با تغییر شیوه و رویکرد سیستم بانکداری در دنیا دیگر لزومی به مراجعه به شعب برای دریافت خدمات بانکی نیست و مشتریان میتوانند تنها با یک کلیک وجه خود را منتقل و یا قبض خود را پرداخت کنند و یا دهها خدمات دیگر را از طریق اپلیکیشینها، اینترنت بانکها و ... انجام دهند.
بر همین اساس، کانون بانکها و موسسات اعتباری خصوصی با تهیه گزارش حاضر سعی کرده، کشورهای مختلف را گزینش و با مقایسه آمار شعب و متغیرهای مرتبط با آن، همانند تولید ناخالص داخلی کشور، نقدینگی، درآمد سرانه و ... را مورد بررسی قرار دهد.
از یک طرف ارتباط شعب با تولید کشور از آن جهت مورد ارزیابی قرار میگیرد که هر زمان تولید افزایش مییابد، زمینه ساز گسترش فعالیتهای اقتصادی شده و می توان با تعداد شعب بیشتر ارائه خدمات بانکی را نیز افزایش داد.
از سوی دیگر افزایش نقدینگی نیز در کشور چنانچه به بخش مولد و اشتغالزا در داخل کشور سوق داده شود، افزایش تعداد شعب می تواند زمینه ساز جمعآوری بیشتر نقدینگی در جامعه و با جهت دادن آن در بخشهای مولد و اشتغالزای اقتصادی کشور بتواند نقش مفید و ضد تورمی را در اقتصاد ایفا کند.
به طوری که از بررسی حاضر می توان نتیجه گرفت، تعداد شعب از لحاظ حجم نقدینگی با سایر کشورها از تناسب لازم برخوردار است زیرا ایران در مقایسه با حجم نقدینگی در رتبه اول بین کشورهای مورد بررسی قرار دارد، اما از جهات زیر تناسب لازم را ندارد:
۱ - تعداد شعب بانکی با درآمد سرانه در مقایسه با دیگر کشورهای مورد بررسی مناسب نبوده و در رتبه ۱۰ قبل از عراق و افغانستان با فاصله زیاد قرار گرفته است.
۲- تعداد شعب بانکی در مقایسه با GDP (تولید ناخالص داخلی) نیز در رتبه ۱۰ قرار دارد که از وضعیت مناسبی برخوردار نیست و نشان دهنده آن است که حجم پول در گردش جامعه در بخش های مولد و اشتغالزای اقتصاد مصرف نشده است.
۳- تعداد شعب در ایران از لحاظ جمعیت به ازای هر یکصد هزار نفر در رتبه ۵ قرار دارد. ، لیکن این شاخص تعداد شعب نتوانسته است نقش اثرگذاری در جمع آوری نقدینگی و سوق دادن آن به بنگاه های تولیدی و اشتغالزای کشور داشته باشند.
مقایسه میزان فراوانی نسبی تعداد شعب بانکهای ایران در مقایسه با آمارهای جهانی
مقایسه آماری بین میزان فراوانی نسبی تعداد شعب بانکی در کشورهای دیگر و ایران، نشان میدهدکه تعداد شعب بانکهای ایران، در وضعیت نرمال قرار دارد. براساس آمار بانک جهانی تا سال ۲۰۱۶ نسبت تعداد شعب بانکهای تجاری کشورهای مورد بررسی به ازای هر ۱۰۰.۰۰۰ (یکصد هزار) نفر در کل بانکها و موسسات اعتباری جهان از سال ۲۰۰۱ تا سال ۲۰۱۷ در نمودار زیر نشان داده شده است.
نمودار روند تعداد شعب بانکهای جهان به ازای هر یکصد هزار نفر
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SSDoBBh1JdwEVIAESIAESIAESIAESIIHMJsCgI7P9S+tIgARIgARIgARIgARIIOkEGHQk3QVUgARIgARIgARIgARIgAQymwCDjsz2L60jARIgARIgARIgARIggaQTYNCRdBdQARIgARIgARIgARIgARLIbAIMOjLbv7SOBEiABEiABEiABEiABJJOgEFH0l1ABUiABEiABEiABEiABEggswkw6Mhs/9I6EiABEiABEiABEiABEkg6AQYdSXcBFSABEiABEiABEiABEiCBzCbAoCOz/UvrSIAESIAESIAESIAESCDpBBh0JN0FVIAESIAESIAESIAESIAEMpuAMbPNo3UkQAIkQAIkQAIkQAJLicCLJ4ZwpG8SFy0vwsbqPBj0uqVkfsrayp6OlHUNFSMBEiABEiABEiABEoiHwKTHj/948jg+99sDuHtnC6Z9wXhOZ9kEEmBPRwLhUjQJkAAJkAAJkAAJkMDiEci1mXHHlmoUOyy4cWMl7GY+6i4e/blr0kUikcjcRXiUBEiABEiABEiABEiABFKXgD8UxqMHe5FtMWHr8kLk2kzgoKrU8hfDv9TyB7UhARIgARIgARIgARKIg0A4EsETh/vxb482ozIvC/9eZEeezTSnBPnNPRCKIJV/e9ediZp0yryUdJ+bkoJBRwThcATQ6TEz7yeMUCCIUEQHg8kEwxkHzLSlcCiAYDCMiE4Po9HIyUJzXmI8SAIkQAIkQAIkQAKZRWB32yj++7kWWIwG3LmtDsuLs89q4JDTh8cO9SPnLMHJWQUtQAHl0VYH6OQ/5RXQ63XQ63QwGXRKcFRgN+GS+qIFqC15IlIq6IgEfJgY6kZbvxfFqxpRY7cgMNSKgy19mPCGYM6rxrqNTchXtI7APd6LQ3v3YixkhtFWgqaVa7CsxJo8mqyZBEiABEiABEiABEhg0Qgc7J7ANx9rRs+YB5+9ZiVu3FAB4zxWq5r2hjDi8mN9dR5CKTDTIGrgcTroGJkOYNjpXzSmiaootYIO7zTcOumtABAOIQQgpMtB9boarDW6cGzPAZwarseWcgOAIDzeSSCvCTu2rIIjUYQolwRIgARIgARIgARIIOUItA9P4/vPtuD4gBMf31GP919YA4txfguzSo9ClsmAfLsZQRlhkwIpWuBhNurhC0Qw7Q2kgIbnp0JKBR16RyEqHWb4Jt1nxthZi8sgfRf+4X74jLmocKjjqyLQ6bxw9g5gX2AKjrxy1C2rQb7t/IDwbBIgARIgARIgARIggdQmMOry4YfPt+LVUyO4fUsNPnppPbLiXKlKQo1QeGZYvwxnQiSCmfhDB70e0EUiCJ2OR3Q6Gfx0+rhOpwz3V+ZcRAApIlMD5FXKzZw7w085FpG5IzNDpt6sY+a4Uv70kKozT7in9ZDPin4p0BOzEK0hpYIO1T1vZRuGd7ADrf0uVKxbj5psNYI1I6egERdcXAlfYAJ9rS045Atj48ZlyI1Bxul0wu/3Q6/XIzc3V3kNh8OYnJyEvJpMJuTk5ChnSzkpL8lmsyErK0t573a74fF4lPcOhwNms1l5PzU1hUAgoMjMy8tTGp1WtpST8pK0skWuyJekypYGKGVFH0miXzAYhMFgUPSW46FQCFKn1KGV7fP5MD09rZxnt9thtc4MN5M8OSbnio0y/0UmT4kMkS2fJV+VLXXKcYvFguzsmbGRXq8XLpdLkS15ckySlqvIED3lXJEheops4S1J6pI65bjoJjpK0srWco0le2JiQrFdK1v4S3mRHa/Pzrc9xPKZtDW1PcTymbY9aH0mrIWL1mfCaqHbg9iu+iyZ7UHrM7nG5HqQFKs9qD4Tf6vtQXsNL3R70F5nWp8t1jUcb3s42zWsbWva+4O2PZzrNXyu94dYPounPWjvu9r2oPWZtq3Fuu/KtcB7ul75XlDvD+faHmJdw9rvC/Ua5j0998z3sLTBc/mO117D0e7p2u/hRH7Ha6+zeK7hs93TZY6DM6DDPbv7cP++Huyoz8cd6wthCEzD77dHfS5Tvy/U+4OMqHE6Z75f5Ts2Eg7B7Q9Bp9fDYpA5xRH4/WGEZHiTPHZGJCAJIRDWw2w2wBgOwOUNwh2MAAYDLGYjHGYDIqEggqEwfIEw/KEIwpgpbzfqoA9LPiDDeUx6nfKsIrZGwjNlfcGIUo08NzgsRlgMEsToT8/z0CnPT3Kvlvua+vwlzxXyJzbIdSrnShK5apJjqZJScMncCbQc7oapZjlqcu2Ybn0de9rcKKhbjvIcK/QRwGgxQqczIiviwrDHCKvBie4TbXDmNGDTxmWYCRvejlgcI45QnaOWiJYv5SRfkjhRdaQ0WPmTJA5WnRlNhpSRi1uSts6FkK2VkUjZ8dg+HyZavVNFtpaf2BDNl+eqt1a2Vkas/HiYxJIRK38hZMcjI9HtQR5O1JQon2VCe4jls1j5Z7uvadtxPDIS2R60bT6RPhPZvKe/9Tt0KbcHre3aNqjNj+caiSUjVv5CyI5HRiKvYZE9n3u6PKD7gmH87NUO3P1cK1ZX5OKuW9agqdSBcCQMvf7sz2Xqs13bsAtPNg/huo1V0A8P4fevd2OkohqfvLAM6OzCD3d2YLi+ER+7sAxlxim8/HQLmrOW4eZ12Zg4cRKPtLoxbpDvoTAsJgsuXl+Pqxp06O04hXuecGKyyIqsQAAw2LB9y3LcXOzCb57rxkRVNd67qQgWX0gJQAYPnMDdzVPwmi3IMUWU3pTa8gpcv64YRTZ51tRjeMqHwUkPrltbqgRG0iYkSVtTk5qnfk7F1ze/tVNGOwvyCgthsMysr+yBGY6cIHyjfWgbCsNotMCelwWDJQ91DheG2/vhDAHWvOVYXV8bM+AQ8+TLNFqKli/O014A6nnaC1TNk9doMiQ/moyFkB1LRqz8ePReCBmxmCxl2bFsj5W/ED5LpOx49GN7ePu9J5ZvYuXHwzteGYmUHeveGC0/Xr2jyUh0W+M9XQi/mdLBZ9HayULoHUtGrPyFuM4SKTse/aQFJIrrXLKhN+CxI/348cvtqC6w4W+vXoEV5TMjKQxQR8LMtM9o+mllq9dyOBSBKdeIQlsQp/rd6NeF4B92we31oGvQhd6REBryxrF/OIDyrUb4ulrxy2YvNmxajo+tyEWWz42DzR14ZFcrcvMaUOgLwmTPwZ/cthpbveN49sUWvHBoCCsvyUbQH4ArEFJ6NGbCBh0Cfj/C2bn46I46rM0No7drEI/v7cK9eiM+sTkfDrWnQoZtzXqOlfaQTikFgw4bSirenJhR1rARZQ2xkV6wfY6DsU/jERIgARIgARIgARIggTQhID/qP9M8gP/35DFldapPXbUCW5cXnLP2Z3oJImEErQ4sL8/DsWYfOrsmMD3mRuWKYlg9k+ienELvpBcT1hxsywng1J5pFCyrx1UrCpBnCCOY7cDGtbUY7mvBK61TuKVAD6NhZrlbZRaIwQCbSQeLzBFR5oK8NVBQAkm97MMB6ExWVNRV41a3C98+NYL+QB4cZllKNzPSW8PCzLCJVpAACZAACZAACZAACWQQgb2dY/jesy0IhML47LtW4F1rypV9LM7fxAiCQRNq8xzIsblx7EAfhrwGWGvqcHWuCSMDE3iy1YPiggIUZkXg8oWRbTUrdcvkcZl4rteZINt9+IJ+GE3A+MgYfvr7ffjb3x7Hi65cXHdxFeosQQTeHA31NrUlqJqZxB6ByayDJRyGzCCe45S3yUj1DAYdqe4h6kcCJEACJEACJEACS5hA66AT/+/J45Alcv/8Hctx48bK0xtILwyUcCgMY7EFywqA9lNjmHTkYHlxIZpKbfBNDWJnpx811RYU5xRieaERp7r60D7ug9VmRp4hiOGhQRya1GNlRQFCQSAnPw/vvXo57lhmgdkfgtdohCWig8wINpsMyoaEsimh3TwzaV0msGdbTcg16+CfmsZrrdPw5mSjwgBlLnOmBB4pOLxqYRoQpZAACZAACZAACZAACaQ3gZ4xN/7r6RN4o3MMd15Shw9cWAub6e3z5M7LykgYAYsDNdlWTIYmke+wodERgs6Si5ojvdhlzEOJ3QpHGGhaU4Mtr7TjgeeP4/WybJgDLvQNeZBVuwxXLNNj8EQQgZAJtoICXLIZcL7cgkdfakflRissIT9ebe7Djz1OGP1BFJZWotqjw8TIGO7bpcfLliBGhyYxbc7Hu9eWI8egP7Nk73nZlyInp+DqVSlChmqQAAmQAAmQAAmQAAkkjcCUN6jM4fjD3m5cu7YCn79+FYqzZ5brP1+lZPWqxw7345q1ZcpeGDq9AaFpF46PupGdl4PGXBMCujDGByfQ57eiuiQLuaYIwrJC1vQUjvY40eEKIag3oDjfjg1Vecg1BjAx5UTXqA5ltbkoMkbgmXTi1FAY+QVW6F1OHBr2w6Ps6RFBfkExVloD6Jl0otcTBnR6OOxWrK0qQGWWTtm00Gg8vXrVlBc3rC8/X7OTej57OpKKn5WTAAmQAAmQAAmQAAnMJuAJhPDjF0/hvte7cEl9If7isvoFCzhm1yWfZa8OQ3YWNudlIxwKwRuS5Wv1KCwrRpk+DH8gDNmWQyfbKWTnYNPaXFyorB41s7mgNxCCL6hHtqMAG/OBgD+EgB+wOPKwMQ/K/h26QjuW1705LTwUCsIfyUJNdf7MZoOY2WDQHwzDH5b6Mysx6Mgsf9IaEiABEiABEiABEkhrArLB3u/2dOEXr7WjqcyBv7l6JRpLZzZYTqRhsg+Ixz+zF9vMA79MMg9iZse1N1eRiihBCeCdpYzEIOFwCF7/zAHl8+mySk4oCNm6460phGBwZl84pU5ld3Id0mw13LeaFOMTg44YYJhNAiRAAiRAAiRAAiSw+ASeOjqAH7/UhtIcG/7hmpXYUJ2XMCX0siN5inQpzA465LPolykBCIOOhDVjCiYBEiABEiABEiABEoiHwCutw/ivp45DhivJ5n/bG4rjOT2usr5AGGMunzKnI64TE1A4VsBhMuox7QsirNl9PAHVL4pIBh2LgpmVkAAJkAAJkAAJkAAJzEXgUM8EvvtMC0am/fjMVU24WZbG1SemGyLbYkRxjgXto27okrwmbdSAQzYMlM0EDTol4CjLeXPj7LkYpvIxrl6Vyt6hbiRAAiRAAiRAAiSwBAjI0rhfe+QodreN4M5tdfirdzYiy7zAS+PO4iixhmzwl+pJhlfJMKt0T+zpSHcPUn8SIAESIAESIIG0JCCPu+n/KHn+6IedXmW38WePDeD2rdX48La6hAccorWwNySoJ+X8qWSeBAYdmedTWkQCJEACJEACJJAGBOSh942OMfz81XaU5Fjx6SubkGszpYHmC6eidDR8f+dJPLS/B5etKMXfXrUCRY6F2Ytj4bSkpIUgoF8IIZRBAiRAAiRAAiRAAiQQP4Hnjw/ht3u68NvXO9E16opfQJqf8eOXZvbiWFmeg3++eQ3KctN/7kKauyRh6rOnI2FoKZgESIAESIAESIAEohPoGnOjLNeK911YA5NBh7wsMxpKHDjSM4Fj/VO4Zm05cjK81+PBfT34/rMtKM2x4Ku3rkNtoT06LOZmBAFOJM8IN9IIEiABEiABEiCBdCEgQ6q++fgxbKzOwycub0RhtllRfdzlxzcea1Z24Zag40Pbl2FzbQGspsROqE4Gt93to/j8fQcQioTxlVvW4erVZclQg3UuIgH2dCwibFZFAiRAAiRAAiSwdAkEQmE8eqhP+XXf6Q1iW30RDJqB7rJa00cvrYfDasJjh/vwud8ewDVrynHH1hqsrsjJGHD7u8bx1YePwO0P4u+vWYkrV5VmjG00JDYB9nTEZsMjJEACJEACJEACJLAgBGSDt3tfa1d22s6xmpQlYW/cWAmLURN1nK4pGArjtVOjylyP504MoSLXig9eXIsb1leg2GFdEH2SJaRlwIl//eNR7GobwaeubMLHLq2HLQN7cpLFN5XrZdCRyt6hbiRAAiRAAiRAAmlPoH/Six8+fxIP7O2BTJj+9JWN2NFUcla7Jln/GF4AACAASURBVD0BPHmkH/fu6kDniAubavPxgYuW4bIVxbAY02/I1dCUD994vBnPHB3Ae7fW4LPXrFyUpXHPCpoFFoUAg45FwcxKSIAESIAESIAEliKBo32T+O4zJ/DyyRG8c2UJPnVFkxJ4xMOifcSFB/f34A97ujDlDSo7dcsE9LVVudClyU4fYy4/vvt0C361uwPXb6jAF65bhXKuVBVPM0j7sgw60t6FNIAESIAESIAESCAVCbzYMoT/euo4Tg25lF/2P3bp8nNeEjYUieBg1wR+8tIpvNo6ouxlceumKrxnc7WyClYq2q/qJHM3fvxSG+5+rhVbavPxlVvXob44Wz3M1yVCgEHHEnE0zSQBEiABEiABElgcAjJhXDa7+/6zJ+ELhvCRHfXK0rgyl+N805Q3gOeODeHXr3fgYPckNlbl4kPb63BpUwnsltRbHygciShzU/7zieOoLszCV25eiw3V+eeLgeenIQEGHWnoNKpMAiRAAiRAAiSQmgQm3X787NV2/OyVdhTnWPGpKxqVPTdM2mWqFkD1nnE3HtjXg/v3dkMmqV++ohQfuKgWF9SmzgN9KBzBk0f78S8PHVGW/b3rlrW4fGVpmgwIWwAnUcRbCDDoeAsOfiABEiABEiABEiCBcyPQNebC3c+dxMP7+7CxJh9/c3UTLqwrPDdh8zgrEongQPeE0pPw+KE+ZJmN+JNLanHjhsqU2GhPhoF97ZEjkPkcX7ppjbL6ll6nm4dlLJKJBBh0ZKJXaRMJkAAJkAAJkMCiEjjYPY7vPNOC3W0juGZ1ubIkbmOZY1F08AXDeKZ5AL98rQPH+iaxojwHt2+pxg3rKpCVpCFXLQNT+NIDh3FycAp/c/UK3LmtDgYGHIvSHlK1EgYdqeoZ6kUCJEACJEACJJDyBMIRYOfxAXzn6Rb0jnnwgYtq8OHtdSjJWfz9NHrHPXjiSJ+yo3n/pAdXrCzFn26rU3Y+X+jhXXM5pmPEhf/7yBHIRPqPX9aAT1zeoGx4ONc5PJb5BBh0ZL6PaSEJkAAJkAAJkEACCHgCITywtxt3P98KRKA8YL9ncxWyk9S7oJrY3DeFX77WjmebB2GzGHDj+grcvrUGywrtapGEvY67/PjWk8fw0L5e3HpBFf7hmpXIt5sTVh8Fpw8BBh3p4ytqSgIkQAIkQAIkkCIERqZ9+NkrbcrGfVX5dvz1FU24cnUpjPrUmLPg8YfwSuswfrW7E6+1jqChNBt/vr0el68sQUGCggCXL4j/3nkS97zShneuKMEXbliDmoKsFPEY1Ug2AQYdyfYA6ycBEiABEiABEkgrAm0j08rD9ZOH+3FhXQE+eWUTNtcWpKQNE54Afv9GF37/RjeGp7y4uL4I77uwFtsbimBYwABJ5pX84rV2fPupE1hVkYO7bl6HNZW5KcmESiWHAIOO5HBnrSRAAiRAAiRAAmlIYG/nGL7z9All1ajr11XgLy5rwPLixA9bOl9Uzb2TeGB/j7J/iOxi/u7NVbhja82CbdL34P5efOvxZuTbLcpeHFvrUjMIO1+OPP/cCTDoOHd2PJMESIAESIAESGCJEJA9J55uHsD3nmnBkNOLP71kmfJXaLekDQF/MIxdbSP42Ssd2Nc5huoCG+7YUoMbNlSe15CrF1qG8ZUHDyEcjuAfb1iDa9eVQQIbJhLQEmDQoaXB9yRAAiRAAiRAAiQwi4DLH8Tv9nTjf188BatRj49fVo9bN1UpG97NKpoWH0ddPjx5eAC/2d2JE4NTeEdjsRJAXVJfFLdN0vPz1YeOoGvcjc9duwrv3VIDo4EBR1o0hEVWkkHHIgNndSRAAiRAAiRAAulDYNjpxY9falOWoa0rzsanr2zMmF21ZWnbe3d14NGDvbL4Fq5eU44PXlSLleU583KQnP+1h49gf9c4/uKyenz00gaYGHDMi91SLJRyQUfYM4WRKT+s+fnIMRsQ8U2gv28Ikz4dsovKUVmUDb3qqXAQ4wMd6B/1w1JQjoryfNjOHFQL8ZUESIAESIAESIAE4ifQOuTE959twbPHBiG9ALJC1YbqvPgFpfAZgVAEe9pH8JvXu7Dz2CDKcq2485I6XLeufM69RganPPj6o8fwxJF+/MlFtfjUlU1cGjeF/ZwKqqVU0BGZHkP3QD+6B3yo2LAKtQ4bvN3HcGzYB13Ei4nJCGo3X4T6XIks/JgaPIl9BwZgyrfCNxVEfv0GbKrLrJtBKjQS6kACJEACJEACS43A7vZRfOfp4zjaO4VbNlUpE8ar8m0Zi2HKE8BTRwfwy10daB+eVjYU/MDFtbhqdfnblgGW5YJ/sPMkfrunC+9aW44vXr8KxY7F3wwxY52RoYYZ7rrrrrtSyTaj3Yywxw9LXg4cFjMM1hyUVlehqjQfzp4OeHJqUe7QA6FpjHV1YMq6Gtu3rILNN4SBSR9yKooR65YQDochf5FIBHr9m10ioVBIyRMOOt3MOEQpo5bV5mtlSFm1vDZ/oWWr+sWrdyz9tPnRZMeyXZuvlaG1XZu/0LKjcdUy0epHn729HWt9Q5/N3AdiMYnW1rRtKt62Fu1aEHlqfizZsfTT5qsy5nMtaPXWymB7YHtge3hzDkIgGMLjh/vxr48cxeCUTxky9LEddSjNtSAUCsf1/JAMrto647k/WEwGrC53QFadyjIb8dqpUTywrwcDk17kWo0ozrGeWWJXVsH62Svt2FKbj7971wpUF8ys3qW9x2jva7HuMdr8hb7vJlJ2NK6JvqcLW/nTcpX30fKUQin4jzGVdNKZbcg2B2EwRBCe4QqjxQIEnOhrbYEnfxlWlZwOFkJhIGyExWJSTLDY8mHye+ABkB/DKJfLBb/fr9wwcnNzlVdplFNTU0qAYTKZkJMzM44xEAjA6XQqkmw2G7KyZja38Xq98HikFsDhcMBsntllc3p6GnKOXDR5eXlKMCKyJycnlQYh5aS8JK1skSvyJYlckS83DCkr+kgS2cGgcDFA9Jbj0uCjyRb7pLwku90Oq3Xmlwe32w2fz6ecKzYajUZFL7FRZM2WLUykIVssFmRnZyvy5HxhKEny5JgklavoFU221CV6S5K6VNmim+goSStby1UrW2SInqKX6jOtbGEk9shxrez5+Oxc28PZfKZtD7F8pm0PWp9pZatchVWs9qBy1ba1ZLcHrc/Utqb12VztQdqspFjtQa4z4attD9prWNse4r2Go7UHLVetzxbrGo7VHlSu8V7D2rY2n/uD8JY0l8/Odn84W3vQ+kx7Dcv9Ya72IO0gms+07UHrs2jtIdp9V87RXsO8p898X8z3GlbbQ6xrWNseUuWe7nRO40cvtOKnu/pgtxjxpZvW4MYNlfC6nRgddb2lPWTaPV35rnS7UGzW4zNXLMeVqyvwo+dPKoFHOBxCQ0k28k6v1HXVqjJMTPtwUbUd5Zq9/+a6P8x1Dcv1x3v6zCO5fMcLR7mny3e/sJF7j1xP8l6+i9TnLyknf5Iv5eV+JUm+F9Ukx1IlpdTwqhkoUzh1tBvG6mWoyrFD7x5Fd0cvpm2lqK8rxZsL07kw0HIAJ6dqsW1LGfoP7kJroAibtqwEt6JJleZFPUiABEiABEggPQgMO33Kcriywd3qilzcdcs65Vf/9NA+MVrKMsEyZ2NtZS4cFhPu29OFcbcf77+wBsuLZ36QTEzNlJqJBFKqp0MFLPFZ5PT6zn0n9uGNDh/yS92Y6D0FvdEMe24W9LYSNJRXI7u3GU8/fRQ6OFC1poYBhwqRryRAAiRAAiRAAvMicLzfif94YmZS9LVry/Glm1ZjWREfqmXH8hvWVygMXzgxhB/sbMHglBfFDgvqirKRQj+iz8vPLJRcAinY0xGCzxuAzmyGSa+HxzkBry8AGWMpQ66k68hoNkJntKPAYUFgehQjUwGYsvOQL+MNk8uTtZMACZAACZAACaQRgVdbR/D1R5txpHcCd26rw2fftQJ5WTNDp9PIjISrKhPNf/dGFybcAdyxpVqZx8GgI+HYM6qCFAw6MoovjSEBEiABEiABEkhBAsFQGA8f7MX3n2mBOxDCR3fUK8OGHNaZ+ZQpqDJVIoG0JsCgI63dR+VJgARIgARIgATiJSC/2svcjXtebkdxtgWfvqpJ2RiPG9vFS5LlSWD+BFJyTsf81WdJEiABEiABEiABEpg/gZ5xN374fCse3t+D9dX5+PQVTbiovnD+AliSBEjgnAgw6DgnbDyJBEiABEiABEgg3Qgc7p3Ad55uwa5To7hmbTk+cXkDGktnlrNPN1uoLwmkGwEOr0o3j1FfEiABEiABEiCBuAiEIhHI6kvfefoEesY9eP/WGnxo+zKU5sTaTjgu8SxMAiQwDwIMOuYBiUVIgARIgARIgATSk4A3EML9+3pw93MnlcX4P35ZPd59QTWyLRzskZ4epdbpSoBXXLp6jnqTAAmQAAmQAAmclYDJoEeh3YymUgfu2FqDq1eXQfafYCIBElhcAuzpWFzerI0ESIAESIAESCDBBGQn7d/t6cKrp0Zw2YoSvOeCamUn7QI7999IMHqKJ4GYBNjTERMND5AACZAACZAACaQjAX8wjJ+/2o6XTw6jfXgat22uBgOOdPQkdc4kAuzpyCRv0hYSIAESIAESIAGFgOw0vrdzDBuq83BpUwmpkAAJJJkAg44kO4DVkwAJkAAJkAAJLByB508MYXjKi5s2VcJqNCycYEoiARI4LwIcXnVe+HgyCZAACZAACZBAqhA4MTCFHz3fis4RF/LsJly9ujxVVKMeJLDkCeiXPAECIAESIAESIAESSHsCE24/fvziKTT3TeI9m6twaSOHVKW9U2lARhFg0JFR7qQxJEACJEACJLD0CARCYdz3ehceP9yPdzQW485tdbCYOLRq6bUEWpzKBBh0pLJ3qBsJkAAJkAAJkMBZCTx3fAj3vtaB+pJsfOLyBpTmWM96DguQAAksLgEGHYvLm7WRAAmQAAmQAAksIIFjfVP4nxda4QmG8JEd9VhbmbeA0imKBEhgoQgw6FgokpRDAiRAAiRAAiSwqATGXH78+OVTODngxJ2X1OH6deXQcbPxRfUBKyOB+RJg0DFfUixHAiRAAiRAAiSQMgS8gRB+tbsDfzzQh0tXlOD9F9XAaOBjTco4iIqQwCwCvDpnAeFHEiABEiABEiCB1CfwQsswfr27EysrcvCpKxtR4uA8jtT3GjVcygQYdCxl79N2EiABEiABEkhDAod7JvCDZ1sQCEbwF5fWY0VZThpaQZVJYGkRYNCxtPxNa0mABEiABEggrQmMOL34yUtt6Bh14c/fUYerVpeltT1UngSWCgEGHUvF07STBEiABEiABNKcgMcfxL27OvHEkX5cuaoU791aC7ORjzJp7laqv0QI8EpdIo6mmSRAAiRAAiSQ7gSePzEzj2N1Ra6yH0dhtjndTaL+JLBkCDDoWDKupqEkQAIkQAIkkL4EDnSP43vPnEAkAiXg4DyO9PUlNV+aBBh0LE2/02oSIAESIAESSBsCw9M+/H8vnELXmBsfu3S5skRu2ihPRUmABBQCDDrYEEiABEiABEiABFKWgMsXxM9ebsMzxwZxw/pK3LG1FhbO40hZf1ExEohFgEFHLDLMJwESIAESIAESSDqBZ5oHcd/rXVhflYeP7liOvCxT0nWiAiRAAvETYNARPzOeQQIkQAIkQAIksAgE9neO44fPn4TFZMBfvbMRTWWORaiVVZAACSSCAIOORFClTBIgARIgARIggfMiMDjpwY9eOInecQ/+/B3Lsb2h6Lzk8WQSIIHkEmDQkVz+rJ0ESIAESIAESGAWAZc/iJ++0oEXWoZxywVVuH1LNffjmMWIH0kg3Qgw6Eg3j1FfEiABEiABEshwAk8c7sd9ezqxvjIPH95Wh1wb53FkuMtp3hIgwKBjCTiZJpIACZAACZBAuhDY2zmO/3mhFbk2M/76ykY0lGSni+rUkwRIYA4CDDrmgMNDJEACJEACJEACi0egZ9yNH+xsQd+EBx/eXoeL6zmPY/HosyYSSCwBY2LFxyc9EgrCOdKD9gEvChvqUGm3QBf0YrijBaf6gyi5ZCOWa9bm9kwOoHn/Xgz7DDBkFaNxxRosK7HGVylLkwAJkAAJkAAJJJ2Axx/Cz1/twJ72Udy2uXpmHoeBv40m3TFUgAQWiEBqBR2uCUz4Qgj6/QiFQ4iIkVODGHCaEQlMwIMwItBDpxgfgNs9Cp+tGlsvXYO8CKDT8ea0QO2CYkiABEiABEhgUQk8fLAX97/RjfXVebjzkmXItqTUI8qismBlJJCJBFLqitbnFKEmx4KAqxuIRJSgQ19Qi7WOAJr3jkMfUcKQ036Q9x64hkbQchDIzStFTWUpss2x3eR2uxEMBqHX65GVlaW8hsNhSL68Go1GJV8kSDnJl2SxWJQ/ee/z+ZQ/eS8y5BxJWtl2ux06nU6R6XK5EIlE3iI7EAjA4/Eo52lle71e+P1+JV8rW2SEQiFF32iyTSYTbDabcp5WttVqhdk8A0Tqk2OSRIbBYFD0Er1FtnyWOkVv+Sx1StLKFt1ER0lSnxyTpMqWc0WGKltkCFf5LHVK0soW3URHSbFkq1xFtsgQ3wnPaLK1PtPKno/PRG+RHW97OFefadtaLJ9pZas+E1bR2oNwFVbCRuuzWLJVn4k8Vbacu9Dt4Ww+i9UetD7TtrWztQctV2170F5nWtna60yVPZ/7g5arVrbWZ1rZ0XwmbU3y5+szrWzVZ3O1B5EtSdsetNfZfO4PIuN8r2G1rS3UNRytPczHZ+fTHoS36K/1mbatJaM9qFwTfQ0vxj1dbHjlRD9+8uIp5GUZ8cnLG1Ff4kAoGITr9Pcw7+mp8R3Pe/rMM1+i7+lyr1Hva+q9R655eS/3HvXZTsrJn+RLeXmVJN8rktTPyocU+Celgo4ZHhHMdHG8SUeAviXeUA6ZkFNQhzVr8+HyTWGo7QjGXAFsWFuFWFsHiUPUP9URqqNEpJqnvpey6nvlzekyc+Wrx9Tz5LM4P1q+WkaVLWXkT/TQ6hJNhpyj5mvLynvJn0u2Wp9az+w6JV8NHFRZqjz1c7Q6VXmzy6rnqPWqsqPJUM9Vy8q58qctK8dUmeqrep4qe3a++lkrR95Lvvyp+WqeKk/VI1a+9nxVhqrfbL/Hyo8lW83Xyp0tQz2mlpU61Twpq+ar7+VVUjS9paxaXn0vZeX9uXCV87RJ6pSkvqrH4pEdTW+tTG2dWr1n56s6RMuXY2q+vKpl1VepT5uvllX1UM+fnT9Xe9CWjSVbzdeW1eqi1qvmnS9XtT5VnryqSZWt1SVWeTVfW1bkqDzVV8mTMqrs2fnqZ60cyVP/1Hx5jVb2bPlyXJWh6qLKVu1WZcz2pZqvnqeWV8+fLVvyZ8uQc9T8aHrMJVutT61H5Kjv1fPi4SrnRpMheZLUV7VeVfa56t05Oo27n2tFz4Qbn7921ZvzOOJsD6requ6q7aq+8eqnLS8y5vKZWsd86tTKVXmqstVj8qrWqebNJVvKyp+UVcur72fnixzVZ3JMTVJe/azK0NapzZN8taz6qsqJR7acK3+qrqoMVaa2Tnmvyp6dH6u8Vr7WFq3+s/O1srXnz85XfabqrMqUfG1ZeT+XftqyWl3kHO0xsV2tQ3kzxz9ynuiRakkXSTmtJtFyuAummuWoybVDEId8Phx5/XUYLr4Ya4wGhDxueMN6mMIeTIWsyDJNov1gM4atdbhgcz1yU40y9SEBEiABEiABEngbAV8wjG893ozf7e3GbRdU4/9cv5r7cbyNEjNIIDMIpGBPhwmO3FwYTMbTczcAnV6PvKIi6A1G6MI+uPo60YVcNOROo+1oH5whwJJThZUNyxhwZEa7pBUkQAIkQAIZTkB+iP393i787o1ubKzJx53b6xhwZLjPad7SJpCCPR1L2yG0ngRIgARIgASWAoHXWkdw18NHZAQ67rplHS7h8rhLwe20cQkTeHMw3xKGQNNJgARIgARIgAQWj0D7sAt3P38SQ1NefHjbcgYci4eeNZFA0ggw6EgaelZMAiRAAiRAAkuPgFv243itHQe6J3Dblmq8e3PV0oNAi0lgCRJg0LEEnU6TSYAESIAESCAZBILhCH6/txu/f6MbW2oL8OFtdbCZZlblSYY+rJMESGDxCDDoWDzWrIkESIAESIAEljSB3W0j+MUr7SjPseKTVzSiuiBrSfOg8SSwlAgw6FhK3qatJEACJEACJJAkAq1D0/j+sycx7vbj45c3YMuygiRpwmpJgASSQYBBRzKos04SIAESIAESWEIEpjwB/OLVdhzqHsdtm6txw/qKJWQ9TSUBEhACDDrYDkiABEiABEiABBJGIBAK4/59PXhwfw+2NRThw9vrkGXmPI6EAadgEkhRAgw6UtQxVIsESIAESIAEMoHAq60j+OnLbco8jr+8vBEVebZMMIs2kAAJxEmAQUecwFicBEiABBJFwOMPYV/XOJr7JhEKRxJVDeWSwKIRkP04fvhcKwYmPfjUVU2cx7Fo5FkRCaQeAQYdqecTakQCJLBECTxysBc3f+dFfObevXjl5PASpUCzM4WABNH/82IrXmgZxMcurce71pRlimm0gwRI4BwIMOg4B2g8hQRIgAQSQaDAbsGKshzUFNpR5LAgEmFvRyI4U2biCUjTvXdXB369uxM3b6xS5nGYjZzHkXjyrIEEUpeAMXVVo2YkQAIksDQIDE/5cGp4GlesKsHK8hyYjXoU2s34750nMeUL4hOXNyA/y7w0YNDKjCDwwokh3P3cSTQUZ+MzV61AscOaEXbRCBIggXMnwKDj3NnxTBIgARI4bwKj0378x1PHsPvUGD533cozS4l2j7lxtG8KTx7tR8fINP7isgZsruW+BucNnAISTuDkoBPf39kC6e347DUrsboiJ+F1sgISIIHUJ8DhVanvI2pIAiSQoQTGXH585+kTeGBvN9ZW5SpDq1RTZYWff7xhFf7ysgbs7RjHP/7hoDJUZdobVIvwlQRSjsCoy48fvdCKo72TuHNbHS5bUZJyOlIhEiCB5BDQRThoODnkWSsJkMCSJiDBww+fb8UvXmvHJfVF+Kcb16C6IOttTLyBEJ46OoCfvNQG6f24cUO58jDXUOJ4W1lmkEAyCfhDYdzzUht+sPMk3rmyFF++aY0yNymZOrFuEiCB1CHA4VWp4wtqQgIksEQIyHK4v3ytA7/a3YELagvw2XetjBpwCA6ryYCbN1aivjgb97zchgf39+LEgBMfv6weV64qBaBbItRoZqoTeOH4kBIcV+bb8JEdyxlwpLrDqB8JLDIB9nQsMnBWRwIkQAI/fukUvvv0CTSV5eCLN6zBptr8eUEZd/tx/95u3PNyOwKhED60rU7p9cixmuZ1PgulNgFPIASjXgeTIf1GPrcNT+Pvfr0PQ04fvnrrWly9pjy1YVM7EiCBRSeQfne2RUfECkmABEhg4Qg8fKAX336qBaW5NvxTHAGHaCArWH10Rz3+/Y6NyrK6//74cfzTHw7i5IBz4RSkpEUnEI5EsLdzHP9w335864ljGJzyKptDSpApe12kenJ6gvjuMydwoHsCH7y4lgFHqjuM+pFAkghweFWSwLNaEiCBpUfg6aMD+NrDR5BnN+FfblmHjfPs4ZhNaltDEWqLNuN/XmjFva914kS/E5+5egVu3FAxuyg/pziBYDgC+fVvT/uIsq9FQ7EDV68uRzgcwXefacHItA8yXKk0x4qyXCuKsq0oybEon/NSYBllfzCM37zeiT+80Y33bKnBn168LMWJUz0SIIFkEeDwqmSRZ70kQAJLisDuU6P4h9/uV365/vrtG3D1AuzOHAxFID0n8uu40xfABy9ahk9d0YgcG4dbpXrjGp324b493WgdcuKLN6xWgoynmwdQaLfg8pUlGHb6cM/Lp5Teg44RF6Y8AWSZjci2GJFtPf1nMaIkx4rKvCzUFGahIi8LlXlWlOXZlGFael3i5/s8d3wQn/zFG8pQwf9830ZwgYNUb3nUjwSSR4BBR/LYs2YSIIElQuC11hF8/bFm9E148LlrV+F9F9YsqOW7To3i56+24aWWYWxrKMaHttdBekMS/8i5oGYsCWEy9+GJI/146kg/2kdcyjLJf3/NSly0vPAt9stiA8FQGIFwBB5/ELKfS8+4B30TbqUdSVvqGXcr+RJ8Snwhi1GGI0BulgmlDisq8m2QpZfLc23KQgVV+TZYTUZYTXplgQKD/txbiAwJO9A9jv/7yFFFn6/esh7vWlv2Fhv4gQRIgAS0BBh0aGnwPQmQAAksMIHDPRP4xmPNaBlw4tNXNSmTvxe4CkVc/6QXv9vTiV/u6kS2xYA/274ct22uht3CUbSJ4B2vzI5RFx7e34vHDvehf8KjrEZ2+9Ya7GgshgQDunPolZDARHpEBqa8GJzyYGjKi4FJL7pH3Rie9sHpDcDpDSq9JDJJ3W4xoCxnJgiRoVrleTbUFtqVYVuyGIH0kMlfltlwVvN8wTB+8GwL7nmlHX/1zgZ8bEc9zEZOEz0rOBYggSVMgEHHEnY+TScBEkgsgfZhF+566DB2nRrBF29co/RwyBK4iUqBUBgvnxzBfz55DK2DTty0sRKfurJJebBMVJ2UOzeB1sFp/HpPB148MYxTQ9PYuqwAd25bpuwuLw/9iUpOXxDj036Mu30YdwUgw7l6JzzoHfegf9KjBCq9Y264fEEl0CjMNqPAbkG+3Yz8LBMq82WoljqXxIbiHAvybGalR0XVuXvMhaN9U9i6rBByPhMJkAAJzEWAQcdcdHiMBEiABM6RwLDTiy/87iCePTaAT1+1An9zVdOiLYUqw3a+92wLHtzXjTWVefjbq5pw5WoOfTlHV57TabKi2K9f78SzxwaV4Ucba/KUXq7t9cUoSOIDukxQl96PaV8QU94AJt1+JRiReSO9425lA0ppP25/EDaTATazQWm3snHlD++8EIFwEZjZJgAAIABJREFUGP/+eDMm3AF87LJ6bKqe33LP5wSRJ5EACWQUAfa7Z5Q7aQwJkEAqEJCHOhnrLpNsP7KjHn91ecOiBRxif12RHf9223psrM5XljL9u9/sVzZr++iO5XBwT4+ENRGZ53C836kMc/vjwT6lF0H2YPn8tauUyeGpMNRNr9cpcz5k3kcl3trTIitpBYJhyIpUY26/EoBIb4b00JhNeuj1QOewC/fv7VGGbjWWOhh0JKw1UTAJZB4B9nRknk9pEQmQQBIJTHoC+PqjzXhof4+yQtXXbl2vPOQlS6VdrSP41pPHcbRvEletLsXfXLUC8rDItHAE5CH9xMAUHj3Yh9/u6UIwElECvts3V+HadRUZNddB9g156EAvpjx+XLu2Qlk1a+FIUhIJkEAmE2DQkcnepW0kQAKLSmDC7cfdz7UqK0m9c1UZ/vH61cqqQYuqRJTKusfc+OVrHcpu5oUOC6TH48b1lcrQmSjFmTVPArK61K62UTxxuB9PHu2HrCK1vbEYt2yqVFaj4k7x8wTJYiRAAkuCAIOOJeFmGkkCJJBoAjJG/icvncL/vtiGLcvy8c83rUVdcXaiq523fG8ghMcP9+NHz7eib9KD2zZXKSsOyYRhpvgICEtZHEBWonqmeVAZOndhXSHes7kaFy4vgN3MkcvxEWVpEiCBpUCAQcdS8DJtJAESSCgBWbr0F6+24/s7T6KpzIEv37QWq8pzElrnuQqXJXz/+7lWPNs8gM3L8pXhVhfXF52ruCV1ngSWe9rH8OC+HrzSOgSz0YBL6otw04ZKXFRfqEy8XlJAaCwJkAAJxEGAQUccsFiUBEiABGYTkGVq/7C3B//xxDFlmdEv37QGW5YVzC6WUp/HXH7cu6tDCZQsRj0+emk9bt1UhbwsLnsazVETLj/2dY7jvjc6sbdjHCajHjuaivGeTdXYUJ3HYWrRoDGPBEiABGYRYNAxCwg/kgAJkMB8CUgPxyOHevGNR5uRbTHiX25dj+0N6dFrILrL6lr/80IrWgadeNeacvzZ9jqsrsidr/kZX06CMxlG9cDebuzvnlAmhF+xshTv3lyNtZW5kICNiQRIgARIYH4EUi/oCAfhC4RhMJlg1OtmrAj54PEBRpsFptNZqnlB7zRcnhAMNjvsViNmHVaL8ZUESIAEFpzAzmOD+LdHjyISgbL535WrShe8jkQLlJ3Sf/ZqG5440o/aAruyxK8EIGbj0r2bjrv9eO7YEP54sBcHe8aRZTLg6jUVuGFDOdZX5ik9HYn2C+WTAAmQQKYRSKmgI+JzY7i/G20DXpStXYHabCvgGUfHiZNoH/Sj/MpLsMqo7uYbhneyF4f3HsGwPwKDuRjL161HY7El03xEe0iABFKQwO5To/jnhw5j2hvAF65bjRs3VkL9nSQF1Z1TJdkg7pGDfbjn5TZl07g7ttbgw9vqUOxYWvdT2bV75/FBhcWBrjFlB+4bN1QqSx9vquEmeHM2Ih4kARIggbMQSK0lNoI+ROx2ZFuDMETCiADQBbwI2yuQa+8EIHmGmd6MsAsTAx1w21fjineWYODAG+ju7kJlcSO4FstZvM7DJHCeBJRr8zxlpPPpMhn7i384gElvEJ+/bhWuXVeetgGH+CE3y4w/vWQZ1lbl4rtPtyhDrg51T+Dvr1mBDUtgx+nRab8yOfypo/3Y1zmGivws/NU7G3FpYwnWVHK4WTpfq9SdBEggdQikVNChs+ej1G6Ca2QKsrOrPNjoc8pRnx3C0ZFuKBkqu2AQEb8RdkcOrDobcvJKYZz0YAKIGXREZAzE6aTTvTl0IJ78eMpKVfGUj6dsMmSnun6xmFDvt7f782UiV8+Q04ufvdKOQz0T+PiOely6ouT01fVmu8+k60y5Y+h0aB2axlceOoKucTe+cO0qZZlUdSjo+XJVAUaTEy0vVpuPla+VIWVU/0i+3BJlB/Nv3rFRWfpXej0+c+80PnllE+7YXA3ZyVpNWjlaGepxNU8+Rysbb/5CyFDrnLn1z9giczYePtCLRw70Yn/XGMpzbfjM1U24bm0FGs5soPjWEDseXeIpq+onr5LOxnAhZC+EDNE1mpxoebHKxptP2Qt/T4/XB/GWp88S4zPxQzqllAo6ZsCFlfHRWoihQPAt8YZyzGQE9CEEAkHlY9DvRCBowVxrrzidTgQCAej1euTm5iqv4XAYk5OTkFeTyYScnJllLv1+P6S8JJvNhqysmf4Tj8cD+ZPkcDhgNs/UqJWdl5enfGGIzImJCeWGHEu2yBX5ktxuN7xer/Je9JBzJE1NTSEYDCr6qrJDoZCit1zIooPoIsnn82F6elp5r5XtcrmUY3JAbDcajYpeYrvIMhgMSr580Uldki/JYrEgO3tmrwGRLXIkSZ4ckyT1CS85V/RWZYvtwkA+S52SYskWu8V+SdG4imyRIXqKzdFki2+FlSSr1Qq73a68n4/PzrU9nKvP5tMeovlMDIrWHoSr5M/VHoSHcJEUTbacG0976BpxK2Pe93aO44KaAiXokP0LAl43DJEQ/KEIHDk5c/pM2x60PptPe5BrQa5lbXvQctW2h3iv4WjtISfLikGvDl99+Aj2d43jkztq8O61eQj7vYA1Odew+FL1mbBQ7w9arrGu4VjtobiwAJ+7bhXWV+crK3J9+f5D2Nc+jM9euwalOVaEQkFMTLz9/qD1Waz7w7lew1rZ0e4P872nu13TSnA17gWePzWJX+3qQMeoC2W5VvzlO2rwvovqsKxk5l7ldE7B75/5vlC58p7Oe7r2OtN+D2vvPdrnh7N9D8s1nCr3dO11dq7XsPbek+r39Pn47Fy/48/1uUxtD9K21PuaPP/IZ/nelvciW33+knz5k3x5PpJzJMn3oprkWKqklJrTMQNlAi2HumCqrUdNrh0ygyPk8+Hw7t0wXrINawyAd3QQo8hCDvpw+NAozMV2eIYmYKndgC2NRco50QDHckI8+fGUFR3iKR9P2WTITnX9YjGh3m+/+SwUk2eaB5SVj65fV6FMrv3O0yeQbzPi9i01aCx76z4V8dQZT9lYfo+Vfy6y5aY94vTiyw8exuOH+vGJyxvw99esVGwWeepN/Vxki56SVBnyPpqcaHmxysbK18rQ1qnN1+ohvTrffuo4Hj/ch3XV+fjCdauUfSm08tXysWQsTH7kzI9Ran2ig2SqrVubH6vOUacPDx/sxc9ebUfHiAtrKnJxw/oKvGdLNcpyZgJyRW4MH2jtlvdnqzOWHguRnyoyYjFZCP0oW23di9PW6LO3804HJnKdpEtKwaDDh/ERJ/Q5ucgxm5T5G5FQCCP9/dBXVqIwEsB0Xyf6UIKmiiyMd5/EqQE3rEXVWFZbiuwU7LtJl8ZAPUlgvgRePDGk/EIsezvk2GZ65Jr7pvAfTxzHk0f70FjiwE0bq3D9+vKU3SRvvrZKOac3qPRw/PaNLvzpxbXKxHHV7njkpGNZtz+In7/WgR8916o8+EvA9b6LapCfJnt6yOTwo72TqC/NhlGvx7eeOIYDXRP4k4trce26CpTnvjXYSEcfUWcSIAESSAcCKRh0pAM26kgCS5eABBef+PkeZc+Cb3/gAmW/ApXGsNOH11pH8PNX27GvaxyVeTZcvaYc77uwBivKZoYAqmXT5VUeuiWY+snLbcoGenfdulZZ1Shd9F8oPV8+OYx/f+wYrGYD7v7QFhTa57+yldrTL3P1JMmvh+pviuGI0mEBjz8Ijz8E2WzR6QsoAY7bH8K0N6jM8ZPdwIPhsLKkussfRCQMTHgDCATDCIXDcHoDCIaAKU9A0fEzVzUpAcW//fEo7t/Xg+vXV+Cbt2+ELzhTtrqAS44sVNugHBIgARKYDwH2C8yHEsuQAAkoBCbcAfzw+ZPoHnPhSzetfVsgIUus3rypElesLsVzxwbxy10duO/1Tjy4vxs3b6xSgo+mUgcMmknJqYw2GArj7uda8dOX23DlylJ86cbVSzLgEB+9o7EYKz7iwLg7ALNBj1/t6sTglBeypGxjabay6pPM75HRwxIsSLAmMcaEx49AMAK/POz7ApBNCSVAkP2YJMCQPTHkHBmqpI48liHI6md5lRBFrx6XY8p/cpLy/5my8jkUiiDfboZMEq/Oz1JW5sq1mWA3G5XJ8HlZJsgfEwmQAAmQwOISYE/H4vJmbSSQtgTkYfHe3R34p98fwh1bq/GVW9ZBHubmSvKgKcuQ3r+3G7vaRpXhLTIk690XVGFTberve/C/L57CNx9txoXLC5VVnfjr+Iy3ZVnZ9//wVQw5ffj8dSvxxRvW4HvPtOD7O1uUHhCTUT+zgV4EsJkMMOihBJpmo0FZWtgqr3qdEkjYzAZlcreUmymrQ7bVdOaY7PQuSxfaLUZFpuwCnmUyKuc4rCalx02GTclxCWZtZj0sZ/ZzgtKzMez0oijbAqtJ3edprlbLYyRAAiRAAokgwKAjEVQpkwQykIAMr/nSA4dgMxrwr7dvwAVxbJbmC4TwzLFBZWnS3W0jMOj1ygRe2d9ClmmVB89USvIL/QP7u3HXQ0ewpiIHX7xhLdZVcb8G1UdjLh9+u6cbg5Ne3LKpEhtr8nFqaBq9E27YTEYlELCYZlZRyTIbIUsKGw065aFfeixkh2/tEryqXL6SAAmQAAlkLgEGHZnrW1pGAgtGQIbR/OMfDkI2jPunG9fg1guqzgyFiacSGZf/etsIHtzfCwli5FfrSxqKcMvGKly0vDBlfomWnplvPNaMyvwsfOH6Vbh4eVE8ZrIsCZAACZAACZDALAIMOmYB4UcSIIG3EvAHQ/juMy34yUtteP9Ftfi7a1bAYZl7WNVbJbz9k0wYfq1tBI8d6sPOY4PKL+MX1hXg3RdUK8GH/DqejCSTm5841I9vPHYURoMeX7ppDd65sjQZqrBOEiABEiABEsgoAgw6MsqdNIYEFp7A00cH8JWHDqOuyI6v3boey0tmNotciJqCoQh2tY3g8UN9eKp5AMFwBNsbinDzxkpcVFeE3EWe8PtiyzC++VizMgn6/1y/CtesrVgIMymDBEiABEiABJY8AQYdS74JEAAJxCbQOuTE//n9QXSOuvCv79mAd60pi134PI7InI9DPRN4+GAfnj06AFkSdVt9EW7YUIFLm0rO7AVyHlWc9dS9naP46sPNGJ324rNXr8S7t8gQMnU9pbOezgIkQAIkQAIkQAJzEGDQMQccHiKBpUxAHvy/9fgx3L+3Bx/ZsRx/fUUjTLIMUQKTrHZ1tG8SD+3vxfMnBjEy7cPFdUW4cUMFLl9ZgrwEbUh3sHsC//rIEZwcmsbfXN2ED160TBnylUBTKZoESIAESIAElhQBBh1Lyt00lgTmT+B3b3Thm48ew8aaPPzLretRmW+b/8nnWVI2j5Oej0cP9mHn8UFladaN1Xm4ZVMVLmsqQZFj/hvTnU2VlkGnMqRK9pj4xGX1+MiOegYcZ4PG4yRAAiRAAiQQJwEGHXECY3ESWAoEjvZO4vO/O4BAKIS7blmPbQ3JWb1Jgo/m/illwrnMLRmY9GB1RS5u21ytbFZXnnd+gVDvhAdf/+NRvNI6jDu31eGT72xMmRW0lkI7o40kQAIkQAJLhwCDjqXja1pKAvMiMO724WuPHMWTRwbwd1c34c/eUa/sszCvkxNUSIKP9hGXMuzqicN9GHR60VDiwG0XVGPHimJU5WfFXXP/hAffeuI4njjSh/ddWItPXdmEQrs5bjk8gQRIgARIgARI4OwEGHScnRFLkMCSISC7jv/0lTZ879mTuHJlKb5885qEzaM4V6iyCd2TR/rx6KE+9E14sLzYjhs2VOLq1WWY747hMlfk+8+exH2vd+KmjZX4/LWrFnTI1rnaxvNIgARIgARIIFMJMOjIVM/SLhI4BwKvto7gnx88BLPRgG/evgHrqvLOQcrinHJqeBovnBiCbOTXM+ZGbaEd162vUIKIyjmGXbn9Qfxg50n88rUOXL6iFF+8cTVKc6yLozRrIQESIAESIIElSoBBxxJ1PM0mgdkEBqc8+PIDR7C/cwyfu2413ru1enaRlPwsy/m+KMHHvh7IpPDlxdm4bl05rl1bofSCaJUec/lxzyttuOelNlxUX4gvXr8G9Qu474i2Lr4nARIgARIgARJ4kwCDjjdZ8B0JLGkCX3+0Wfn1/46t1fiHa1ch25KcXcHP1QmDU17sbhvFPS+34Vj/FMpzbbhhfTk+vL0OxY6ZnowpTxD/8vBhjLv8+Nx1q7CqPOdcq+N5JEACJEACJEACcRBg0BEHLBYlgUwl8NzxQWW1qhKHFT/5yP/f3p1FN3KddwL/V2HfAe5Lc2uyF3W3Fku2rK29HDvJSSbxceKsnthObE/seclbHuZhMpqXzMzTJLPlJI6t2ONlkpzYzkyWSeKJoliyFMmyZcmSeuPO5gIuALFvVTXnA3m7q2mwm+wmyALxr3O6C7io+u53f/dWAZcoAI+hN3pwX0l72GbpQgXfemu5Pvk40xfFf/z5h5Av1zC9loN825XXpUPXNSSa9Jsfh91e1kcBClCAAhRoBQFOOlqhl5gjBZookMyW8dkvvoKryQz+y0cfwfvP9jaxtsMLnS1V679sHvV78Dt/+Sb+x7PX8AvvGsbv/NyD6AzzW6oOrydYEwUoQAEKUABo7s8LU5gCFHC0gAXgv37rCn6wkMKvPXkS7zvT4+h895NcxO9BXzSAmmGhM+yvf9ZDPmCuQVrNhQIUoAAFKECBwxTgOx2Hqc26KOAwAfna2d/+5hs4PxDD7/7Kw+g4pr9TUagYuJ4q1L+lKhrwOKwXmA4FKEABClDg+Au01idFj39/sIUUODSBHy5s4r//wxXI5Uefee/4sZ1wCGjQ68Kp3sih2bIiClCAAhSgAAVuFeDlVbd68B4F2kJgs1jF/3xxGoupIj767mG8e7yrLdrNRlKAAhSgAAUocDQCnHQcjTtrpcCRCcivjn/j1Xn85Q8WcfF0D37u4SG4de3I8mHFFKAABShAAQocfwFOOo5/H7OFFLhF4Lsz6/jKS7MY7gzis++fQGekdb8e95aG8Q4FKEABClCAAo4V4KTDsV3DxChw8ALLm0U88+1prGbL+PgTYzjHH8c7eGRGpAAFKEABClDgRwQ46fgREhZQ4HgKlKoG/uy783hhchUfemiw/k/TeFnV8exttooCFKAABSjgLAFOOpzVH8yGAk0TeOHaGr7y4gxO9UTwq0+MIuTjl9c1DZuBKUABClCAAhS4RYCTjls4eIcCx1NgajWPP3puEqYFfOZ9EzjNr489nh3NVlGAAhSgAAUcKsBJh0M7hmlR4KAECpUavvbPs/j+fAofeecJXDzdfVChGYcCFKAABShAAQrsSYCTjj0xcSMKtKaAfD3u/31jCV9/dQ6Pn+zExx8fQ9DLy6paszeZNQUoQAEKUKB1BTjpaN2+Y+YUuKPAtWQWz7wwVf/8xicvjqM/HrjjPtyAAhSgAAUoQAEKHLQAJx0HLcp4FHCIwEa+gj947homkzl87PExPDHBXx13SNcwDQpQgAIUoEDbCXDS0XZdzga3g4BpWfir1xfx/95axgfP9eHDDw/CxV8db4euZxspQAEKUIACjhRw3MXd1ewaljYqCPX1oFO+0rOWxsLUHFayJoLdQ5gY7oRnm7JazGBh8hKSOQOaP4GhkZPoT3gdCc2kKHCYAq/MbOCZ56fQFw3gk0+NozviP8zqWRcFKEABClCAAhS4RcBR73SYmTVcX1nFwsIyMpUKTADrk5cwuWrC5zWRvPoGrqwY2w2oIbd5HXPJPIK9vejpjCPodVRzboHmHQocloD82vgXvj2FdKEC+RzH/Sdih1U166EABShAAQpQgAINBRz1Kl0LRtE/0ofueAAuDbAAbKRMJM6dw4X7H8BDPTpWl9br5YAJwywBegixeCe6ursQCznujZuG6CykQLMEqoZV/3rc56+s4qfuH8BPPjDAy6qahc24FKAABShAAQrsWcBRr9I1txc+lKBrFiyZcQAwNTfcQbmlwR/0wbVZ3XoALgTDUURdC5h67WVcMgLonbiAs6Nx+La32LkqlUowDAOapiEQCNTXlmWhWCxC1i6XC37/1mUosp1sL4vH44HXu3XZVqVSQbW6lYNsK/vIslvsQqFQf9weu1aroVwu18v3ElvyM03zlrzlvpTLsltsyVniyyL1Sb2y2PNWsXVdr5vI4/bYbrcbPt+WqLRb2i+LlMljsqi2y21xlViySNvF1R7b7nq3se19tlvsvbiqvJsxHpSrPbbd9SD6TGIHg/WDA3LAFIpFfGcyhT99ZQ7nB6P4+JNjCHuAfD5f74/dxoO9z1Tedld73kfRZ7uNNWm7GNjHg93VPtYOejw48Ri2j4e99NlexoMTj+FG48F+nDV7PPCcznO6ev1gP87s5x77+WG346zR8/Bux/B+Y9/pnG4/N/KcvvWaz95ne3m+UM+V9nPPQY4HOY+p2PIELrHV6y/pM/mnymVbWeR5W/ZRi4qh7jth7ahJhwIRKDXpCHsqWLheQGUAuJ7MwIzFsEWqwecfxgMXx+FCATMvfwdXl5dw4jaTDuk0OdikY1RnyFrK5d/OzpJtZVGdK7dle1Uut9Vij63KVGxZ7yW2iiHb3im21CHby3bSHrXI/dvltzMPVafsr/KU9X5iqzrteasYEmfnomLLiVQtKobcl9tqUfnZ85bHpHxnbFWnrPcT+17Ggz2/Rnnb+0blLdvZ2yP3G/WZKrdvq2LI9va85aCYTGbx+89eRbFq4BNPnqz/6nitWm0Yu1HeUp8ql3pUnqpc1vb2yP395r2zz1R7JNZ++kyNNWUjceWfuq/ylzKJvd9jWPZRdewWW7XdHlu2lXK1r+Qhiyq3+6lyqcteLvdVbLmtFlVub6OKIdvbx4Nsq9q+l9gqP3veKoY8tnNRsffSZ7fLe2dsVaes9xJb5d2o7fKY3UrlIW2x95kqt7d9p6tqvz2/vcRW+e0ltqpT6thvn+3Mzz5+VN2Sy15jNzJRbZc4OxcVez99ZvdTbd8ZW9Up6/3EvpfxIDnczTFsb4/yk3bJbbWocvu2qu3NPIZ3jgdVp+Szl7F2u7x39pk99n76TI1TZSNx5Z+6L3ElDymTdaNjWG0ja1lk291cG8VWTvbYKobKbzv0LbFVmarzoFzt41jFtq9VvVKf3UnKpcyJi2Y5LrMMpi4twjM4jMFIEFZmGt///gxS5RoQ7sU7HjgNz/IkZq0IToY38f03kyhZNZiuOEbOXsCpgRBuvpR1IjlzosDBCxQqBn7v76/gf708i489MYrf/MBpeN03J6MHXyMjUoACFKAABShAgb0LOHDSYcGoGdBcLujbbxPVygWUqhbcviD8HgtGuYwyXAi4LRQLZdQsDS5vAEG/e/tdkL0DcEsKHAeBb3xvAf/hr97Euf4Y/v3PPoCRzu3Lro5D49gGClCAAhSgAAVaXsCBl1dpcG1fq6Z0ZbIRvvFBDQ0uXwDqJVUwcuMBtTnXFGgrgcvLGfzxC1MI+z345MWTnHC0Ve+zsRSgAAUoQIHWEOD1F63RT8ySAg0FMsUqPv/tqfqvjv/iu4bxOH91vKETCylAAQpQgAIUOFoBTjqO1p+1U+CuBUwL+Ob3F/B3by7hA/f14hfeOQSPi4f0XYNyRwpQgAIUoAAFmibAVyhNo2VgCjRX4NXZDXz1pVl0h334xFMn0XnzGsTmVszoFKAABShAAQpQYJ8CnHTsE4ybU8AJAslsGc88P4nVbAm/fvEkHh5OOCEt5kABClCAAhSgAAUaCnDS0ZCFhRRwtsCfvTKHF66u4Scu9ONnHjzh7GSZHQUoQAEKUIACbS/ASUfbDwECtJrAs5eS+PKL05joieDjT4wh4nfgl9C1GirzpQAFKEABClCgqQKcdDSVl8EpcLAC8xt5fPGFKciHyH/tqTGc7Y8ebAWMRgEKUIACFKAABZogwElHE1AZkgLNEJBfHf/yi7N4ZXoDH37HCfzE+f5mVMOYFKAABShAAQpQ4MAFOOk4cFIGpEBzBL711jL+92vX8choon5ZldfNw7c50oxKAQpQgAIUoMBBC/BVy0GLMh4FmiDw9lIGX3h+qv47HJ986iQGE4Em1MKQFKAABShAAQpQoDkCnHQ0x5VRKXBgArlyDV95cQbTqzn88qPDeOpUz4HFZiAKUIACFKAABShwGAKcdByGMuugwF0KWBbwF99bwF+8toDHx7vw8+8cgtul3WU07kYBClCAAhSgAAWORoCTjqNxZ60U2JPAd2c38OWXZjAQD+Cz75tAT9S/p/24EQUoQAEKUIACFHCSACcdTuoN5kIBm8BSuojPPXcNc+sF/MvHRvHAUNz2KG9SgAIUoAAFKECB1hHgr4q1Tl8x0zYT8HtcONMXxameCH76wUHoGi+rarMhwOZSgAIUoAAFjo2AZlly1TgXClDAKQLlmok3r28i5HPjTF8ElZoJl0uDi5MOp3QR86AABShAAQpQYJ8CfKdjn2DcnALNFvj6q/P4T3/9NuR3OP7brz6CR8c6m10l41OAAhSgAAUoQIGmCnDS0VReBqfA/gXiQS+6Il54XXr93/4jcA8KUIACFKAABSjgLAFeXuWs/mA2bSxQrBpIFyroDvuxni/DrWvoDPvaWIRNpwAFKEABClDguAjw26uOS0+yHS0v8Pp8Cr/1J6/hd//+MkJeNyccLd+jbAAFKEABClCAAkqAkw4lwTUFjlBgMV3EF56fgvwuR9Dr5g8AHmFfsGoKUIACFKAABQ5egJOOgzdlRArsS0C+nepPX57Dc5dX8aGHBvFLjw5Dvi6XCwUoQAEKUIACFDguApx0HJeeZDtaUsC0LHzr7WV89eVZ3H8ihs+8dxydYW9LtoVJU4ACFKAABShAgd0EOOnYTYblFDgEgSvLWfzhc5P1H/771MVxnOwOH0KtrIICFKAABShAAQocrgAnHYfrzdq3Sn+MAAAgAElEQVQocENAvqHqc89dg0w8Pvb4CD5wXy80/gDgDR/eoAAFKEABClDg+Ahw0nF8+pItaSEBywK++b3r+Ls3l/He0934yCND8Lh4OLZQFzJVClCAAhSgAAX2IcBXOfvA4qYUOCiBF66t4ksvTGGkK4TPvn8CfbHAQYVmHApQgAIUoAAFKOA4AU46HNclTOi4C8xt5PEH/3gNuXINv/bkGC4Mxo97k9k+ClCAAhSgAAXaXICTjjYfAGz+4QrkSjU88/w0vjuzgY88MoyfemAALl073CRYGwUoQAEKUIACFDhkAU46Dhmc1bW3wN/8cAn/57XreHikAx99bKT+Q4DtLcLWU4ACFKAABSjQDgKcdLRDL7ONjhD43twGPv/tScQDHvzr909gtCvkiLyYBAUoQAEKUIACFGi2gPMmHZYFwzBhWjebblbLKJXKqJo3y9Qty6igVCyhUrPtoB7kmgIOEVjNlvBHz01hKV3ERx8bxWPjnQ7JjGlQgAIUoAAFKECB5gu4m1/F3muwqmVsrMxhaqmEnnOnMRLyoZa6htden8N6yYA7NoCHHjmPTo/EtFDJruDN77+GxZwBT3gAp++/H6MJRzVp743nlsdWoFIz8ZWXZvHc5SR++sFB/OwjQ3DrzpvvH9sOYMMoQAEKUIACFDhyAUe98rFKeZRdXnhdGjTLgAFgcWoJ1f4HcPHJhzFkLOHSdH4LzcojtTyJtHsCFz/wFMaCGczPzKF05KRMgAK3Cjx7KYk//+48TvdG8On3jCMRrM+ab92I9yhAAQpQgAIUoMAxFnDU2wJ6pAMDES9K6Tzkx9NkKdZ8iA1HEfS7MNwbxvLmJiyEoBk1mCUdkVgHor4Yap19WNvMIQWgf5cOy+VyqFar0HUdkUikvjZNE9lsFrL2eDwIh8P1vWU72V4Wv9+PQGDrdxSKxSJKpa2pjWwr+8hijx2NRuu/LL1b7Eqlgnx+a/IkcSW+LCq2/Cq1xHa7t7pH8qvVanC5XPW85XF7bK/Xi1Bo6/MB9tjBYBA+n68eu1AooFwu1/NSsS3LqrfdMIxbYst9qVMel/0ljiyyv8SRReqTemWRtki94iqxJU97bGmHeMsi7RCrvca2u6o+k30zmUzdYLfY++0zFdvuup/xsLPP6m00DFxbL+IPn7sKGc6fvjiGobCFdDoFt/vmWNtPn4lho/EgfSZ1Sv77HQ/S9p19Zh9r9zIelOtexoO9z+QYk+NBFvtYu9N4sPeZfazZY6vjTGLvdgyrvHcbD/Y+O8pjWNogx8LdHMO7nR92Gw9yXpPF7rrf84NybeZ42K3P7nROb3QMq+cLntN5TlfnXXme28942O04U8/Dckyp2DvPu806pzv9GLY/x7frOV3OYzIeZJyo13zq9Zc8x6vXX3Lul21lG9le1rKIoVpUmbp/lGtHTTq2IMwbEw65r8NAuSyv/C1Uy1UYugt1Uvn1Zs1Ezdj6oIdRLaJmuOG6jaZ0krxIlQ5QnSBreUEiHSQnE7VI56mJhnrxL4/JAaD2lW3UYo+tymQ79aJ/L7GlHlWnfXuJYa9X4ttj2/Ow520vl/1VTLVWMaTtclv+qdhiIos9hj0/e7m0Xd23x5C8d7pK3Y1iy/6q7SqW1K9cVV71pLYngnuNbbdrFLtR23fGtudnHw92E+UqOfp9PqTyJXzl5QVcXs7iUxdP4oMX+gGjBr/rZl/ItvbY9vwa9Zlsbx8PO71VPFnLYo9tz9see2eMvY4He2x73o3Gg+Syn/Fgd90ZW7VD5S2xGx3D9rGm9pFtj2I82PtMcpBF8pdyWext3M3V3mf2saZcJZ4ykXWj48zuutNExbTHsMeuJyrn5Ls4hlX7VGyJpWKreqVst9j2vFUs2V6dHySuii3rRuPB7rqz7Wpfey722Krtsp3qM/u2u8W2523fXmLYx6HEt8e2t9Ee217eaDyoGHs9hu352WM3Oobtse1tkduNxtpueStX1WZl26jPdottt9uZt7RJcpV/qo5Gse352ceD3cTezjv1mX1be2x7fo36THK0x7bnrcaaPYY9tj1ve+ydMXaOh91c7bHtdTYaDyrvnc+Vu8W2u+6Mrdqh8pbYjfrMHlvtI9s6cTzY27ibq73P7ONH+n1nn0k7pR/EyL6tum23k2133pcyJyyaJS1z1JLGlTfm4Rk+iZFYCNmrL+P19TD6Ogwk51cRPvUE7ovlsGl54CnN4I23i0gMRZGbW4LZfx7vuq8PvHjFUR3alsnIFyF86cVp/Oe/vYzHJzrx7z50P/pjWxO5tgRhoylAAQpQgAIUaGuBm3/adwyDHx1dXYj5PPV3NGLjZzESLWF9vYTI2P24cEJDOb2K1U0T8e6zODvoRXoxBU/fGZwb54TDMd3Y5om8eG0NX/nODHqjPvzGeyc44Wjz8cDmU4ACFKAABdpdwIHvdLR7l7D9rS4wt5HHv/3GG3hzIY3f+sn78EuPjrR6k5g/BShAAQpQgAIUuCcBB77TcU/t4c4UOFKBUtXAV1+axaszG/jph07gXzwwcKT5sHIKUIACFKAABSjgBAFOOpzQC8zhWAjIp6P+6vVF/Okrc3hwKIFPPDmGsJ+fMDoWnctGUIACFKAABShwTwKcdNwTH3emwE2BN66n8aXvTCPoceMz75vAWNfW1xjf3IK3KEABClCAAhSgQHsKcNLRnv3OVh+wwHKmhM/90zVMr+br73C853TXAdfAcBSgAAUoQAEKUKB1BTjpaN2+Y+YOETBMC994dR7/eCmJD57rxUfeeUK+Jdsh2TENClCAAhSgAAUocPQCnHQcfR8wgxYX+Ie3V/DFF6Yx2hXGp94zgY7Q1g++tXizmD4FKEABClCAAhQ4MAFOOg6MkoHaUWAymcMzz0+jZlr4zHsncK4/0o4MbDMFKEABClCAAhS4rQAnHbfl4YMU2F0gVajg89+exGtzG/jlR4fx4+f7oGm8rGp3MT5CAQpQgAIUoEC7CnDS0a49z3bfk4BlWfjr1xfr/5441Y2PPjYKr5uH0z2hcmcKUIACFKAABY6tAF8lHduuZcOaKfDS1Dr+8LlJdIR9+I33TGAgHmhmdYxNAQpQgAIUoAAFWlqAk46W7j4mfxQCi+kiPv/tKaTzFfyr94zj4dHEUaTBOilAAQpQgAIUoEDLCHDS0TJdxUSdIJAr1/DFF6bw/NUkPvzwCfzMg4Nw6/wchxP6hjlQgAIUoAAFKOBcAU46nNs3zMyBAs9eWsHXX13AO4Y78PEnxxD2ux2YJVOiAAUoQAEKUIACzhLgpMNZ/cFsHCzw+nwav//sVbhcOn7jPeMY7w47OFumRgEKUIACFKAABZwjwEmHc/qCmThYIJWv4pnnpzC3XsAnnxrDk6e6HZwtU6MABShAAQpQgALOEuCkw1n9wWwcKFCumfjayzP42zeX8GPn+vCRR4b49bgO7CemRAEKUIACFKCAcwU46XBu3zAzhwi8cG0VX3tpFhO9EXzyPSfRGfY5JDOmQQEKUIACFKAABVpDgJOO1ugnZnlEAleT2frnOORbqz51cRz3D8aPKBNWSwEKUIACFKAABVpXgJOO1u07Zt5kgULFwJdfnMGlxQx+5d0j+PHzfU2ukeEpQAEKUIACFKDA8RTgpON49itbdY8CpmXhG9+bxzdfXcC7T3bio4+NIOBx3WNU7k4BClCAAhSgAAXaU4CTjvbsd7b6DgKvzm7gS9+ZQW/Mj0+/dxwnEsE77MGHKUABClCAAhSgAAV2E+CkYzcZlretwPV0EX/w7DUsbBTwq4+N4tGxrra1YMMpQAEKUIACFKDAQQhw0nEQioxxbASqhoWv/fMsXpnewM8+fAI/98gQdO3YNI8NoQAFKEABClCAAkciwEnHkbCzUqcK/PUb1/En/zyDcwNRfOLJMYT9bqemyrwoQAEKUIACFKBAywhw0tEyXcVEmy3w9lIGX3phGgGvG5+8OI5TvZFmV8n4FKAABShAAQpQoC0EOOloi25mI+8ksJ4r43PPTeKtxQx+8V3DeN/Z3jvtwscpQAEKUIACFKAABfYowEnHHqG42fEW+PqrC/jHSyv13+L42OOj8Lj4QY7j3eNsHQUoQAEKUIAChynAScdharMuRwo8e3kFX3pxGgOJAH79qZOIBb2OzJNJUYACFKAABShAgVYV4KSjVXuOeR+IwMx6Hn/8/DQqNas+4XhoOHEgcRmEAhSgAAUoQAEKUOCmACcdNy14q80EMsUqvvj8FF6aXMOHHhrET94/0GYCbC4FKEABClCAAhQ4HAFOOg7HmbU4UOBvfriEv3x9EY+Pd+FTF08i6HU5MEumRAEKUIACFKAABVpfgJOO1u9DtuAuBF6ZXscXvj2JsM+NT188ib6Y/y6icBcKUIACFKAABShAgb0IOP+Xz2pZrCwsYTVvIdzVj+HeKNRMySjnsTw/hfW8AcsbRf/AEHpinr20m9u0scDseh6f+6dJrGbL+M0PnsYTp7rbWINNpwAFKEABClCAAs0XUK/fm1/T3dRgmUjNXMbl+TTKpTRm33oTUxvWdiQD2fQCrk4vouR2w+1yQee3nN6Nctvts7xZwvRqHh+4rw8ffscQdI0Dp+0GARtMAQpQgAIUoMChCmiWZalX8Yda8V4qswwDl19+CeWz78aDCRdSbzyPN8yzuPhgNzRUsLb4Fi5NA6ffdR6dHg/u9NMKhmFAmqtpGlyum9fvNyqX7aRcFl3X6//ktmma9X9yW2JILFkaxZDyWq1Wf9xe50HEtsdoZuz9tF0aeicTe96HFbveAdJHpoVCpVafZCymi4gHPegMemBaFtzum2/6NerLu817t77ZrXw/JrvF2K38IGLvJ0azx8Nh9Jm0odXHw259tlu5E4/h/Z53m9VnMh54Tr/1OfRuz43NPD/Yz4HH4Ri2t+duvQ8iRjP7TGLznL7760npdzkPyiLnbulPWaRcLapM3Xfi2vX0008/7cTEJCchrWYWcH25AKuSxerGKjJaJ8YHIvWUTSOL9blFzM9MY3J2DRVvHPGoFzenE7e2LJ/Po1AooFKpwOfz1TtNOjGTyaBUKtVfXEi5LNVqtV5eLpfr23k8W5dtFYtF5HI5SLkcIGryImUqtt/v/5HYUk+j2DJ4dsaW/KRMxc5ms5B6JSd73lIuedtjy75SLvnJ/uoglrbLP3nc6/XWB60MVhVbnkjtsZWJbCPbyyIxd4stbZf87LElhuQtscVEFnkxoGLL/Uax7a6qz3bG3tzcrLfdHltuKxM5+JQrYKFmAM88P4Xf/ubrWM+X8ePnBxDz69jczKB8AONhtz6Tcvt4UPnZ+8w+1ux9JqY7+0zMVJ8d1HiQfpdxeNTjwd5nMq4bHWf28aDGq+StxoOMLymXZbfxsJdjWMW2nx9267PDOob3Ox7UcbbXY1iNNft4uNtj2D6O7X12p/PDbn12p/Egx1mjPrOPB/txZh9rajzsPIZ5TnfuOV312e2ehw96PKjz7nE4p9ufh/d6frib53j7cXanY9j+fMZz+tZrOzkfqnEsJnIulTJZ1Gs7eV6SMnlcvOWfLHJfLapM3T/KtaPf6ajD1DYwd20BK6urSOVqCJ2+iCfHg/WHjKoB3eOChgJmXv4OrpgDeOSxc+g8SlHW7UiBctXEv/nz1+qf5fiJC/34vV95BIOJgCNzZVIUoAAFKEABClDguAncvKbEkS2zYObzyBUrqFpehPpP4sKAC5nptzBvRjESTOMHl9dRtaqoGAH0nzqBqCPbwaSOWsDn0fGbHzyDHzvXh7HuML+t6qg7hPVTgAIUoAAFKNBWAo5/p8Oq5JDOlFDTvAjFogi6DVRzOeThRcRrYHMzj4qpwRuIIBoJwL31zlJbdSIbSwEKUIACFKAABShAAScLOH7S4WQ85kYBClCAAhSgAAUoQAEK3FnA2V+Ze+f8uQUFKEABClCAAhSgAAUo4HABTjoc3kFMjwIUoAAFKEABClCAAq0uwElHq/cg86cABShAAQpQgAIUoIDDBTjpcHgHMT0KUIACFKAABShAAQq0ugAnHa3eg8yfAhSgAAUoQAEKUIACDhfgpMPhHcT0KEABClCAAhSgAAUo0OoCnHS0eg8yfwpQgAIUoAAFKEABCjhcgJMOh3cQ06MABShAAQpQgAIUoECrC3DS0eo9yPwpQAEKUIACFKAABSjgcAFOOhzeQUyPAhSgAAUoQAEKUIACrS7ASUer9yDzpwAFKEABClCAAhSggMMFOOlweAcxPQpQgAIUoAAFKEABCrS6ACcdrd6DzJ8CFKAABShAAQpQgAIOF+Ckw+EdxPQoQAEKUIACFKAABSjQ6gKcdLR6DzJ/ClCAAhSgAAUoQAEKOFyAkw6HdxDTowAFKEABClCAAhSgQKsLcNLR6j3I/ClAAQpQgAIUoAAFKOBwAU46HN5BTI8CFKAABShAAQpQgAKtLsBJR6v3IPOnAAUoQAEKUIACFKCAwwU46XB4BzE9ClCAAhSgAAUoQAEKtLoAJx2t3oPMnwIUoAAFKEABClCAAg4X4KTD4R3E9ChAAQpQgAIUoAAFKNDqApx0tHoPMn8KUIACFKAABShAAQo4XICTDod3ENOjAAUoQAEKUIACFKBAqwtw0tHqPcj8KUABClCAAhSgAAUo4HABTjoc3kFMjwIUoAAFKEABClCAAq0uwElHq/cg86cABShAAQpQgAIUoIDDBTjpcHgHMT0KUIACFKAABShAAQq0ugAnHa3eg8yfAhSgAAUoQAEKUIACDhfgpMPhHcT0KEABClCAAhSgAAUo0OoCnHS0eg8yfwpQgAIUoAAFKEABCjhcwO3w/IBSElcvTWMlbyHcM4r7TvXBt520Wclh/soPMbNahr9rFBOnRtDpd3yLmCAFKEABClCAAhSgAAXaSsDZ73RYJlauTWLFSmBoMIHa0lVcXqxud1ARqeW3Mbmio/9kH7SNSVydXoLZVt3HxlKAAhSgAAUoQAEKUMD5Ao6edFimhVTWQHjkJEZGT2M8YWFjeQ2WuNbKqGQqCPWM4/TIGZwc6IJRXMOa882ZIQUoQAEKUIACFKAABdpKwNGXV2m6ht5eL37w+qv4XsSNcrYII6pBU11kadD1rXuaywtdr8BQjzVYFwoFVKtV6LqOUChUX5umiXw+D1m73e56uexaq9Xq5XLb5/PB79+6bqtUKqFcLtejSwzZRxaJIftI7HA4DE3T6jFVbI/Hg2AwWN9WcpBcZJG4El8WFVv2lW13xna5XPX89ho7EAjA6/XWYxeLRVQqlXpekrfEsiyrnrdhGPX7Ui6x5b7kLY/L/hJHFtlf4sgi+UmbZLG7SvnO2HbXe4mt+kzyyuVyDftMcpHH99tnKvbdjofd+my/4+FOfSbeaqzZx4O4Stsl/93G2p1i3814kDEri8RuNB6Uqz32buPB3mdyjKnYu401e+zDGA+7uTbjGJbjTMzu1GdiL22/m2P4TrHtfSZjTc5rshzUMSzjWGLZx4OcQxsdw/sZD0d9DDdjPIiJLPvtMzlGeE6/u+f4wz6ny7GgXpuoPjuKc/qdnuPt591Gx7D9/HDU53Txk3OKeKq87eeHwzyn7/UYluNcPZ/JeVee/yR/yVv6Rm7LOVO9tpNyMZdy2V7Wssj5WxZ1v37HAf85etIBTUdi5D7c51rC8tJ15CoedPQkYBkGTLjhCusoLCWxUQDWkouo+EYRuw2qHNDSWdIJqiNkLR0lj8laLVIu28oij6lFxZD7KobcVvvay+yx7THuFFset8dRse0xVJ1Sph5XOam87TFU3vbYclv2lbU8rraXtcSQQWuvU8VQ9chaFokh28p+9hgqdqP8ZPtG5RJPxZDbqk57mapTHmsU43Z5y75qUfs2ynu32LKvPKYWe372HO2x1baylnLZxx5D9mvUZ7KtlNvzUzFkLTFUnbJWsVXdso09tr1Oub0ztooh652xG40Htb2qR9aySP1qPGwX3Si37yOFcr9RbJWf2kbFUeWyn/xTy+3afrvxsDOGqk+Vy1rFlrrVIuWStyz28tvlt3Nbua9iy1otqk65r/JQ2+7sM1Uu20ndantZ38n1TnlLDMlLxbbnp2LvzFuZqDxUfoc5HlTe0r7d8rtT21Xesra3xR7bHkPKVdvt5XJbyuVxexyVl31bVaeUqcdV/Sq2PUaj2PK47CtreVxtL2uJsZ9jQfWZPYY9tuQmiz32fvPeDlFfyb67tX0/eaucdua9W2zZXh5Ti9y+XZ+puGp7lbc9hjKRbezby7a3iy0x1PayVrFlrRZ7bHudjfJWMWS9M3aj8WCPLbfVIvWr8aDKZC3lqg5VrmLstc8a5a1iy2ON2r6f2CpH1R6Vr8SWf2pRect9e7ncvlOfqRiylvpkn0Z5y+MqD7XtbrElhvyzb9+ozySObLdzkf3EyWmLZjkxqxtKFszULN64vITNChDpP4ULo2HkZ69gWuvHg4MuTP7gB7i6UYYvMoCJC+cxEr95cN4I06I3ZmZm0Nvbe+OdhhZthqPSnp+fRzQaRSx2u+mpo1J2dDKrq6v1E15nZ6ej82yl5DY2NurvKvb19bVS2o7NVf5qKKbDw8OOzbHVEpN3va9fv46xsbFWS92R+crLsNnZWQwNDd3yYtWRybZQUnNzc/XXUOpqkhZK/dim6ux3OqBBjw/h/DsHAc0Ft0tmcxZiY+fxAHToLg2nHn0vxmomNLcbrpsT82PRYfJ2nLxtxuXgBOTtSXm7ksvBCIin/S86BxO1vaPIpUTqEof2ljiY1svlFfQ8GEsVhaZK4mDW6pIfeb7n+fRgTCWK/MFB/iDGScfBmd5rJIdPOuS9KHk70v7uhQbN5cKNEk2H2/Ojby3dK4wT9pe/dPJgOdie6OnpufH5nION3J7REonELW//tqfCwbZa3omT64+5HIyAfA5CjnsuBycg15PznbiD85TLY8RTLp/hcnACYqo++3BwURnpXgQcfnnVvTSN+1KAAhSgAAUoQAEKUIACThA4nm8ROEGWOVCAAhSgAAUoQAEKUIACdQFOOjgQKEABClCAAhSgAAUoQIGmCnDS0VReBqcABShAAQpQgAIUoAAFOOk4qjFgmTCq8i01JVQM80YWZq2CkvyQn63MqKnttr9z2TJQKRVRLFVg2+xGjHa9YZl2F/X91CZq5W0rVWQ1KNtGM40aTW0DyDS2xmOpIr+No5BqKBeLkLIbpMZ2WdX2bWuWgaqM02IZNQd+X7hqzuGuTdQqpfpxX7UdvOoYrxpKFDfODzfKLGNrLIvnjc443OydWJtl1m6eD2/wmajWj/sqbKSwjBpqhnlj3ML80bHsxDYebk4WjO3noVLVfoxX689NZVuZfJukUavCMLfh5dx6Y3zf6IzDTd+JtTV0sX70GJfc5Tiv2c63qj2mcevYVeVtupZjWZ6HimXbMS7POeq4t7nI8/otxz0s1Mpb5+EKT6Y2qebf5FclNN+4QQ0WKpkkpidnsF6sAYEenDw9gU4sY/LyHNaLVcDXgzPnxxG3lnDpzQVsVi1ogU6cPTcOX2oSl+c2UDI0+DtO4PTpEwi3+/TRrCC3NIkrC2mU6qSjODPag1ryGq7OJlGquhAcmMDZ8Tiq89dweTGFmvj1ncH5sU74XIBZWMKbP5yG1fNu3D/quvnL9w16sB2KzGoO169exvXNMkw9gO6RcxjrrCB55RKmU2VYrhAGxs9iuKOEhUvXsJiqoOYOYPjMOYxEdKzMXMFipgToUfRdGEe/p91NLRjpeVyaWkGmVIMr0Imx86cQLy3j8qVJZCouuMPdOHlhDLHsMi5dnUWmbMEdO4EzZ/uhJ6dwbSGFsgW4I8O47/QAIt52P/Br2Ji7gplkGuWajmD3KZwbi6Gy+DbenM+ipukId4/j/EQHrMxq/fyajfRg/L5RJGopXL86hbm1ImquAAYnzmCsOwz9mH31+r7PVaV1zE/OYTlTgqEF0C/Hc7iCuUtvYSlbA7Qges5ewHgUyCSv4dp8Fv6e+3B+NIRCegFT1xaRKRtwRfoxPjGCrtCN75rcdyrHYwcL+bV5TM+KiwlXeBCnzwwjVJjFpatLyMlX/ocGcf78CMJWDovXprCYdaH/0QsY2v6BPrOSwtwPL2M1dALnz5xA23/pu5HH+vwUppazqJguxE5M4PRADJn5tzG9tIlqzY3I2H04OxiBmV3E9NQcsp4xPHyuHy6tiuzSJK5dz8DyhtHZN4rR3rYXPbRDzfX0008/fWi1saJtAQvy10tfoh8TE90wN1eRt3QUcykUvb247/wEgplFrNRCKK8uoxwf2zrRZBdxvRBFRziIxPA4hrv8yKwsoxTuR4evzXHrv1LvQ2zoFEYTQGY9D7Omo5RNwdV/ARfGvEivbEBDFuvpGhIj53B6yIP1+SS0jg6EPSUkr0yhaLlhBvrRG9fafNJhwTQNWN4ERiaGEPNksLZeBDxVrKc1jDxwPwZdm1jJmijmCigYfoxcOIdBbR2LaTf07DKW0jlYgSg6OjrREQnB1+6v5izArJrwdo3g5HA3tNQSUoUY/PkFbPgm8NC5Xlj5NWQzBVQrWVT8o3jgQh9qaysouArYzJTh6zqD+8d9SC1twhuLIexr978b1VCzfOgZPonhXhNr8xtA1I3VxTRiZx/CmS430iurKIcS8FWLyJXc8PgtRDo6gOVFXM+7MXThfox40lhaN+GLRhD0tPmso1KDFerG0Pg4EpVFLGciiJaXsFRJ4Mz5U+j2bWJppYpYwo9iNgvIL51rUXQn3PV3iYMdozg1EkZhI4mKFUJHzN/mT07yfK8h3D2MiZMRFJJJlP0eZNfWYXaM49zpQWhrC1jXE4hpeWTKAehmAZ7eHsRk0mGUkVqdx+w6EI4EEe+IwdvmoqjVYOphdI2ewnCggNUNC95aEalMBYnxCzjdb2J5IQ1fJAyzUICmGyibEfR2BWFUlnDlUhKmP4J4ogOJeBSBtlaHp7QAAAm7SURBVP/jzeENqHb/M9nhSd9Skw5/KIpENAgzX0BNDyEaccMNDyKJEPweP/o6w/BWNZSqAcT6QvD7QujtjMBtlBHsSCDqs1CVgymUQGfgluDtecftRSCeQMxXRblYgSscQTxQg8sTRyQUhCeUQDzqQy1fhhFIoCPohzc0gK6wByWUkV5NIhcawWiH+Lf7hEOGkAaXJ4hERxReQy6r0BFOROGDAV80irDfg2gshg63jkLWi1B3GAEp60wg7KoilS3ALWM87IORuo655dwtl7m05SDVNLijHegIe6CVsyi7I+hMmHAhgFCsA15fCInuODzlPEpaCPFIGF5PHIloFJYWRLwzDm1zAZcvp+Du7EU82O5/aZBR5EU0kUDI60IxU4E33omwuwqXP4p41AtfKIH+qAflog+hrn4MDcTh1nXIE1/V8MLfEUYw4EE4kUDEa8Cq8ro1BKNIxEPwWxkUagHEEx54ocEf6UPI70e4twshvYKyL4ieoTH0hTwy7wDghr9+nvWgVCgB3ghCMf4FGdARisYRD/tQzRRg+uKIBQDdFUC8MwCfN4zBhB9WUYc72ovRkR4EfF5svS9soJhZQ6bsx+DJHgRc7f5u8fYzhzeIcCKOiKeEfMlCIBZC2FuDN9CNkN8Hb6wTiaCGMjQk+oZwIhGGXyYWlgkzl0fNG0VnLAiruIaF6yvIteUT0tE0mpOOo3EHLAvl7AZW1quI9o2gPxaHV5ODYusFrzz3aR4NXjlQaltlcumhy+OBZlRRXF/BetWHwfFRxD1H1QiH1WuVkdtIYt0Io3+0H5GoDk1X1xVbsKDB7fXCo1sw629bV2FqOrT0IpY2dHQkAvVtYJRQqTmsbUeUjlkpILmyASN4AmMDXQjqnvoLNklHZE1dg8+vQTO2J2pybbfuhsfjgT8+iNGRUUyciEAvlWDYL64/ovYcfbUmKrlVLKWqiA2Poy/hhe6RlyVb49Q0LOgeHzxuDVZ9jJqwdMBdKaBQ0dHRO4DRiQGEajmkKpWbn7M5+oYdXQZWDZnkItLVDoyd7EfM54db07ZENRNVOe633xCqnwO2X7i53Dp0U996R1PGreaC7mrzdznqvWjBrGxiZTkFdMulJyH4/PJit7rVx3I5kO6Bu34CMGDpbrhdWy8lLMtCcXMNq5s6OgbH0Bflk9MWqYViOonlTTd6h4bRFYrAq2kwza3zZtmSHznW6idV+XVy3e2GWwOqxTSWkznoHZ0IaVXUTLP+eQ/1rHZ0B91R12zBMotIJZPIebpwYqgTgZAOS6th64o0E5bmgkfbOrOa8iPTLh1aHc5TnxwPj45hfGgIQRRROOrmtFH97f7e/BF1tYnS5jLmr29Cj3UjaOaQSrug+9wwcxmsmgUUcxpCXR7Ew34kV9ewktdRzGuIJvzYXJ7BYkZHvDsBI5dGWvcgEArVP5dwRA068mots4T00hwWMy7EexIwMhvYlAmFByhvLmE1V0bB9KOvLwTfegobG0mUtAKK7jDiVgWmu4pUcglGUcpWkMqPoDfWzi9ALBiVTSxOLyLviaM7VMVmehOW4YZXy2NteRWuYhGGrwv9HSY2NzLYWF7FRqEEd6gTPQkgubmBldUSzGwNvkgIrna/vAoWSql5zCwV4e/oQqiyiXTFguELQc/PI7niRj5rwN/Ti6iZQ3JzFStJDbmKhkg8gmqhiEKlCrdbPrgrE5V2Hp/qlFPG2uwMkiUfEl1BlDJpFKEhEDCxeX0VNblcxQqiK7q9vaZBfv1ZXnsEo34EVjNILa1is1SAFuxGQD7c1eaLUVzD3OwqKoE4OrUKMukKdHcE3toakit5mIUc9FgPIjL85I9kdVO5Y6Cwfh3zySJ8iW64qhlspN0IhYLwedrZtYbc2gIWkmX4E11ANVN/vvcEdGTWN5DMm8iWvYj1u+qfJzIhY9QF3ZK/PNYg05LyWhKFcgHFqgfpTBzBjjDa+cWbVcsjubCA9YofHV06yukNVDU/PHoO2Y1lVIwCqt4wIl53/SxpaTp0+ZuursMd60AstYGFlSQ85RzgiyHc5sf8YTafv0h+mNo36qqhXNhEOlWGIS/ELJmVexGNB6BVSsjmytACMXTFw3DrFeTWU/UPoLnl+viYH4XUKvKVrcsALNOC5gluXWLQxn9UsmoV5NIbyFYsaJr8FcSE7o8j4nejWthAvuJCMNGBWNADvZzDejqDkuFCMN6FeFC9ZW3BzGeQ1WLgVQEWzFoWG6v5rb9vWhbkQiB/OIigp4bMRh6GJ4R4PI6g10Ipl0I6U4LpDqGjIwa/20A+nUKmUAXkMq3OGPycdKC0uY5UobL1jpplQnP5EAjF4amsIV204A1FEYuH4DW2xvNm0YQ30oGEXBdf2EQqk0fF0OALd6Aj6uOHnlFAejWDYv2tYcC0NLi8AcSiLhQ2sihbbgSjCcRDWyfHWqmEQq0GfzgML0xU8ptIbeZhuLaulQ+29YvjrSeo2vY4q9b/Cr/1DrE33I0QMtjMlWC5A4h1JhCUeYRVQ6VQQAlBRENAaTOFVK4KGZiWXMqi+5CIxxDyt/GTEyooZDaRyVbr7wxvPd/7Ee/woZbLI18y4QnF0RkP1N9FtgwD+ZxM7GK3fGC8KpddVnUEwwG08xRORqlZKSGTTqEg32uw/XwvX8whl0gW85somV6EOzoQ9W09t1vlLDJlDyIRf/2cWc1tYD1ThOXyIxLrQNjPP+DceHna5BucdDQZmOEpQAEKUIACFKAABSjQ7gL8TEe7jwC2nwIUoAAFKEABClCAAk0W4KSjycAMTwEKUIACFKAABShAgXYX4KSj3UcA208BClCAAhSgAAUoQIEmC3DS0WRghqcABShAAQpQgAIUoEC7C3DS0e4jgO2nAAUoQAEKUIACFKBAkwU46WgyMMNTgAIUoAAFKEABClCg3QU46Wj3EcD2U4ACFKAABShAAQpQoMkCnHQ0GZjhKUABClCAAhSgAAUo0O4CnHS0+whg+ylAAQpQgAIUoAAFKNBkAU46mgzM8BSgAAUoQAEKUIACFGh3AU462n0EsP0UoAAFKEABClCAAhRosgAnHU0GZngKUIACFKAABShAAQq0uwAnHe0+Ath+ClCAAhSgAAUoQAEKNFmAk44mAzM8BShAAQpQgAIUoAAF2l2Ak452HwFsPwUoQAEKUIACFKAABZoswElHk4EZngIUoAAFKEABClCAAu0uwElHu48Atp8CFKAABShAAQpQgAJNFuCko8nADE8BClCAAhSgAAUoQIF2F+Cko91HANtPAQpQgAIUoAAFKECBJgtw0tFkYIanAAUoQAEKUIACFKBAuwv8f6JkMLzs9PUWAAAAAElFTkSuQmCC)
همانگونه که در نمودار بالا مشاهده میشود، تعداد شعب بانکها در سراسر جهان به ازای هر ۱۰۰.۰۰۰ نفر، در سال ۲۰۱۶ حدود ۱۲.۵ واحد بوده است. در حالی که این نسبت در سال ۲۰۰۴ حدود ۹.۵ واحد است. از سال ۲۰۰۴ تا سال ۲۰۱۶ روند این نسبت، عمدتاً به غیر از برخی مقاطع، صعودی است.
ایبنا