ/rR/wzh43/5+LP8AWplmWHk02xf2biex45Czo4dX6citLxHr2p620H2+fetvEIo4xkLgdOM4z716j/wzh44/5+bP9aP+GcPG/wDz82f60v7Rw3PcpZbidjxsbhnBxn9PpSKhUAA5AGOe/wBa9l/4Zw8b/wDPxZ/rR/wzh42/5+bP9af9oUNdQeX1+x40FIGDz9aApELRhuG6nv8AnXsv/DOHjf8A5+LP9aP+GcPG/wDz8Wf60v7Qo/zB/Z9fseNbSOR3GKVdwYEHp617J/wzh42/5+bP9aB+zf42/wCfiz/Wq/tDDrqUstxDWx41g5J7E5xSkEgj5ea9k/4Zu8b/APPxZ/rR/wAM4eN/+fiz/Wr/ALUw1iVleJTPL/CPiHVfDWrR6hplxtlj7Nkqc/3h0NdjffGnxjdWzQiPSoC3Bkgs1jf/AL6GDW9/wzf43/5+bP8AWl/4Zw8b/wDPxZ/rXLVxeEm03Y2jg8TF6HBeKPH3iXX9OWxvrtRCuSViUpvzwc4PNcwuQSc5yMYPNeyf8M4eN/8An4s/1o/4Zu8b/wDPxZ/rWkcdhIu5MsHipRaR4yyE4w7DB7cU8Fg5cbSTXsf/AAzh43/5+LP9aP8AhnDxv/z8Wf61s80wyjZGMcqxMpXkeMmMFcdBWn4X1u98P6xFqNkkLSwnK+dEHX8Qetep/wDDOHjj/n5s/wBaP+GcvGo4NxZ/rWTzLDy0Y1luIi7o8+HjbXz4rTxC94xukIIXcfL4zgbM4xzVfxt4o1fxVqIvNVnV3ChQFXCgD26V6SP2cPGh/wCXiz/Wg/s3+Ne1xZ/rULHYVam/1HEtWPGsEd//AK9TWNxPaXsd1bvskiYMuOMEHPavX/8AhnDxv/z8Wf60f8M4eN/+fiz/AFrT+0sOZ/2biGzCj+Nfi8RqktrotwV/in05Hb8zk1U1X4ueLb63uIj/AGfb/aRhmt7RY2AHoRgiuo/4Zw8b/wDPxZ/rR/wzd43/AOfiz/WsfrWCTbSRX1DE8tjxxnkaZ5Xbe7kkluSc00glsk17L/wzd43/AOfiz/Wj/hnDxt/z82f61tHMcNHYzll+IloeNYNG09jXsv8Awzh43/5+LP8AWgfs4eNwp/0iz5HfNV/a1JPcz/sfELoeNKCOOhrv/h2CPhB4u91j/nXTr+zd4zEaZuLXdjBPOK6Twr8E/FekeCdf0Gae2efVQgiYZIGDk1y1MypSa9TthldZQ2PnXB9aMGvZf+Gb/G/a4s/1o/4Zv8bf8/Fn+tdSzWiluc39lVr3seNFSeN1KpI6V7J/wzd43/5+rP8AWj/hm/xt/wA/Nn+tH9rUe5Ky7EX+E8w/4SPVz4dbRHuN9q5U4bJYY6YJ6CspgTg/3fSvZP8Ahm7xv/z8Wf60f8M4eN/+fiz/AFqXmlC5SwOJtseYQeItVh0FtIin2WrghguQSD6881ksGL784J4OOh+vrXsv/DN3jf8A5+LP9aP+GcPG/wDz8Wf60f2jhiv7PxB43yGJ+XkY+n09KSMMikDv3717L/wzh44/5+bP9aG/Zu8b/wDPxZ/rR/aOGD+zsRueMopWExA5BOffihkJTbnFezD9m7xv2uLP9aP+Gb/Gx5+0Wf61oszwxn/ZuIPHGLl1bOCvpScmMqdp3dz1/A17J/wzh43/AOfiz/Wj/hnDxv8A8/Fn+tL+1MMUssxB42oI6Htin2cstrdLPDJtdDkH0Ir2H/hnDxv/AM/Fn+tH/DN/jYf8vFn+tR/adB6XB5XiI6nPab8ZvGFnp8dqI9KnEYwklxZrJIP+BHJqnJ8VfF7tdM1zb5uzknyv9XxjCc/KPpXW/wDDN/jb/n4s/wBaP+GcPG//AD8Wf61zrFYRSvZGywmL5bI8ml1XU3lllGoXKNNzIY5WXf8AXBqG4ubm4uEnuJXmkTGGkYsePUnmvX/+GcPG/wDz8Wf60f8ADOHjbP8Ax9Wf61qsfhr+hMsBiUlfqeceKPF+u69ZQ2t7cKsMEYRY4VKDAGOQOCawoJrm2l3wXEkbYxuVyD+Yr2T/AIZw8b/8/Fn+tVrn9nnxlFMUa4tcj61k8fh2mjanl+IjK55DO0kspkkkZnPUlsk59TTVBG0dQgwAeleuf8M+eMf+fi1/Wj/hnzxj/wA/Fr+tTHMMOo2Ot5diLHke0kjnp0re8EeLtZ8KXMk2lPb/AL0BZEmiDoQDnlTxXff8M+eMf+fi1/Wj/hnzxj/z8Wv60f2hh5RaYoZbiIu5i3Hxg8Tyxsn2DQ038Ex6bGp/MCue8ZeMdb8S2yQai8KxoAAsMQQcd8Diu7/4Z88Y/wDPxa/rR/wz34x/5+LX9axhjMPH4UkdDweIZ5Fg/LyflGP/ANdLg9M165/wz54x/wCfi1/Wj/hnzxj/AM/Fr+tbxzGgjCWXV2eR4PakAI+9z7167/wz74y/5+LX9aB+z54wLPvntcEDG3NOeZ0baMVPK63NqcN8JQf+Fl6OR/z9LVPx8D/wmuqc/wDL2/8AOvWfBfwP8VaH4t07WZ57ZobScOyjOSBUPib4FeLdT8Q3moQz2ojuZmkUHPAJzXPDMKXtG/I6amW1eVHi2KTBHevXP+GfPGP/AD8Wv60f8M+eMf8An4tf1ro/tSl3OZZXVaPIwCau6Dql/o+pR3thO0csRyPmOD9QOtenj9nzxj/z8Wv60f8ADPfjH/n4tf1pPMqL6j/susjyvV7ufUbtrm42eYxySq4yTTbO4mtL2K6hKiSBgynb3HrXq3/DPnjH/n4tf1o/4Z88Y/8APxa/rSWY0OpUcurpnmPiLVr/AFu6Fxfzs7jphjge2KpxvIjh0fYw6Y4x+Vetf8M+eMf+fi1/Wj/hnzxj/wA/Fr+tTLH4dieXYhu5554e8T63o2pG9gvZJ5P7twxkXp/dJIqPxBqOr+ILh7++laRie2cDHoO34V6Xa/s7+M5pQguLXHc88CtqP9nnxgihFntcDgdaUMXQvcmeGrxVlueDNuJU9Nvp3+vrXR6x4p8Qa5pUdjJIkdvbKFCwL5ecDHOOCa9Kv/2bvGLtvinswxPI55q1b/s7+L4YQi3Frx9at4zDt3JeFrpXW54Za3FzaMxtp5IXbgurFW9wSOaj3SFy7SMzt1JbJ/M17hqH7OHjCYF457MP+PNZTfs9+MgSDPagjtzR9eoIqODrzVzi/Dfj7xHoml/2daXMbxAYHnLvZPoSeKydc1fUdWu/tN/dPM5A+8xIHHbPSvSv+GfPGP8Az8Wv61bh/Zy8ayRq4uLPBHvU08bhlO7JxOAxDpqx5DYTSWl4lzGELRnIDLlT9Qetb/ivxx4h1/T4rG7uEht4QAI7dfKU4GOQODXoP/DOHjf/AJ+LP9aP+GcPG/8Az8Wf610yzDDaHnxy7FI8awdwYHBHp/Wt7wL4t1nwlqjXukSR5cEGKZN8ZyMfcPFej/8ADN/jX/n4s/1o/wCGcPG//PxZ/rTqZhhnGz6kvL8XzbGFN8Z/FjrxY6DGfVNMjU/mBXO+MPHfiHxHZRWd7NDFbx5xFbxeWpz/AHlHBrv/APhm/wAa/wDPxZ/rR/wzf42/5+bP9ax+tYWEkopI1lg8VbVs8bwcg/Lx2rV8H+ItV8M6gbzS7ja7cENypA7EdK9P/wCGcPG3/PzZ/rR/wzf42/5+LP8AWuh5jh3GxlTy3EJ3OE8afEHxL4nt1g1C4jijX+G1TygfqBwa5VgWXb8oGc8V7L/wzh43/wCfiz/Wj/hm/wAbd7iz/Ws6eOw0WaSy7EPY8bfLDHyg+y4pHBMYQ8e44P517L/wzh44/wCfmz/Wj/hnDxv/AM/Fn+tbf2nhrmay3Es8awf71AUjivZf+GcPG/8Az8Wf60H9m7xv/wA/Nn+tUs0wyCWW4jY8a2n1owema9l/4Zw8b/8APxZ/rR/wzh44/wCfmz/WpWbUdbMP7JrWR40QSPavQPh8GPwa8XDHG6Hmum/4Zu8ang3NmD1+8a6Pw78FPFVl8O9c8P8An2wuNUaMxuWOBt65rGtmdGULX7G9PLKymfOwBx1oINezN+zd40B+W5sz6/MaT/hnDxv/AM/Fn+tbU8yw/VmEsqrOTdjxoqT3rU8M6/qmgzSPp9xtEkZjaNslSD1+Xpn3r1Efs3+Nv+fiz/Wl/wCGb/G//PxZ/rUzx+Hb+IqOV1l0PHbyWS5u2uJCu9uoHA59qt+HNWvdD1Fb3T3VJUBAO3seDXq3/DOHjf8A5+LP9aP+GbvG/wDz8Wf61VTMcN7PlTCnllaNTmPLbDX9XtNbGqxXkguQ27cXJ5/Outv/AIweMbrSDp5eyiQjHmQ2wST/AL6HNdL/AMM4eNv+fmz/AFo/4Zv8a/8APxZ/rXHVxeHnFLsbQwWIjN26nj99PPd3Lz3MjSyP1LNk/rmoip2AdADnivZf+GcPG/8Az8Wf60f8M3eN/wDn4s/1rpp5lhYwSZzyy3Fym2ePRzTRXAuIZDFIowDG23+VbHhfxZr2g6wdSs715J2+957GQHjuCea9J/4Zw8b/APPxZ/rR/wAM4eN/+fiz/WnLH4SRUcDi1ozkPE3xS8V63pL6fPJa28UgwxtoREx+pFcrLqurSM5fVLxg6hWQ3D7SB6jNes/8M4eN/wDn4s/1o/4Zw8b/APPxZ/rWf1vCxWlingcS2rnkF5dXl3sFzdzS7OnmOWx7cmtzW/GevanosGlS3CRW0ChQsC7M4/vYPJ+teh/8M4eN/wDn4s/1pP8Ahm7xt0+0Wf61UMxw63JeX4rm02PO/DnjDWtC0W40zTnhijuW3SSBP3nTHDDkCsKaWeWQySSu0jMG8wsS2R79a9i/4Zw8b/8APxZ/rQv7N3jf/n4s/wBaP7Rwylcp4DFXPIbq6u7mYy3NzJOx4/euWx9Mmuk8B/EHxF4St5LfTGtZIZOGiuYRKnXP3TxXd/8ADN/jf/n4s/1pP+GcPG//AD8Wf61NXMMNNWewPAYjmuYFx8ZvFcu3/QNDTac/JpiLn64HNcn408U6z4ou1uNUnU7RgRxLtQfRelel/wDDOHjf/n4s/wBaP+Gb/G3/AD8Wf61NPF4WEdLBPA4mT0PGiD1NAU5J9a9l/wCGcPG//PxZ/rS/8M3+N/8An4s/1raOaUImbyzEy3PGcNQAxdQBnmvZf+GcPG//AD8Wf60sX7OXjWK4jka6s9qnJHPNVLNaDi1cKeVVVJHMftGBz40sZMYX+yLQH8IxXAYOfX0PtX0Z8Uvgl4t8WeIoLy1uLWOKOyht8Nkcom0muZb9m/xkT8lxa5Xg9cVz0Myoxp2udFbK6zqHjODQVJ4Ney/8M4eN/wDn5s/1o/4Zw8b/APPxZ/rXQ82paanNHKarb0PGlUjoeldJ4B8b654Q85dM+zSJOAGjuYRKnHP3TxXoP/DN/jX/AJ+LP9aP+GcPHH/PzZ/rWUsxoTVpFrLa0djl9S+Lnim906azNvpUCzghmgsUjcZ9GHIrD8PeNPEejagbu3v3lcjGJ2LqPcAng16J/wAM4eN/+fiz/Wj/AIZw8b/8/Fn+tKOLwkVpY0+o4pnlHiLV9R1zUpL7ULhpJpM5POBnsPQe1UVBEewfn3/OvZf+GcPG3/PzZ/rR/wAM3+Nj/wAvNn+taU8ww0SJZfiHojxrafWgAgY6/WvZV/Zv8b/8/Fn+tH/DOHjj/n5s/wBa0lm2Hehl/ZWIjqeNY96MHpmvZV/Zv8b/APPzZ/rR/wAM3+Nv+fmz/WhZtRSsmTLKcRJ6o8z+HvPjvSVxz9rjP/jwr9E/D5P9mxZGOK+R/DP7PvjHTNdsdQnuLVhbXSSHbnOAc19daGrf2ZFv252jOK+XzbFKu7o+nynCzobl6iiivDPfHUUUVQBRRRQAmKMUuRRkUANYZxVPXR/xLpJP7i5xVz+IVT8Qf8gef/doWjuBHZD/AEZCe4BqXFR2f/HrH/uiparmYuVdhMUYpaKOZhyrsG0elJgelLRT52Lli9bBhaTA9KWilzsnlje9gwKMCiijmZSil0DAowKKKXMx8q7BgUmB2FLRTUmg5V2EIGOlIApXPenUPtPTpS5pC5V2G4AXJVRSkLgYK5b7tVtYaRLGSVP4FLfkM156PF9+/hmy8U4xa2k8n22Ld0UHaOOp5p87Dkj2PTCoB27vmxSbR3rivBPiC/8AEPjO6e0H/ErS1jeOTd99z1XHTiu2ocmLkiugYFJtFLRSUmhuKYm0UYB7UtFPmYvZx7CbV9KNq+lLRRzMfKuwYFGBRRRzMOSPYTA7UuBRRRzMOSPYMCk2r6UtFCk0JU4rWwmB6UhUHFOo/iFHOx8qY1wN5HYVSvsLq1sB0fOaut/rG+tUdQ/5DFp+NHMw5VsXtg9P0pVUCloo52L2cV0DApMUtFHMx8q7CYpcCiijmYcq7CbRS4FFFHOw5I9gwKTFLRRzsOSPYMLSYFLRRzMXs49gwKMCiijmY+WPYQ7cYX73vSBc8kKB3NDDOVAyT3NeR3nxRNp4quvDF5HeG+NwVtxFCzxlOmS44FSpyvuVKEWtj1whQMrtbPpRlRwwYZ6V4J8UPG/iTSvGGneGJru8021v4HuJNRskMs8RVgAipjBU55PavWvhnem98OWwOoXl/sX/AI+LyLZJJ7svGDV8zZEIpHRbcdaQIBShs9OlLSUmhzhF7oNo9KxtWXN8/wCH8hWzWPq3/H+/4fyFS5NGtKEXLYr4FGBRUtpAZ5gg4A6mp5pHU4xSuyLAowK0r2xUxgwjDAdPWs1gQSCMEdRRdoUeSXQMCjAoopczK5I9gwKMCiinzPuHJHsGBTSoCjHc06hui/Wk5sOSPYq6mANPkI/hBNSWQBtYyRyVFN1b/kGzf7pp1j/x5xf7ooUmHInuS4HpS4FFFPmYlCK6BgUYFFFHM+4+SPYMCjAooo5pByR7BgUYFFFHNIOVdh9vK0Mm9PxHrWvaTxzpkcHuPSsWnQyPFIHQ4IpqbRlUw8JapamtqE4gj427z0FJZXKTrg7Q46isuaV5ZC7tkn9KarFWBXgjpij2juT9Xjy67mzdypBCXPXsPesZgHkJbvzUlzPJMwMnboKixkdcUpVGVToxitgATlh0FbGmYNgh+UYHesK8LJZOVHOMjHevPrn4no+o3fg6zjvjrkYUR4t28sZ55fGBxShKTeoq0IqK0PZAMJuO3ApyqD8w24rwzXfi7c6TdXvhqW3vJNVhtUki8uF2BZuzEDge9d38FNd1HxH4d/tGeOaNRIyFZlKNuHXggHHvW99Dl5V2O32ilwKKKlyYckewgUelGB6UtFHM9w5IvdDdg9KXA9KWijnYvZx7CYowPSloo5mNRiugYX0owKKKOZgoxXQTFLgUUUczDki9bBgUmB6UtFCk0HJF9BrIvBIz2qjeAJq0EYHD5q/J938RVLUP+Q5bfjQ5NoFCKd0i4ABwBTsCk/ipaOZhyR7BgUYFFFLmYckewm0UuBRRT5mL2cewm0UiqPSnUU+dj5IroIqj0pcKR8vUHvRUcpcqRFy3ZTwKmUrlRikiRgq9SvPSgBNu4lcV43qvxVax8VX3hie2un1MXipbrFC7xeXwGLOBhTz0qr4q+Kd74f1XUNDvrS5a7WVfsggieRSg+9uIHB9qSk3sS4x7Ht21cnPTsaaACWAGSoya4L4N+Jb/AMQz395MboWjKnkRTxFNhH3sAjNcV8ZPHGt6f8Th4dGoX+lWFwqKL2xiMkiEgk/LjAxiqlKSCMYtPQ9y4A3n7vTjk05VUgHsa87g8TSWHwp1DWYr++u3tYX8qS4iKSSOO+Md62vhD4jbxN4Uhv5i3nMoLA9c4560KTFypaI6rYAeaTFOT5+D6UmMChyZfLFLYTFLgUUUczJ5I9hCo9KNoHaloo52ChFbIMCjAooo5mHKuwYFNmjV4mUjr3p1L/AfpRzPoCpwvexQ0M77VmIyRIy/kauKgBwB71R8P/8AIPf/AK7P/OtAgF8HjAojKysE4pu4mwYB4oK5IAC81meMLufTtGmvbVNxiBY/QDJrx/4r/EjWbHT9AuLKS5t4dXtTI01qhd4/n28DB+tT7XWwKjFK9j3LbGHIPIHpQFXGdtcD8Jtetjok7TazqGorDt8y41C38pnz7cCpPij41i8OaRFrscsklhbktcGJdxC9sAdeauUpIUYQfQ7sBQfnKj0HekYoh2OVVj0968P8N/E688R+K7KO0tL9beeUDdLbugwfXI6V6Df6jc3vjqLTA7Jb20CTs47nuD2pJyY3GK0sdgyADmkUDpt/GsjVNbtms547K5V51VmChhnIFZHh7xNNceErua7k2Twfuid3IcqcD86OdhyRXQ65SjKSpUj1pSBwBtJryLUvGd94O0rTb3XPtMltLGxuxEhkcNnC4UDJqS4+Idza+FW8YyxXCaVH83MTCXGcfcxmjmaBwi90esYGQuORRxxxzXB/CfxhL4x1q51C0F1/ZbwIIFuoWjIkB+YhTzz613zHMgGOnWjnYcq7EN4qLayMByFJqXRTu02Fz/GucelM1DmzmP8Asmn6D/yB7b/rmKTk3uNRSLexfSinUUhhRRRQAUUUUAFFFFADW+8Kp+IP+QPP/u1cb7wqn4g/5A8/+7QAyz/49Y/90VLUVn/x6x/7oqWgAooooAKKKKACiiigAooooAKKKKACiiigAbpRxtwKKKAIrxC9lKg5LRsB+VefaH4WvT4AutKvrbBuWkDRbuoLZFejUqBT2yB1NAHIfBPw7deGPCJ027G5zcyOpPXaWyB+ArrjxSng9M4pG60AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFH8Qoo/iFADW/wBY31qjqH/IYtPxq83+sb61R1D/AJDFp+NAGhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAjfdI9en1rjtH0e5tvG815JYIEcN+9OD1rs1B/KgjL7iVPapW5UtjhfEWg3lz8YtH1qK2WWzttPmjmY44YkEcV20EcSI3lBU6dKXkTYzgU6VfmweFrTZIiIijH1paMADINFSXLcKx9W/4/3/D+QrYrH1b/AI/3/D+QqZbGlH4ivWnoxj8kqPv5yazKdG7I4ZDgiknY6Jx5lY3qz9aWIANjEh9PT3qS2v43hJk+Vl6+/wBKqRhr29y3TOT7D0qm+hzwi4u/YrUVrXdnHKvy/Kw6Gs2eGSFsOMe/apasbwqJkdFFFIsKG6L9aKG6L9aAK+rf8g2b/dNOsf8Ajzi/3RTdW/5Bs3+6adY/8ecX+6KAJqKKKACiiigAooooAKKKkhgllb5EYj17UCbS3I6dGjucIGJ9qv2+nAcynJ9B0q7FGka4QKB7VSiZSrJbGfbacTzMcD0FXo4IovuRqKkoppJHO5yfUhuoEniKkKD2PpWK4Kkg9QcGugrEuSDdyHsWNKSNqEnqQsMIxTt0rG+H2kSxeO9bv7i0UJdxxiOUry+K28jjHUdvWtnTFzZIcBQRxSirFVvhRyOj6I6fGDVtWls08u4s4ollK53lSePwrswkQbCIq49FxTufv4UA8D8KaPmXjjBrS5yi0UUUgCiiigAooooAKKKKACiiigAooooAKKKKAEk+7+IqlqH/ACHLb8auyfd/EVS1D/kOW340AXf4qWk/ipaACiiigAooooAKKKKADAIwaawwp9ccU7pzQpG456mplG5Sehx3hrRbq08W31y9ogS7lMhlOCemKVtEni8dNdRWaNFKxJlODXYL5gYhiuP92mjIGewoh7trkS1uU9Rle0aNra3U7uuOK5fUNAu774hDUXs1a0ZUEpOOQB0rtGET8elO2jcCHXB4NXU1SHBbnH/EDSdT1OaxsLOBUsFlHnkY+dMcqRVXwDod34Z8ST6bFHvspw0yy9NhPRMV3WzLgb8gc0MNzdF6daFsS9wyFIYjtzRnPzdM0LypB/GjIJyOlDNHsFFFFIkKKKKACiiigAo/hNFB+6aBoo6D/wAeL/8AXR/51dwPMGaoeH/+Qe//AF2f+daGAXyfSjcl6Mo+K4Zbjw7fW8PWWB1X3JU4Fed6B4c1VPD/AIfS5tFJsLTypM4Owls4r1HOSR1B4IoUAfKAuxeMetZKL50a8y5WjnPFvht9Z8JnTIrj7GZMZZV6YrnPEHgW7t/hfeaPBO1/cSJhSy4zyDXo6DfknpRknIBrolIxjEy7SJrLwxbobaPzYrdF2hR1Cgdaw/Amk3UtpfT35xczyOik/wACE8D8K7B0WUZPQUkKiNSkYx3JpKQpR1OE0H4fyaV4on1l9Re4VonUQFcDJ6HPtXN6fpGsy63qmkXMDC3vdRju1m/uBMfLj3r2HIU/NyTTHiQycxLn12ipLOW8eaLPcwxy2Vmk8kRAWM9CM8moviXoV3qXw3msbWzV7tlXbHwOcjNdkUA4PA9KQnJweB6GgCnolv8AZtKtEMSxyJAiyAL3CgEfnVtyzY54oxiigCK+/wCPKb/rmak0H/kD23/XMVHff8eMv/XM1JoP/IHtv+uYoAu0UUUAFFFFABRRRQAUUUUAJ/Fn0ql4gONHuPZKuMcdqqa/g6PcZ/uUAVIL21it40lnVG2g4NO/tGy/5+kqzZ2tubSItEjHaOSue1SfZLf/AJ4x/wDfI/woApf2jZf8/SUf2jZf8/SVd+yW/wDzxj/75H+FH2S3/wCeMf8A3yP8KAKX9o2X/P0lH9o2X/P0lXfslv8A88Y/++R/hR9kt/8AnjH/AN8j/CgCl/aNl/z9JR/aNl/z9JV37Jb/APPGP/vkf4UfZLf/AJ4x/wDfI/woApf2jZf8/SUf2jZf8/SVd+yW/wDzxj/75H+FH2S3/wCeMf8A3yP8KAKX9o2X/P0lH9o2X/P0lXfslv8A88Y/++R/hR9kt/8AnjH/AN8j/CgCl/aNl/z9JR/aNl/z9JV37Jb/APPGP/vkf4UfZLf/AJ4x/wDfI/woApf2jZf8/SUv9oWP/P0lXPslv/zxj/75H+FKbS3/AOfeP/vkUAUTqNkOlylO/tCyOD9pTnv61bNpbd4I/wDvkUxbS2DEGJNo5Hy0AVzqFo2D9oTI6/Sm/wBo2X/P0lW2trYY2xR4bg/LTvsltjAgj/75H+FAFL+0bL/n6Sj+0bL/AJ+kq79kt/8AnjH/AN8j/Cj7Jb/88Y/++R/hQBS/tGy/5+ko/tGy/wCfpKu/ZLf/AJ4x/wDfI/wo+yW//PGP/vkf4UAUv7Rsv+fpKP7Rsv8An6Srv2S3/wCeMf8A3yP8KPslv/zxj/75H+FAFL+0bL/n6Sj+0bL/AJ+kq79kt/8AnjH/AN8j/Cj7Jb/88Y/++R/hQBS/tGy/5+ko/tGy/wCfpKu/ZLf/AJ4x/wDfI/wo+yW//PGP/vkf4UAUv7Rsv+fpKP7Rsv8An6Srv2S3/wCeMf8A3yP8KPslv/zxj/75H+FAFL+0bL/n6Sj+0bL/AJ+kq79kt/8AnjH/AN8j/ChrS07QR/8AfIoApHULIsxFynWqd9fWR1O1f7SgAzW19ktecQR/981n30FuNXtUNvHg5/hFADv7Rsv+fpKP7Rsv+fpKu/ZLf/njH/3yP8KPslv/AM8Y/wDvkf4UAUv7Rsv+fpKP7Rsv+fpKu/ZLf/njH/3yP8KPslv/AM8Y/wDvkf4UAUv7Rsv+fpKP7Rsv+fpKu/ZLf/njH/3yP8KPslv/AM8Y/wDvkf4UAUv7Rsv+fpKP7Rsv+fpKu/ZLf/njH/3yP8KPslv/AM8Y/wDvkf4UAUv7Rsv+fpKP7Rsv+fpKu/ZLf/njH/3yP8KPslv/AM8Y/wDvkf4UAUv7Rsv+fpKP7Rsv+fpKu/ZLf/njH/3yP8KPslv/AM8Y/wDvkf4UAUv7Rsv+fpKP7Rsv+fpKu/ZLf/njH/3yP8KPslv/AM8Y/wDvkf4UAUv7RsgMi5Tjk0f2jYbci5TJ+b71XGtLQ5XyY+R/dFN+yWoTHkIe33anQb2KyahaNGHSdGJpRf22zJmXNWPslssYAhQD2WnC3tzwYF4/2arVkxKr6jZdTOoJ9Wpv9o2X/P0lXFtLYj/UJ+K0fZLf/nhH/wB8j/CgtlP+0bL/AJ+krI1TULI3z/6Qnb+L2FdJ9kt/+eMf/fI/wrI1S0tvtz/uI+38I9KmWxpR+Iyvt9n/AM/Cf99Ufb7P/n4T/vqrv2e2/wCeEf5Cj7Pbf88I/wAhUnUUvt9n/wA/Cf8AfVaOh39jtkP2hN2f0qP7Pbf88I/yFSWscEEgYQxn1G3rTTsyKkW46F/7fZ/8/Cf99Ukl7YOpVp4yD61ato7OaPcsUf02jipPs1r/AM8I/wDvkVZx6pmHcixJzFdovsapzXEEX35Vx69q6j7Lbn/lhH/3yP8AChrW1PBgjx/uip5UaRqyRyX2+y/5+E/76o/tCzJA+0JXTTaVp8mSbWMH1C4qudDs+qog57oKHE1jWi9zm9RvbNrGVftKD5adZ39mtpGDcJwo/irV1jRkTT5WRIfun+CnWOio1nEfLg5Ufw1NmX7SHczPt9n/AM/Cf99Ufb7L/n4T/vqtkaGneOH/AL5p66Hb91j/AASnZidSPcw/t9n/AM/Cf99Ufb7L/n4T/vquhTRLEctCrf8AAQKmj03T0+7aw59dop8pLrR6HORXMD/clU1ZhFsT893Go9Bya6AWtr/zwj/75FH2W16eRH/3yKOVGcq0uhlQtpkfPnox9+asC/sgOLhBV37Na/8APCP/AL5FDW9qBkwRgf7oqjK7ZS+32f8Az8J/31SNqNkBk3KAf71OuJbFMiOCNz/ujFULgRzn5448egUYqXKxcacpC3Ov6eh2xXCOfXtVSTXY3bP2xFHtUv2e2/54R/kKFtLdmCrBGSTgcUm2dEacUixp2r2z2ztLcp8nf8Ky31GzJJNwgyf71bV1bWltZrbrDHublvlqibS2I/1Ef/fIokyacd2in/aFiNv+kJkd91bFjqNj9hjH2lMkf1qitvbOceQn/fIra061thYx5t4zx/dHrREVbZEI1C1OXMqhTx970pTqNmThJ0YAZJFWxZWxH+qXHptoWztg3ECAf7oq7M59Cn/aNl/z9JR/aNl/z9JV37Jb/wDPGP8A75H+FH2S3/54x/8AfI/woEUv7Rsv+fpKP7Rsv+fpKu/ZLf8A54x/98j/AAo+yW//ADxj/wC+R/hQBS/tGy/5+ko/tGy/5+kq79kt/wDnjH/3yP8ACj7Jb/8APGP/AL5H+FAFL+0bL/n6Sj+0bL/n6Srv2S3/AOeMf/fI/wAKPslv/wA8Y/8Avkf4UAUv7Rsv+fpKP7Rsv+fpKu/ZLf8A54x/98j/AAo+yW//ADxj/wC+R/hQBS/tGy/5+ko/tGy/5+kq79kt/wDnjH/3yP8ACj7Jb/8APGP/AL5H+FAFL+0bL/n6Sj+0bL/n6Srv2S3/AOeMf/fI/wAKPslv/wA8Y/8Avkf4UAUjqFkUJFynBqneX1k+r2ji6QZDcVtfZbbaQII/++RWde21uNasx5EfRv4aAH/2jYg/8fKUf2jZf8/SVe+yW3eCP/vkUn2S3/54x/8AfI/woApf2jZf8/SUf2jZf8/SVd+yW/8Azxj/AO+R/hR9kt/+eMf/AHyP8KAKX9o2X/P0lH9o2X/P0lXfslv/AM8Y/wDvkf4UfZLf/njH/wB8j/CgCl/aNl/z9JR/aNl/z9JV37Jb/wDPGP8A75H+FH2S3/54x/8AfI/woApDULE9LqOj+0bHvcoMd6utaWpGBBHn/dFNNpbHAEMZx1+WncaKZ1GwA3G5Qn/epy39oW4nQmrf2W2LY+zR4/3RQ1tCDgQR57fLUtXCyKf22yHJuY8/zpft9pvX9+gJ7bqsta2wbJijx2+Wla0tnwTEmfZaUiYsrG/tQ2RKp7DFH9o2WebhFA7Fu9Wha2w48pMY/u/rR9ltx1gjI/3RVrYLFQanp+1iLuPJOaRdSsCM/aUH/AquCztCciCP/vkU77LadreP/vkUMq5R/tGy/wCfpKP7Rsv+fpKu/ZLf/njH/wB8j/Cj7Jb/APPGP/vkf4UhFL+0bL/n6Sj+0bL/AJ+kq79kt/8AnjH/AN8j/Cj7Jb/88Y/++R/hQBS/tGy/5+ko/tGy/wCfpKu/ZLf/AJ4x/wDfI/wo+yW//PGP/vkf4UAUv7Rsv+fpKP7RsT8ouU5q79kt/wDnjH/3yP8ACke1tQpIgj/75FFrgYui39lHZN/pKHMr/wA6vNqFlwTcIRj+9TPDtvbSWTkwR/61/wCEetaDWtt0EEfT+6KewPUptqdiFAFwgzSrqNlIxRbmPI61bFrbY5t4zj/ZFH2S2HKQRgn/AGRUqV2BVF7ak4MijH+1SNe2u0YlUE+tWkt4DkeQo/4DSNbQHgwr8v8As1dkOOpV+32vJWdDkYFKNRs9uWnQkelWVtoN+PITA5Hy96UWttyfIT8qWgpblNr+wYgm6T/vqnNqFmT/AMfcZ+lW/stqf+XeP/vkUfZLX/n3j/75FIdik2oWnQ3CBj+lOe+tRkCVSe3zVZ+zW+f9QhPrtpWtrdm/1K/980BYp/2jZf8APyn/AH1R/aNl/wA/SVd+yW3/ADwi/wC+R/hR9kt/+eMf/fI/woEZ91fWj2sqrcIcxmregsp0i32nd8nai+trdbOVhCgwh/h9qXQwP7Jt8AD5KALtFJiigBaKKKACiiigAooooAaSRmqfiD/kD3B/6Z1dbvVLxF/yBbj/AHKAJ7MD7HF/uD+VTbaisf8Ajxh/3B/KpqAE20baWigBNtG2looATbRtpaKAE20baWigBNtG2looATbRtpaKAExSbscHrTqaw5zQBX1CfyIHlI+VAWP4VyI8bxS2Nnq0ceNPlmdJXK4xt4OfxrsNSjEthOp5zEw/SvK/DukSaj8Kr7w/LE8RLSbW2nIy+cjNAHYaP4pi1HxtdaPaJvihtI5hKPuHd2B6ZHcV1SjgZrzv9nfSLjT/AAOTqcX+mLdyoJG+8UDfL6dq9GoATbRtpaKAE20baWigBNtG2looATbRtpaKAE20baWigBNtG2looATbSMKdRQBGQS2R0rP1IH+3LL05rSTpWfqn/IasvqaANHbRtpaKAE20baWigBNtG2looATbRtpaKAE20baWigBNtG2looATbRtpaKAIbglIy6hcgd64WT4kaXFNcWzyxpcxXHkiCRgHc+oXqR713Vx90+np615lZ+CdAvfig2r6jo1vcTIrGOWRDlDnIxz61mviB7FHxl8V7yx8RWvhmyghi1e+jNxAbvKQCJThtzHo3PAr0XwXqV3qWgxXF69q9yR+8+yvuTPsa8++IHhnTNW+PGh/2jpC3Nr/AGbPuYoSqNuGBkcV6Toej6bo1qLbTLRLaJeAsa8VtokKO5oj0p22k/CnVO5TG1j6oB9uf8P5CtpulY2pf8fz/UfyFTLY1o/EVsDdRtFOoqLnUN2ijaKdn3oz70XAfaSmCYMPu9D9K2lwQCOhrBxWvpche1XPbiri+hz1o9UWMA0u2sr7bMkjAlWGTwanj1FDw6Mv60+ZGbpyRdzSMDjAqGO8gbpJj61IssZbiRT/AMCpkOL7EGsA/wBkzeu01Jpo/wBAh/3RUesOP7Ln+YfcNO09lFjD8w+4KAsWMe1GPamedGOrr/31TGvLdf8Alqv4c0ByvsTY9qMe1VW1CAdNx+gqGTUj/DF+ZpcyK9nJ9DQx7U2R44xl3AHvWTJezv8AxbR7VCSWOWbJ96Tl2NI0H1ZoTagg4iG4+p4FUZppZT875Hp2puO9FS5NmsacUNwKNop3Hailc0GqBVq1RbePz5PvsPkXv9ahjKphj8zdh2/GmyOzvvdsk072Ikm9OgSMZJGduSetMYYHFPpr/dqW7lpWIbl/Kt2dBkgVg3HxH0+x0u4giuI5L+2Axa7hvOT2Xqa6AjKkkcYOQK4PwD4K8P3Pxe1vXLvSkkmCxm1mliI2noSp6U4Ixrv3Ua+pfFrSLHTpvtUqR3sEIlaBuGIPTA610Hw68Uv4m00XsflNCxwGibOD6H3rjo/AnhvVfjlrE2raFDdoLCHyzMh2g5PQ9M16J4X0HR/D2nmw0XT4bG33FzFCuFLHqefWtro47O5r4o20tFIoTbRtpaKAE20baWigBNtG2looATbRtpaKAE20baWigBNtG2looAbj5gazdQH/ABPLM44+atSsy/8A+Q1Z/wDAqANEc0u2kjp1ACbaNtLRQAm2jbS0UAJto20tFACYqpds8FvI6DLckVcqNz1HXjpQNHnuqfErTYbWW3guEkvra8jt5bZGzLknk7RzgdzUeufFfS9OGqQXEkcN1ps8cRidgC+7qVB64rL+Gfgzw9L8SPFGt3OjAaiNRzFcSREHaUGQpPUE1PN8P/D2sfEi+1LXdCtr03EmQZVJxxQDOq8BeJ4/EdxcGDa8EaqY5RyHz1waxPiR8Q5NB8VW9hbWclxDbESagY0LFIyOCMd811Wm6Vo3hnTRaaXp8dnAgPlpEpwM15DrPjfTPDHja6i1nStSuzqAEd20VlJIPLBJXBUc/SpkRHc9kXXLKXw+dZifMAi8wn0GM4PvVL4feJIPEtrcXNs6tFFKY/fIrzDwRqN9efCu5sBbXKJq+oTQQeZEyvGhOVO0jgY9a6D4SaRP4J1ceHDEzRXEf2hp9vVjxjjirWxR6igAyKUDjmm9f51IpyMihgJto20tFIBNtG2looATbRtpaKAE202RcxkDvT6RulAGb4bH/EvcY585/wCdaOMge1Z/hn/jyf8A67P/ADrQBwCfShgVdUufsWm3F2ysVhjaQgcnAGTivO/HPxWsvD/gmz8RzQTfZ73YsQCHKMzbV3+gz19q9E1hTLpsyKM742BHsRXiXjXSp774c6jp15pn2mGLV7VYIipP7vPPAqY7gegfC3xNrOsW7ya1LpQHBj+yThuD61s+OPEMPh/wvc60+147ZdxxzntWHc+DtN0/w6D4a06GymKrny125PvnNYN34e1+98L67ba07Pa3ECrBb7tyoQeSOO9VJ2HEtt8V9MuPEDadptzBKzWsckZ3jazsMlQe7DuK377xDdz6hY2VkiCZijzq3GEPUisjwH8OPA9lpNtOvhmxS5t28xZChBD45br1NXfh7AdU8QXmuzxeWYi1pGP9lTxVRelxS3OymnjRigdN+M7d3P5Vi6B4ntNUuNTgjDq2lyGOcsMDdt3cH6VyC6L47HiS4mYxGJr3dDJ543JBnlcY/Sshr1tI1jxJEsdy51DU0RgYjghl2ls47ZqSjqoPGctrDdaneR7tP81VgaPkkE4/nUfxQ8fy+HJNPNhaPeCc5mjiQuyAjIyB0qv4+0UaX8IRpFsJHEUkZjKpliN2TwK4e88X/wDCJeLtTub3SLy9a7gjS1QWsjKCBzkqOKAPbPCutWmu6TFe2hJVxznsw6j8DWrtrzL4D3jXsd1dWFvPbaXMC0UMsTRkSlst8p5A9D3r0zk4zxQSQ6hg2Mw/6Zn+VR6D/wAge3B67Kk1D/jzm/3DUeh/8gq3/wBygC1RTqKACiiigAooooAKKKKAGtnmqfiD/kC3A/6Z1dzjrVLxAB/Y9wT08ugCxYkfY4sf3R/KpqrWDqbOLb/dH8qm3fSgB9FM3fSjd9KAH0Uzd9KN30oAfRTN30o3fSgB9FM3fSjd9KAH0Uzd9KN30oAfRTN30o3fSgB9Jg96bu+lG76UAOI9KiWBFUgIo3dafu+lG76UAIIwOAOnSpBnvTN30o3fSgB9FM3fSjd9KAH0Uzd9KN30oAfRTN30o3fSgB9FM3fSjd9KAH0Uzd9KN30oAfRTN30o3fSgB9DdKZu+lBYdNwFACggDms/URnWLM+hNXgQGJZx1rP1DJ1m0cH5RmgDUopm76UbvpQA+imbvpRu+lAD6KZu+lG76UAPopm76UbvpQA+imbvpRu+lAD6KZu+lG76UAPopm76UbvpQArVGIIhJ5ojXf604sD6UBuaLWC/QNo3hiBkd6d15pu73/Wl3Ck9RpWFQEDk5p1MD/T/vqjd9KEraCHnpWNqX/H8/1H8hWtu+lY+qOPtz/h/IUpbG1H4iHPNT2ds8/OdqDv6/SoYsySqg/iOK24VVIwq8AUoxvqaVZ8uiKx02Lsz5/CoZNNcfdkB+vFaGadmq5UY+0kupjS2s8fWMkeo5q7oo/wBHb/e/pVzdScDptFCjYJVHJWMW7TbdSKfWo8Vd1mPDiZRweDVHeKiS1OmErxQuKb/Fml3j/ZppJJBDrigsg1gg6ZPjqVNSacMWMI/2RUWsEPpkoQrnbUmntiyiB7KP4qBWRYwKTHek3f7tG7/d/wC+qLDFxS4FN3f7v/fVG7/dpWAdjtRjvTd3+7Ru/wB2iwDqOe1N3f7tOjR35VeB33cUWBu24Z96KbuGf4f++qN3+7RYB2BRTd3+7Ru4zRYB2MUjZxxSbv8AdpGcf7P/AH1RYGIMnGRWzpsaGzQ7FyRz+dY24Vtaa3+gx9Onr71cTnrbIlZAJNwRc+tKAc4PSlLD/LUmR6iqMESUUzd9KN30oEPopm76UbvpQA+imbvpRu+lAD6KZu+lG76UAPopm76UbvpQA+imbvpRu+lAD6KZu+lG76UAPrNvwTrVpjtuq+WHdgKoXuP7YtiXHegDQUYp1M3joCDRu+lAD6KZu+lG76UAPopm76UbvpQA+imbvpRu+lAD+tM5x0xRu+lG4UAJsHYAZ6kU1YUEnmbF3+tPD/T/AL6o3D/ZoHchuLZJ0AlGT60jWylslFbgAZUcVPuFAYf5NJoVrEC2yDG5FYqcg7am8tC4dkG4d6UsP8tRuFUgDaSc96f9aZu+lG76UgH0Uzd9KN30oAfRTN30o3fSgB9FM3fSjd9KAH0jdKbu+lDHKEAjNAFDw4Ctk5P/AD2f+dX19KzvDp2Wb72XHmv/ADrQyN2QVxigBSBtIIyDUaW0SKQka81Jn/d/OjP+7+dLzAaUbbgHikkjDjDDcDwafuGP/r0bhTeu4XsRtAhjaLHyMMYpljaW9nEY7eMICckD1qcMP8tSbvdfzoWmgb7iMgPI4NVLiwgnuP31usik7snsR0q7u+lG76UDuMaM5HcDsab9njLbnjRj2JUVLu+lG76UBcasSpnYgX2FKqkdec0u76Uu76UCIdQGLKYf7BqPQ/8AkE25/wCmdLqDZtZgH/5Zmk0P/kEW/wD1zFAFvNFJRQA6iiigAooooAKKKKAGvzxVLxEudEuBn+CrrfeFU/EH/IHn/wB2gCnb2EMltG0hkztH3HI7U7+zLX1m/wC/pqez/wCPWP8A3RUtAFP+zLX1m/7+mj+zLX1m/wC/pq5RQBT/ALMtfWb/AL+mj+zLX1m/7+mrlFAFP+zLX1m/7+mj+zLX1m/7+mrlFAFP+zLX1m/7+mj+zLX1m/7+mrlFAFP+zLX1m/7+mj+zLX1m/wC/pq5RQBT/ALMtfWb/AL+mj+zLX1m/7+mrlFAFP+zLX1m/7+mj+y7bG7M2P+upq514pGBUYzQBUGmWnYzf9/TQdMtRklpsDr+9NTXswggLHsMk1jnxXYGewQSKYryVo1l3fLkdaANL+zLUDO6bH/XU0f2Za+s3/f01Vt/ENnP4ll0hGVpoolkIHZT0J9q1qAKf9mWvrN/39NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/wB/TVyigCn/AGZa+s3/AH9NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/wB/TVyigCn/AGZa+s3/AH9NH9mWvHzzf9/TVyj+IUAU5NMtWJBebr/z1NU76xthqdrHmYg5/jNazf6xvrVHUP8AkMWn40ASf2Za+s3/AH9NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/wB/TVyigCn/AGZa+s3/AH9NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/39NXKKAKZ0y1C5JmA/66mkGm2nA3Tc/wDTU1bYkAnPAHQ1ip4n054rhojlreUxyfN0YdqhSvKwcvU0DpdsD9+b/v6aBplruIzMcdf3prkfEXxP0nTHjtTbzXt9LzFZW+POkUcF1HoO9dR4b1MaxpdveizuLNpVyYZ/vp7N71ry6BzEw0y0PQzf9/TR/Zlr6zf9/TV1iCeKSpAp/wBmWvrN/wB/TWTqunWwvn5m7f8ALU+ldFWPqn/H8/4fyqZbG1H4inpunW32yPmbr/fNbX9nWvrN/wB/DWXGxSQOOoOa3InEkYdTkEZoix1lqmV/7Oth1M3/AH9NJ/Z1t6zf9/TVTU5ZTdMm9go6AVHDdzxtxJuHoeaOYlUW1dGh/Z1r6zf9/DR/Z1r6zf8Afw0y31FC2JRsPr2q2jK6hkKkGquRKLW6Kr6XaOhVjMQf9s1k3+iQQHcDMUPQ7zxXRU2ZQ8ZVuhFJq44TcWct/Z1t6zf9/TS/2dbhQN8nP+2atEYJA7UjfdX61mztM6/sIItPmIMx4P8AGafZWFs1rGxM3Kj/AJamp9W/5Bs3+6adY/8AHnF/uimBH/Z1r6zf9/DR/Z1r6zf9/DVqigCr/ZtseQZv++zUlvpVq+SzzKifeO81dtYjLDIE+8MHHqKnsY7qAtwiqepamjOU7JpGTcadZeZ+6+0bfeU1Zl02wHlmT7RgwjGHPWrqzrLfOmxWVxtz9O9RvKqm3YjeUXkUyW27Gdb6XbyzKgMxz/01NW5rCAAxxxXLnpuLnA+g6VbliiW4Lx3KxHuPSgs3T+0QPyoSJk7tGVJoyRrlxcAevmmov7OtvWb/AL+mtp5RHburXKz7hgD0pCkE9rG7MsJHy/XFK3YuNR9UY39nW3rN/wB/TV2z0hTatsLgP0y5zVporVohGLhVZf4ivBzQsUKsHN509OtCCUrqyMuXSYojtkFwP+BnFNGm23rN/wB/TWw+oADYke4Du3U1SZiWLdSaUtNi4cz3RU/s23zjdNn/AK6mtjT9NtfsUfM3T/nqfWs+RxFbO5OR1po8UWVl4blvnOUgX5vUc0QdzOuvdRsf2baHo03/AH9NH9mWp43zf9/TWP8A8JrpA0Oa8eVVEMfmSDcMop6E1c8L+I7XWrfzYOQRwfatuU5blz+zLX1m/wC/po/sy19Zv+/pq5RUgU/7MtfWb/v6aP7MtfWb/v6auUUAU/7MtfWb/v6aP7MtfWb/AL+mrlFAFP8Asy19Zv8Av6aP7MtfWb/v6auUUAU/7MtfWb/v6aP7MtfWb/v6auUUAU/7MtfWb/v6aP7MtfWb/v6auUUAU/7MtfWb/v6aP7MtfWb/AL+mrlFAFP8Asy1BzmbH/XU1Tv8ATrb+2LYZmzz/AMtTWvJ938RVLUP+Q5bfjQA7+zbbceZv+/po/sy19Zv+/pq3/FS0AU/7MtfWb/v6aP7MtfWb/v6auUUAU/7MtfWb/v6aP7MtfWb/AL+mrlFAFP8Asy19Zv8Av6aP7MtfWb/v6auUUAUxplr6zf8Af00v9lW3c3H/AH9NW84560gJG5iegPFJuwFRtMtc4zN/39NH9mWh/jm/7+mqq67apLMhPzQxszA+wzWfofjbSr+180Oql1LKCwyQOpFVHUNja/s21zjdN/39NH9m2pJ5m46/vTWT4U8X6frMhS1O8A4BHNN8f+MbbwtZq6WE9/cvnFrBgyN3AAokrWC5sLplp1zNjp/rTS/2Xbdf32P+uprIsfFNrLBZz6jBJpr3ZCxw3HyncRnGPWr2j63Z6jczw20qu8MhVgGz0qugFgaZakZzN/39NH9mWvrN/wB/TV0kgL+tDY3EjpUdQKX9mWvrN/39NH9mWvrN/wB/TVyigCn/AGZa+s3/AH9NH9mWvrN/39NXKKAKf9mWvrN/39NH9mWvrN/39NXKKAKf9mWvrN/39NKNNtgCQZuP+mpq3Q33DSlsNK5i6Lp1tJp7jMw/ev8Axn1q7/ZlsuATNjH/AD1NJoH/AB4uP+mr/wA6vMTuwBnilEmSKf8AZlr1zN/39NA0y1OQDccf9NTUmpXsdjbmW5O1BxnpXM+LfiBo+hx27SB53uYy0McTDdIM449eaOb3rFcrtc6L+y7Xd9+4/wC/poGm2hOA9wf+2pqh4H8R/wBv6aJ5NOubJupjnUBhUup69ZadqdtaTSoj3bFYgerkDJxVyVhRaZaXS7U/dNwcf9NTR/ZdsRkPcYH/AE1NYtn450qS5t7aL5prq4aBV3DIYdzVq51xj4qGlRRP5nlB29MGnGNxSkk7GgumWp7zf9/TQNMtS20GbP8A11NTX1zHZWktzI2ViUsxHYDk5qnZ6tbXmgDV4HzFJA0sbBuCAD0/KpGTHTLYEgmbI/6amg6ZajqZuP8ApqareDdUbV/DkOoD5RcDI3exqfxDq1tpGkyX906rDEMsx6UAO/sy1Peb/v6aP7MtfWb/AL+mpNJvo7+yS6gO5G5BHpVpjkEgdqdgM2fTYEt5iHk/1Z6uTV7w8gTRrcA5/djrUd5/x4y5/uGpdB/5A9t/1zFK4FuinUUAFFFFABRRRQAUUUUANb7wqn4g/wCQPP8A7tXG+8Kp+IP+QPP/ALtADLP/AI9Y/wDdFS1FZ/8AHrH/ALoqWgAooooAKKKKACiiigAooooAKKKKACiiigAb2pMEpknmlooAr6qiy6ZOD/zyb+VeR6VZS3nwfu7aA/6TDJIbSU9UYvzz2r2N1DoUYZDDBHsaoWeiadbWX2S3tI44iSdoXg55NAHEfs7Wz32kTeIdRjYajIWtJPM6lIzhTz616PUOnWNrYxCK1gSNMkkDjk9ambrQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUfxCij+IUANb/WN9ao6h/yGLT8avN/rG+tUdQ/5DFp+NAGhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhAGT1wOQa8Zh8Cxan8VZ7t9bvraAs0htIXxG7A5+YV7OAG7/Ue1UV0jTo9TN3DbqsrA5bb61KjZ3Kb0seP/ABI8E2Wo/Hrw/FFd3FjJ/Zk5Wa3bawAYcZ969a8J6O2jWAt2vLi72DHmTNlj9aluNK06fWodRntkkvLeNo4pSvKKeoBq8MplRyT1rVy0sTyiICOtOo78jAoqACsfVP8Aj+f8P5VsVj6p/wAfz/h/KplsbUfiK9XNLuhE3lSH5D09jVOipTsdEoqSNHV7fcvnryR1+lZ1XtPuwAIZuQeAT/I0zULQxHzY+Yz19qbV9UZwly+6ypUkEskTbo3xUdFI1avuatnepLhX+Vv0NP1KcRW5A+8/ArHqQF5pUV39gT2quYx9kk79CWwtDcbmJ2qOAfeoryB4GVXHGeD61tQoscQROgFJcxJLEEcZGaOXQlVnzeRgTW5uLKYHhVU5NSLbNb2sWeUKjBrRu4Uh0iZF/unJqa0RXsI1YZBUcUcoOs+byMaipr6EQXBQHI6ioalnRF3Wg5HZDuQsp9qc8sjkb3ZgOxp1tOIkKmJHyc5NXbyRIYY3ECEv22+1NGblZ2sVFuVSIrFEqMwwW3ZpIZ441z5Clx0O7+lG1rmRnUJGBjqcCle0kEJdSjqOuxs0ahaPUhkYuxY9TzTasQWkssfmZVVPQlqatrK1wYhtJAz97jFIvmitLjYXRD88SuP97FLdTGZgdqqq8ADtUq2E7An5R7FqbbRTJd7AibwP4ulOzJco3uRvKzxLGQoCdx1qOrC28s0spAXKnkD+lKbKcLuG0kdt3NFhqUV1K1GcVaFhOV3fLn03c1Vx69qTRSknsMuFDwGN+B0OK8z8K+BE1n4s61Pca3f/AGO3WNo7EP8Aunz13LXqGPlw3Ibr7VZ8PaRZ2V1NqEEai4uVHmtt6gdKIKzMq7ukeP3nwzg134zaxZS6zf21gljDiCF8K5JwQw9K9U+HfhC08HaJ/ZlpcTXSeYX82flxnsPYVrW+k2UGuT6nGn+kTxqsrbeqjoM1cJI+bqDxW3MclgoooqRhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACSfd/EVS1D/kOW341dk+7+IqlqH/IctvxoAu/xUtJ/FS0AFFFFABRRRQAUUUUAGccmkYEqQR97v7UuM8UoBUE9e2KTjcaZ418QfB39vfHLSbeLXdQsLVrGaSaK3faJWDAgEdwehqr8Svh5DdfEHw7p1pql5p9q0Egm+zvtJOeMe3rXr02jWL6/DqpjU3UUTJG23op6jNOvNKtLvU7e9uI8zW4IiO3oD1qouwnqcz8N/h9pfgYXM9rf3FwtwBn7Qw2x47r9e9cz8e9MfWb/SLHS7+aDU5JyBNbtjywV+UsR0FeqanaLdWbWx/1Z6iqkGjadBfG5FojzMgXeV6Yok7iSPLviF4FubXwPpOk3Wt3lxIt35rXkkuZkYryFPoO1dv8LfC1v4f0xWS4knaRcmWXlnJ7n3rodU0y0v1jF5GsgiO4A81YiRI4QkabVUYAHYU7jHqcAhuaSiipAKKKKACiiigAooooAKD900UfwmgadihoGPsL/wDXV/51fJO8Y7iqOg/8eL/9dH/nV7neMUBcyfHkKS+FL8S5LJA7LjsQpxXiOs+F7fxd4d8HvPf3NrLBZfNLC2Gz5hNfQF5DHc28kEgyJFKnPcHgj8azbXw3pEFlb2yWqL9nXbHgfcAOcCs/Z+8nctyvFo4680+/8HeE5rrSbu+1N5AvE+WYY9MVzHjC01Pxj4Y0+4vRJpk0EjmOZcpLGTwTz0r2xEjEYjUYVar6np1jqEQjuYww7jbWstTGMeVWPPfBPww0bw6Y9fbV765Maq589wQjd2Huc1e8O/bLq21TxGQ5uYw8cA/vqD8p/Guzv7GK70abTkTZFJHsx7U/SrCLT7KOGL+EAGmpWVhOF3c898P63rur382mX9g8NnLYyGWRkIPmY+7z2NZen6nKPDT+GLB1We3uo41j6fuwfmwPTBr1uaJHiKYyGPNYNp4S0m28UDV4Yl8/awJx61JZk+Lru+8NR6fZaZZSS2hiYt5aE7GHQce9cx4z1DU/E/w7g8O3kDW99rJeOQKCDGFOVPtkCvXWUnIPQ9KpXWlWM2rQ3zx5uYjkSY/rQByPwLu5l8OHS7wlbi1ypjb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روند کاهشی نرخ بین بانکی که از ابتدای فروردین ماه آغاز شده در سومین هفته از ماه نخست سال جاری نیز ادامه داشته تا جایی که این نرخ در هفته منتهی به 22 فروردین ماه با کاهش نیم درصدی نسبت به هفته قبل از آن به 23.48 درصد رسیده است.
نرخ بهره بین بانکی که در هفته نخست فروردین ماه سال جاری 23.62 درصد شده بود در دومین هفته از نخستین ماه سال جدید با کاهش 4 صدم درصدی همراه شد و به 23.58 درصد رسید.
تسنیم