{"id":3690,"date":"2026-03-23T10:20:01","date_gmt":"2026-03-23T10:20:01","guid":{"rendered":"https:\/\/lemonarabicspa.com\/?p=3690"},"modified":"2026-03-23T10:20:01","modified_gmt":"2026-03-23T10:20:01","slug":"most-bet-istifadecileri-ucun-yuksek-emsallarla-qazanc-strategiyasi","status":"publish","type":"post","link":"https:\/\/lemonarabicspa.com\/?p=3690","title":{"rendered":"Most Bet istifad\u0259\u00e7il\u0259ri \u00fc\u00e7\u00fcn y\u00fcks\u0259k \u0259msallarla qazanc strategiyas\u0131<div id=\"toc\" style=\"background: #f9f9f2;border: 1px solid #aaa;display:"},"content":{"rendered":"<p>table;margin-bottom: 1em;padding: 1em;width: 350px;&#8221;><\/p>\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"list_764\">\n<li><a href=\"#toc-1\">Most Bet platformas\u0131nda nadir \u0259msallar\u0131n tap\u0131lmas\u0131<\/a><\/li>\n<li><a href=\"#toc-2\">Analizl\u0259 d\u0259st\u0259kl\u0259n\u0259n y\u00fcks\u0259k risk m\u0259rcl\u0259ri MostBet il\u0259<\/a><\/li>\n<li><a href=\"#toc-3\">MostBet daxilind\u0259 uduzmaq ehtimal\u0131na qar\u015f\u0131 planlama<\/a><\/li>\n<li><a href=\"#toc-4\">Q\u0131sa m\u00fcdd\u0259tli, y\u00fcks\u0259k \u0259msall\u0131 m\u0259rcl\u0259r Mostbet istifad\u0259\u00e7il\u0259ri \u00fc\u00e7\u00fcn<\/a><\/li>\n<li><a href=\"#toc-5\">Most Bet il\u0259 y\u00fcks\u0259k qazanc potensial\u0131n\u0131 m\u00fc\u0259yy\u0259nl\u0259\u015fdirm\u0259k<\/a><\/li>\n<\/ul>\n<\/div>\n<p>MostBet platformasida yuqori koeffitsientlar bilan muvaffaqiyatga erishish o\u2018yinchilarning asosiy maqsadi hisoblanadi. <strong>Koeffitsient<\/strong> \u2013 bu garov natijasida olinadigan to\u2018lovning ko\u2018paytuvchisi bo\u2018lib, uning qiymati qanchalik yuqori bo\u2018lsa, muvaffaqiyat ehtimoli shuncha past, lekin yutuq miqdori shuncha katta bo\u2018ladi. O\u2018zbekiston bozorida faoliyat yurituvchi bookmakerlar orasida MostBet o\u2018zining keng ko\u2018lamli bo\u2018limlari, jonli statistika va real\u2011vaqt navbatdagi yangilanishlari bilan ajralib turadi.<\/p>\n<p>Klassik strategiyalarni tahlil qilishda birinchi navbatda <strong>bankroll<\/strong> (sarmoya) boshqaruvi muhim hisoblanadi. O\u2018yinchilar ko\u2018pincha 1\u20112% miqdorida garovni tanlaydilar, bu esa uzun muddatda yo\u2018qotishlarning oldini oladi. Misol uchun, 10\u202f000\u202fso\u2018m bankrollga ega bo\u2018lsangiz, har bir garov maksimal 200\u202fso\u2018mni tashkil etishi kerak. Bu miqdor har bir garovda xavfni nazorat qilishga yordam beradi va yuqori koeffitsientli o\u2018yinlarda ham vosita yetarli bo\u2018ladi.<\/p>\n<p><strong>Koeffitsientlarni solishtirish<\/strong> juda muhim. MostBet ko\u2018pincha futbol, basketbol, tenisk kabi mashhur sport turlarida 2.5\u2011dan 5.0 gacha bo\u2018lgan ko\u2018plab variantlarni taklif etadi. Boshqa mahalliy platformalarda bu ko\u2018rsatkichlar biroz pastroq bo\u2018lishi mumkin. Masalan, 1xBet da o\u2018yinchilar o\u2018rtacha 2.1\u20112.3 koeffitsientlar bilan uchrashadilar, bu esa yirik muvaffaqiyatni izlayotganlar uchun yetarli bo\u2018lishi shart emas.<\/p>\n<p>Kichik vaqt ichida yirik yutuqni qo\u2018lga kiritish uchun <strong>aratilgan garov<\/strong> (accumulator) turini qo\u2018llash tavsiya etiladi. Bu turda bir nechta bahslarni birlashtirib, bitta garovda ko\u2018p koeffitsientga erishish mumkin <a href=\"https:\/\/www.bowwowgroom.com\/\">Mostbet casino<\/a> platformasida. Misol sifatida, Manchester United g\u2018alaba, Barcelona g\u2018alaba va Arsenal g\u2018alaba \u2013 bu uchta voqea biriktirilganda umumiy koeffitsient 1.95\u202f\u00d7\u202f2.10\u202f\u00d7\u202f2.00\u202f=\u202f8.19 ga yetadi. Agar 100\u202fso\u2018m garov qo\u2018ysangiz, yutuq 819\u202fso\u2018mga oshadi.<\/p>\n<h2 id=\"toc-1\">Most Bet platformas\u0131nda nadir \u0259msallar\u0131n tap\u0131lmas\u0131<\/h2>\n<p>MostBet\u2019da noyob koeffitsientlarni izlash uchun bir necha metodik yondashuv mavjud. Birinchidan, <strong>jonli statistik ma\u2019lumotlar<\/strong>ni muntazam kuzatish lozim. Platforma har bir musobaqa uchun real\u2011vaqt tajriba ma\u2019lumotlarini taqdim etadi: jamoaning so\u2018nggi besh o\u2018yin natijalari, o\u2018yinchilarning formasi, jarohat holati va boshqalar. Bu ma\u2019lumotlar asosida garov qiymatlari yangilanadi, shuningdek, ba\u2019zi hollarda favqulodda koeffitsientlar paydo bo\u2018ladi.<\/p>\n<p>Ikkinchidan, <strong>xususiy bo\u2018limlar<\/strong>ga e\u2019tibor qarating. MostBet \u201cEksklyuziv\u201d bo\u2018limida faqatgina bir necha maxsus bet turlari, masalan, sahnadagi birinchi gol, to\u2018rtinchi kvartalda yirik o\u2018zgarish kabi variantlar joylaydi. Bu variantlarda koeffitsientlar odatda 6.0\u201110.0 oraliqda bo\u2018ladi, chunki bu voqealar tahmin qilish uchun ko\u2018proq noaniqlikni ta\u2019minlaydi.<\/p>\n<p>Uchinchi tavsiya \u2013 <strong>promosyon kampaniyalarini<\/strong> qo\u2018llash. MostBet har oyda maxsus bonuslar, \u201cQo\u2018sh maqsad\u201d (Bet Builder) va \u201cKengaytirilgan odds\u201d (Boosted Odds) taklif etadi. Masalan, iyul oyida \u201cEuro 2024\u201d turnirida aksariyat jamoalar uchun 1.5\u2011xavfli koeffitsientlar taklif qilingan. Bu kampaniyalar ko\u2018pincha 1.8\u20112.2 oralig\u2018ida qiyosiy foydali koeffitsientlar bilan birga keladi.<\/p>\n<p>Quyidagi jadvalda MostBet, 1xBet, Parimatch, BetWinner platformalaridagi bir necha sport voqealariga taqdim etilgan eng yuqori koeffitsientlar ko\u2018rsatilgan.<\/p>\n<table>\n<thead>\n<tr>\n<th>Sport turi<\/th>\n<th>Voqea<\/th>\n<th>MostBet<\/th>\n<th>1xBet<\/th>\n<th>Parimatch<\/th>\n<th>BetWinner<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Futbol<\/td>\n<td>Manchester City g\u2018alaba<\/td>\n<td>2.85<\/td>\n<td>2.65<\/td>\n<td>2.70<\/td>\n<td>2.78<\/td>\n<\/tr>\n<tr>\n<td>Basketbol<\/td>\n<td>Lakers &#8211; Warriors (gerb)<\/td>\n<td>4.10<\/td>\n<td>3.80<\/td>\n<td>3.95<\/td>\n<td>4.00<\/td>\n<\/tr>\n<tr>\n<td>Tenis<\/td>\n<td>Djokovic \u2013 Alcaraz<\/td>\n<td>1.92<\/td>\n<td>1.88<\/td>\n<td>1.90<\/td>\n<td>1.93<\/td>\n<\/tr>\n<tr>\n<td>Hoki<\/td>\n<td>Canada &#8211; USA (OT)<\/td>\n<td>5.60<\/td>\n<td>5.20<\/td>\n<td>5.40<\/td>\n<td>5.55<\/td>\n<\/tr>\n<tr>\n<td>Damash<\/td>\n<td>Tajikistan &#8211; Kyrgyzstan<\/td>\n<td>6.30<\/td>\n<td>5.80<\/td>\n<td>6.10<\/td>\n<td>6.20<\/td>\n<\/tr>\n<tr>\n<td>Xokkey<\/td>\n<td>Sweden &#8211; Finland<\/td>\n<td>3.75<\/td>\n<td>3.55<\/td>\n<td>3.65<\/td>\n<td>3.70<\/td>\n<\/tr>\n<tr>\n<td>Volleybol<\/td>\n<td>Iran &#8211; Japan (set)<\/td>\n<td>7.00<\/td>\n<td>6.50<\/td>\n<td>6.80<\/td>\n<td>6.90<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Jadvaldagi koeffitsientlar real\u2011vaqt ma\u2019lumotlariga asoslanadi va ko\u2018plab sport va turnirlar uchun yangilanadi. <strong>MostBet<\/strong> ko\u2018pincha raqobatchilarga qaraganda bir necha foiz yuqoriroq koeffitsientni taklif qiladi, bu esa yuqori daromad olish imkoniyatini kengaytiradi.<\/p>\n<h2 id=\"toc-2\">Analizl\u0259 d\u0259st\u0259kl\u0259n\u0259n y\u00fcks\u0259k risk m\u0259rcl\u0259ri MostBet il\u0259<\/h2>\n<p>Yuqori xavfli garovlarni amalga oshirishda tahlil \u2014 bu eng muhim vosita hisoblanadi. <strong>Statistik tahlil<\/strong> orqali har bir voqeaga nisbatan ehtimolliklarni aniqlash va shu asosda garovni joylashtirish mumkin. Misol uchun, futbol matchida jamoalarning sarfoyilganda qanchalik gol urishi, ularning himoya kuchi, uy-joy maydoni statistikasi kabi omillarni hisobga olish lozim.<\/p>\n<p><strong>Data-driven tahlil<\/strong>ni qo\u2018llash uchun ko\u2018p hollarda oddiy formulalar ishlatiladi. Masalan, Poisson taqsimoti orqali gol sonini bashorat qilish mumkin:<\/p>\n<p>[<br \/>\nP(k)=\\frac{e^{-\\lambda}\\lambda^{k}}{k!}<br \/>\n]<\/p>\n<p>bu yerda (\\lambda) \u2014 o\u2018rtacha gol soni, (k) \u2014 konkret gol soni. Agar jamoaning o\u2018rtacha gol ko\u2018rsatkichi 1.8 bo\u2018lsa, 2 ta gol urish ehtimoli 0.30 (30\u202f%) ga teng bo\u2018ladi. Bu natijalar asosida <strong>over\/under<\/strong> bo\u2018limida 2.5 gol chekkasiga qo\u2018yilgan garovda 2.6\u20112.8 koeffitsientlar taklif qiladi, bu esa hisoblangan ehtimollikdan yuqori bo\u2018lishi mumkin.<\/p>\n<p>MostBet\u2019da <strong>maxsus analitika<\/strong> bo\u2018limi mavjud bo\u2018lib, foydalanuvchilar uchun &#8220;Garov tahlilatori&#8221; funktsiyasi orqali har bir bozor uchun tavsiya etilgan koeffitsientni ko\u2018rish mumkin. Platforma foydalanuvchi uchun <strong>risk koeffitsienti<\/strong> (Risk Index) deb ataluvchi ko\u2018rsatkichni ham taklif etadi: 0\u2011100 oralig\u2018ida raqam bo\u2018lib, yuqori qiymat daha yuqori xavfni bildiradi. Masalan, \u201cEuro 2024 \u2013 Angliya vs Germaniya\u201d o\u2018yinida Risk Index 85 bo\u2018lsa, bu juda xavfli deb hisoblanadi, lekin koeffitsient 6.5 ga yetadi.<\/p>\n<p><img decoding=\"async\" alt=\"**\u202fMostBet \u2013 analizl\u0259 d\u0259st\u0259kl\u0259n\u0259n y\u00fcks\u0259k risk m\u0259rcl\u0259ri.\" class=\"wp-post-image\" 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kzCTOFHeODlHCNOJpDERRsI0C+0oVBbU82Nah8fhYauMz9BwFJYu7mWVQAx8KnkBv86zRlToo1ZlzRKJD3T+G5ym3tEm1UEkiBmvmBDWuabeACVyvswpkQdQBr8aHPAEzRWuVQRX62Jb5CrqSEaLL2jJH4eBNiOel6ag7WRlCzIDdRmANZM0f2mb2bkkf7Rb4UGzR8L+Ee8m9N6UWgWz06S4eaIWkysguCfOrtBnV8o2N9NfOvLiZlJ1IsxGnICm8N2pLAb94QQNTfjpepvFJdDWjUdfCCdGFVYaq52bwtUw9rRTeCZFzcTt8aZWKCVSI3tm4NRUq1LR3EUZcqg8UOvlQjGCXTnqKeeB0PiU2I1oBQrla2qn3inXQHEVWPMMpGpFqoIbgA7+yabkGVww2rpFszW4i\/uoWJxM547EMeGhqmSwZDwp+SMFweDj40uYyMrH+k0ykLxF8t2Un72h86oVygE6mM2PlTTx+F1HA3FQEDOpPsyCxpuQUhN0IBA9pNR1FRbUFdmGlMlMqhjvGcreVDaMpmUbr4hTcg8ReTQhxtx8qEyG5X7y7U4Ywxt91xcULJot9wcpplIVxFm3uBodxUiQi2ZjYaG245GrlRseOnkaoUuSW46N+tPZwzDjGQkXG9mB2PXpWvhcaHULqwG8Z9pfI15xwynqNDyNSjshBuwtsQdRSuCZSOSuz1+VJUzo+ZeY3HnQHR01I0OxG1ZeE7QcuCGCSnY\/dfoeRrXwmOjmupGV\/vxsNDU05QZoVSQImuAJ3puSFDZo2tfYMd\/KhSAxDxIQTz2qyyJ9A4JAwopHtkW7OfzHzptnN9KR7XJOAe\/MVSPYmSuLM9tiALVtdldoFUEcl2A3HEdaDiMKsozSOAT7M1gFboSONZ3jw0uVtCDca3B63q+OZ5Eo2qPZLZlDLqDsaq9gNWa\/JRWV2VjNRFI10bVTfboa1nZsvgtfrWlOzK40xSVWPs4fX8TtSMyFhlaWFeiJc0eeRbkSTNIeSUpM1hpBIBzZ7D3UrDFCMwyNozEg8Ram8HiTC6yZvCdx0pSa+thEP6dfjUYaUg5Q1S6ZerWz0ryDuwylADqCay8c7EG5mYdPCKtBORDZTIbcbiwrPxc4LHRCRuzMWt+VUc9Eow2KTWv4gq9NzQxYkZUF+ZqWe\/keQt8alVvlXa+thy5mszZooso8B4gfE1eJbut+GtWKEIOR1oi6RO3E2AqYSjeJR1NJzvd2QNpfxdaYxUmQBQQDagQQGQjlRukacEG9kwwEuGI8PDka2o+zzMsckXiJOottR+zsEMlzppe7LoKNj5hgYu4hAE1vEwPsA8B11rBmyOTqJ6UWsaASRLHOEBuUGVjuDyoUsNs6hRlGp8iKsihMMACb2P5VdrNKSdMyH3ioLsWU2xDERfYOw0ZTe3MHY0li2QKAFszADyp7EDuyCT4V08xWZKSzFn8xW\/EvLMMnujR7GmAGQG+u1eiiNwCTfhXj8JK0eJF7Anh1G1eqwjB4wSdGGlYvyocZWXxO1Qw8STJ4telKzQ5lKEXGoBPypw5gB13FSVzLmKgnlyNPD8jlHhMpwp2hDA5oUKEn7NrctDTxRJCRorg26Glyl5WttImhtxqkLZDlbZkv5EVKM5Qm3FjTSkth5FZL3Fq6JrLdt+NGikWVTHIL24cRQ5MOyrmU5kPEV6GPPHLp6ZkljceujoEuFvoWbMaJIBIUTYOb\/wCkVKlchyjUgKKqRZ5XB0RcorLmdyoePRR2zRyTcWOgpbLqF4D8jf52pkjwRLy1PwoNrws3FgAP361neNopYCCPMpZh7bD3GxNLTqWLtxIdvkPlWgPDHp\/MfyFK5bx+aH9aF0wsTxEeZm6Zre4CqzQgzDTTvVHuBpx0+0Yc2t7xXSJrf\/1B+VOp9HUYvckjX8J97GgzIVkYW3J194rZMQGltnUfE0nJhybG2ysfc1aI5dicRESPGpIO6g6+lNwYx1NlaxuQAdjY0GWDQqb6Ko93\/FCMZQsbnQn5iqNRkKrR6DCdrupClrG1yG5fnWis2GxAAePIx4pp8K8f3jRFgBoMw52sbj401HimRiVOVuHLyqEsLW4FFP7PSnBXuYmEqcuNAaMpa4sVOxpHD9qMHyghrC+9jWpF2jDiUCSgMfiKRykvkhuKfQoy+BlH3TdfKqMoZX0HBhWh9WD\/AGkDBwOHGljFlYAgjhY8KZSXg7jQqF+0I5jShhLIycVNxTBUhQeKGokALhhswt68Kdg4i7oGkI0tIt6GEuqMd1OVqZkHgjkGwI+NDcZZJF4OMw8xQTBQtkyqQRrG3wqskfjZR98aedMsoEyk+zIKgpaIMd42saawUIvH4wRs4uPOqZRpp0PlTksd42Vfaja48jqKCUzajQOLjzp7EcQDR+G51toaCyEafeGx509lGYHg4obR2F+K6GipAoRKsDddCeFHWZmAkUkOm\/OrNHe6jcaih2ysJALcGFPyTOTaNXB9qnNlchWPuPpWrHikc5b5GPA6hvyrybxWYqdhqDypjDYx4iI5BmHCkeNPaNEMvhnppcOu48B+B\/SsftmNlwThlO4+dNQ411jBBMkXxWhdtPFN2UHjK3DDYfv3UcUpKSTGyJOLYv2fj5cOyiNn13ynW9GxWFEsYAclWuY+IU8Rfl0rIjCoVIYX2I1uelaOBxGdfq7myP7LfhbhWiXtfJHl1ehSJmRsrlgVPAaivSdm4oYmEK8cjkaEg6e+sLtGIm2IAsQcsgHA8\/WqYOfuZ1LXKH2hmtWiE7VmfJA3sbaPYqn8iHX31lzKTdjGAebven5RBJEHjjuTudwKypVykkC\/pVG7JRRWXUeKUeS0tmysCNau2a9wFHOhMetzSMtFDizaezmPUaClcRMznnyJFgPIVIbSqEZm4EDekk9HJFVjOrE3txpqCO9r8AWPuqqp4Mp3IBpixVZLcgoqF2PRRhdkW+lvz\/vUSERxJc\/zGihVfNl4IBfrSOKkLvk99GI0YOToB4pZCzG9\/hWrgMOzMoANjbhv\/as\/Dp4wbA24Xr1XY+EvlZ0uzajSwqWWVI9LGlFD0jL2fgGxDKM48Kg8WO3urzbgvdnJZr3JPG+5rU+kGI7zFrhYz4MOLacWO9JLFnQggaqLVhbo5u9hMoWJgfasw+IIq8tlZHsCA1rW11FXRQ2e\/FVI+VTICCFI0\/SnxQcmLJ0jKxKHRG5ZjyUfrSDtma+W7fdH5mtHGFi2i3Um+v3jwoIRVLKT4j\/Ef8I5CtXTM9CDDKcynxA5i\/WvQ9lTgqL7HUVhSxhipAtFf7NfxdaZwTvG5QkZl8Q\/MVPPHlEbG+LPVqc6lTwq0YLBlPEfGk8LiQ8YYEW2I4+6mwyiQEnQ8q8xJp0b07QHERNlVxe4NtORpZUbIuYahCCONPK4uAdDtfnXSKGNiLNfU21q0ZKgSi2Kq1pAw5r8qZw2JIIzkXJynkaE8LIl7DQgj30LKQHvp4wfjQa3ojdGl3auwaPQjdOVAF1gkzaHNaqRysrgcyQPOnfBPEFktmOuYU6zeJ\/3A4+UJyaC\/wDLQyMqoPKjYqJkC6XXQZuBqjkEHplrXpq0J0CI0X+mhlLKvkflajkar5VW2g9RUsuK9jRegDL9pf8AmQ1Ei2X1H\/yozrx\/lFRKPDJ53\/OszTRQAyeNh\/6lAaO6DqjU4w+1\/wD5AfhQlW4QdCPnQTOoRkhuwNtwvxFAlhDAabkfEf2rRK+Ef0KfcaF3eov+IfM1RToVoymhLA9Q3zFDniIud\/E29ahiF9unxoOIjGQm34\/nV45NiNGej2QBxmFuO49aNC7hswY2Fr8LVEkVgthwH51U3TbdSRqL3FUdMVWjaw2NYOqMbONAw46XBrTgxkeKTLIFzWvY\/lXl8KxDZlPhUglSdV6jpTeGdkeI30uUNqzTx09F4z1s3XwgYkxHxcUO9K90UOVhsdqpDjiVAk3Q2JrRLxzqEkYZ7aOOIoLI1qRSk+jNaK8ckem+nrQyoZYnPA2ProadkjaOSzDQ+4il5Fyq68DVBWhZ0LYcrs0bWvV4wHY6aSr7iKuoBk12lXXzFVUFFBO6Nr5UaACUWdCfvDI3nwNAkTu2ZfwEMPLjTk0fjZeDajzquIUOElI0Isw+BrkxWhYxXRlH3Tp66iq5cxva2cX9eIo0Fw4Vt9UP5VEi92TyRgfQ0b8CtCrplCPsNjQilpCCNDwp7u8xkTregmPMgv7S6X60eQtCwTMo\/EulBeLPbhfboeVObHOBofaFUaPxlTs2oPWmUjqBQTyYdsw4aMDxo3aHcyYIzRaZiMy32obpcCQbjRqBLmiV4943Fx0NVhuSY1umhnEQKtnkIVjfwDc9fWujupVLDMGv5dL07PhxCPGy5j7Tm5Y9L8KWeJYxmU2C+yvE9TVVNNaMFNDkcizJ4x4WGSUfI\/vnWVPD9XlaF73B0txpvCyd1HLmtlsF14kmq44ieBZQbvFox5jgaEHxlXgZq1Ybs6TXIyI6gW8Q2FXxaXGgPkFsKy45LSBgduF962fDPErKb3H3Rc+81pTMs41sx3GViCDfrQ9b2tTWITuzY2vyBvQDqdeNc2Mirbaak7URUIUjkKiNM7pxBPwo4HhJI3A+dZ5y8FEguUCYC+gAFde8R11YjhvVmOR3OpH9qFIygooBOVdQTtSxtj0QzmGJwQb31vpWeDmbxcT76YxTWjC31OpqmHS7C4JHleqvSL4o6NDAQMxS3sgjQnSvYYfJgcDLi3ULkW4G4vwrD7GwoklzBV00y2rR+k2IGHwcGDRrX8bi\/DhWHI7Zok9UefJLyBySTfM2u9PYQL3liL3uNetKL4HVhuNuTCnMOLMCdgfgdjUGrFQQKwtbhpUy3L2KkA7nlRJAS2Ycdaqxa18tzyvXpYMdRsy5J7oUxS5grkeK+WMcutJSQq6EDSCP2iN5G4CtJkkk0JGY6AgbDjVBEkbZyLxYfZBrmc8OvnU5qmMtozZYjEuaQZZLXY\/gXgB1NJQuVdZSCDe4HTjWhjy7zCFiDIxzTHgvIUpLlZc6j2jZB0FT\/Qao0MNIUJAJsNQRyrZwsoK+J75t1Ub9a89gpdACdV4HlWlCWDEC9x7xWLLHZpg9GjJEw8d86k3J41eNtyfu6Hmf71bDzWQEAEH8P51Jj2ddQOFRi\/BZMtkzkrYAWvpQu58JGoJFHjOUi59nTzFWdDdhw3FPXgDQsYj3dwdmve3OrrdAPeDyo6KC1idGsKrk8KDQ3X8jR4cib0FikDgqwBvoVpXF4UqjPFdluCRxWiQjKQfK\/wAacINiR7S7EcaGPI8UqfQGlJGMx8SeVdfT4\/Gi4qNWbPGtjuV\/MfpS4O9uNetUZrkiCbTpl2Gnp+dQ4uWHPT4VxN1PkfnUnVr9RWaWMumDtdlP9Jqii2X+o0YDRehtVbWI\/qqDxMewBXT\/AE2qhGx\/pNMEaDyNUyeE+QqTi0BoWKeK3UUKVPC4\/q+Ypt1s4\/q\/OhSL4mHmfhRTFaEZY9PePiKHJEO\/tbdvyp510On3vnQsQlnVuv51SMxWjMaIq4NyOo50cSB43Gzkg2t8aNPFe2n4qWeNlZZF56iqp8kLTQyhIkBJGWQH9\/Cjw4hxlC7rt58RQI2XuiCLsp2tt1q+X7U2Ng2oPUVNpFYs3MLjI5I+7k1B4fmKFPAY2vfNG2xHGswZldSpPi1U8jyrSwmMsMsguj8Dteki3B\/or2ByHJbiDcVJszX4MLGmpcMbF4Luo3XitKn862xUZq0Tdp7IylorfeTaoUAoV+6xPpVycrX9DXWF7cG1HnSSgGxEqVLD7y\/G2xo0iiRlb7rjKfyq8q2lR7aHwmuRPsniP3Tp+VTYBaO6tEzbm6N8qvNFllt92TVTyNTMukhA1FpP1+VHZO+hdB7S2dPI0aOoz8oDgnZvCwtxqpS6sh9pNRTEqh1DD749xobXKrKN+IpUckDAAfNbwPv0oGLi\/wC2dT7UeoPQ07lAXMPZG46GlsYCsLpyXQ8xVIN8kc1SHnVGYEB48hJIYXI6A8aXndrXIzEcrA0SOdZFvIfUHf8ASqtnce0fEb3t01191aYxrs822xJg5ULYgDW1tzzoUsz58xNzbLa2hFOnMoOZdOI\/KgSx3YeEZzr\/AE9aN0woRBKvytwp\/BTgNkYkKeIpSeILZQCQNzzqsbsu3yqqdnSjY\/Mse6Cy\/iY3J9KWlUDTpc0wHLqGe+YDTkooLLYf1aVzlomol41yTIOS\/lVrgxjqoPxrl1xDfvhQmNljHMD51DsokMsfHJroCflQWJZvFsdT5Va\/ilPAube6qSMBCx4ubelNBbHSFpGMklyKYw1g4uHvS0di1a+ARyVClbU03Rpij03YMJKIz2PI21FYfbGKOL7WlcWZQbL5CvRxuuD7KmnsFISwINwTwryvdjOr3ueDA3HrWLtnTYWKEsBc6Xtc8KdVcqqDa48J6igGWNUBYhSOFT9ajZd2a3IVox4UtyZnnkfgZLXXlUMOppJ8eka5iNORa1CfthWBCWPKwrSpxiqRBxlLbNNQbaeEn754ClcRMsEaso0TSFTuW\/Eazvr7tceIcLlhagyYmRwC1i1996hOVvReCpUwhB7spe8kxsW58\/T+9AlI70lPZXwr5casZnLO7G5tlXTahLvY7BbmofyOwkJ7t002HvHOtaJ9BbUj32rMhHeOtxq179F5U7hCR4SRocprPlVlcf0auGe9ioBOx5GtFSMv9XwNYgZkv119adhxWU6+yTr68axSi+0Xsa7vxWP\/ABRWB7qx0Kix46VQSiRdD4hVwQbEkC+x5U+KbvYX0KRM6PYk2BB9L0aFyYxc+Jbi3Pf+1dPFazA2PMbGojhksNCLV60YQl7jz5ucXSDxAAo1tz+VMxjw2PDQ0JhkaNL62OlGj9sE\/e0PnWDJG3aNEHoye0EKTFeB1FJ2IrV7Uj0RuINqzSCK9bA1LGmQnqRW+lWzaVFRblVHBM5SZe+nrepJ+dUANW4VCWJeC0ZFSbD31C6m3MVEmimlfrQRvL9DWecCsXY3Kvhv1v8AKgyr4z5EfGqQ4xJkIHFb0c6kH+YiskoNDUAZfF6rQp08B6E\/OmmXw35flVZUvnHnSJ0K0KzJ\/wDMj3ihmPNE1uIB+FNSj7MnkVaojTbzK0ydI6jNKmNw68tvjR0Ze70uTHqL8RRWiuLW4D9KAoKPe3n8jT3yQEqG1TNEyrupzL865EDOUGiyDMvQ1OHuMuuoBAozx6EpupDoPPcVK6dFkiYMS0eUkkDYnaxp5xFiPC4CS\/iA3rOdAZeSTDToavCxKAtvGcrDpTRbTuLoZpNbLSxNE2Vx61SxA+VOM2ePu5NR90ngaAEI3r0scvUW+zPJOLBsA6kHY1WxJVjvsaMU41XLpXSxLwcpA2ALxudj4WqkbGMITuhKN5UUrdWU7GhlSxYH7w+NT4UGwbLlkdBxOZaoigMyW0OoorC6huK1RxqriknAdA4hlkMbUvj1thjfdbim5hYrIOG9B7TH\/ZOw5Cux\/JDS6MuLE2sLZG8q0MPPYBdjyBOv78qyLEDgfOrpKy6A6fhNbmrPJo3VjVrcwNjzoUqBTlAuTu3WlMPiQwCZit9xTwkDpmaxXYLxPSs8otDRf2JTRArZD4Of3m\/tSTxlSCVsDsL1sS2cqdM1vvaD3UrOg2sSSLk0YyooARyYyptc6Hy5VdlOZSTwY0JVKuLjjUFjr0Nqp2DiMXOrcDlGlBcXaMHa\/wCdWv4kXyqBrKDwUUiOcaLjZ7WuWNBxjWIRbaC1M92SqnS7a6b0g5LSki+lVgtWMlsLh1JYWsK9D2ZAryKGALXBDWrCw8am2hBvvavVdiQHvAG42241HKzRFUg\/0km+rdmQQBgveNmPKwryxxZRbstjwa+\/pWl9LcSX7WMSk5YUC6Hc7msHLxOpPOpY1qyMtjP19iNEB\/myhR8KC0srXBc77LpXBNwBxrgpYeY+IqloTiVAUeIj72t9aswOqj7uotVsnG2jAXqwUgKeKm1dZ1FCLAEbEajmKsAdjxFxRBGQeXEedE7q91truNKm5IdQAFGCnjpb31KjMMpHtsB6CmmiUrpx\/Yru4KMmmoLeYpOYXApH4e8kB45VtRoFJkZdtLetVRCqqCDoC3rTESlZb9Vt7qjN9lIKmPtDmAYcGt6H\/ml13MY4aenD40\/hTmiHQ6+lKYiAxyqALjKQbc6hjTlaKTdBsO9gpJNm8J86cjYlmRuIuDSKJeR1vozKQeRtT0QzQK2gI8NTnCmFS0Ehdmvm3Bs16JIxj1DFeYtcUEArNn4MLGiSMO718q9DHGSqSM8pJtoCsvjzXF73puOYMtuO9ZM0gDWYW9bVCYsKbA29a9CWCEomVTkpGn2gwbLrvrSBW971d5mlsTbQVShjjwjRV+52UIrstXIruNNYyRQiwqpN6IwvtQ20GtK2MLYuUJGdawMRiCSbHU6U12rivEVBpTBYSTEPnIIHClasaLoawSsCvO1q2IrlP9QPwoUGFEYppUy1KWJyKKaOZbow6mucXbzBqxI1ridPfWSWFooBdLo6\/wAgqsQ0\/wBf5UY+15i1REAH9RUZRaR1AMmp5WI+N6DPD4rjlf406FAe3X8qGRcrfnakumGhWElcp4G2vyNOQn2bjbQihNEPEtTFe44X08iNqEt7GSCyRXieMbr4kP7\/AHrVYbNMG+7MtiOtGU+EONMu\/kf00oYTJ3iDdGzrXRkOkEQ20OvA1JNdILvmGzaiq9DXsYknFMyTbTo467V1qm1dVyZBWqFNaKBXNYUrSegpsAUsdt6p3YAtwo5qp50jhopGWwXdgqQaU7TQp2bJ0t86fzi+1KdsEf8AS5vT51FRqRWT9rMIL51Urppep7+41Aru8Vh7NqvbMFFNQfzpvDYsoQHAvwe2opY2J0Nq5lHMGuu+wONmpZgi5SzqdfANfMmhz94mHCbKDfzoGEnaJgGNx56imJmWTYNnO9zekrYKaAEh0BG\/HzoDjx25tRlGRijbMPjXRr3ky350G6LxVlrgTH+UVKAKM7c9uZrmALO50W9XjUvICR5DlS3SOktlZiUhZyfE350igubU1jnFltx28qWQXI0JPQVo6iLBW7NPBR3ddRYcL3r2PY8RADMALa15Ts8IjDMSLHS4r1zSHDdizzNa4jNiBbU7Viys0Po8RjpDicfPMNe8cn0oHd3Funxo4TxDYXFqKihwx01HupOVIk0AVDcaa3FWEZAvya9HCeH1B+NXMd2IHE2pfUDxALGBdfd86KIg1rAWYfGrBbAEcB+dERND0N6VyGSBiG42vtcUZMOxtaxK7H9asi+Lb2tqujkMM3TX4VOU2MkgYhNyljY\/DpUtGQfI29CKcBDCx0PA8qKYwWNxa\/L8qTmPSEVgLXDcFt+\/SpeApqb8vca04Iley7MBa1FmguGHDcVSCc+hXSA4TRytt7Ee7UfGiyxZlK29aIkdlHMHQ+lXOta\/xfxnGTcjLnzKtCohIFxuFU+opqKPV14MLjzqQo3qyaW6Grz\/ABVLolHOQVuBvcjXzoLrvfa2tMMdD76E2p2quHFxjxZPLP3WjJx0EjIe7F2GorDlXHo2sRPUGvYZARVTCrbgVXgBZV5PJpjcbENY3916Zj7aCi0sbL5givQHCRtwqh7OiP3aHBjrLEy4u2MI5t3gB6mnEngkAKSKfWpl7Iw7+0inzFLP2BhDsmX+k2pXEosiG9MtwwsN9aTxcoGHd1N1A3G3vqknYkUcbWxM6IRYgyaEVl4mGWGWPDRSGaNwAI+O+1\/jU5Wui0KkUw3Z74qXvprhSdBW7DAsSgAWoUsz4RkGLjJDW+0jGgPI\/vhTUxCBCrBlcXVgdDU45osZ4pEEgGqsSare9Tai22MopEE6V166o2O1JxKJnE1IbWhmovSygmOg2bxg+V6G59odQarepJufOs7wjFjq4P4q6NQXZee1VOqjnV1NmDdahPG0hkginxC+zaGuQ2eNj1U1L7sLdRQr3uPxajzqCGQcj7O34DYeRql6lGDkXPtXU+u3xqtuFtRXp\/iT9tMhmhuyQxrr3qQtWC1r5ohwZQb71bhViAu5peTEACye+u5X0FRCPYb6UN2W1r60BnLak1F6DLRiFFr0p2x\/+ly+nzpgNSnazX7PkHUfOp+Sk17GYoQ8qnJ00psRje451xTS2m5o8jzBZUNXVGygW3GlFK729K6zEXdm15CusZEdwS1iAKMhMZ7uQf0mqoE4q1j02q91b7NmuOB2pbY6BzpbJobg10ICSO34f0qZpCISje2p9\/Whh7QyH8R0oS6HijkcsRp4V+JppbBQNczfAUvFewCDbidhTGREhZwSzW1NdFXJIEl5M7FMHnax0GgomFUlhqPKlxq172pvDI1\/C\/vFaMjOxo3OzULSKjA26VtfSOQQ9ipCuneuBYchrSXYcMgkGdT0ZTVvpSxknw8GhCIWI4m+n5V583srLbSMCQqqNYb205b0BjlG2uXgaKyMFCnxC5NCNiNdbgfE0qEZK4l4ttdhZuFMQ42PxZ7r5a8RShWxvxFz61Qi17DbY\/Om4pi7NqMJKxEdmubC2+3KiwqocctLj0rEiaxBjYq4J6etMQ42SNQHIfbflrx99SljfgdSNMxZWI4ggiqFboSdDlv8avBjIZitz3ZNrBv1piaC2oHtDQc6g7T2MLhirBr7E38r0ysngKfeTbqKAI7Agje4qVuArcV0IoPYUwxmZJVKXAcaedaMM4lUE7nlprWXIt0Nt0bMKvETmZFPteJfOgm1tMalJbNUWbbWuy0ksrmzjTMPcRTGHxJfRgL8Dzrdi\/PlHU1ZkyfiqW4sLautRQFkW68OHKqlda9TFmhlVxZgyYpQdMpUECrFagrVrJUyNKi9TaoK3Fq6zkirOq7kUJ8XEgu0igdTQZcAjtd5JD0vQZcPhcLC8mQAKCSaFlKSLSdrQA2Ul\/6RSGJ7ZmKEwokaj77nSs5I8Rj4pcZKTHhE0AvbN0FYeJxEk73J8N7BRsKR9GiMUukaWKx0eIc\/WsXLOOSaKK2eysOuEi75QDmOVCRci4uTfprXlDhppcvdwyGy62WvX4E5IIkOw015kC9ZPyXUNGvArkay4UzTq0rMGY3VM2y8AeG1UxeGVGKMqkA3AttccP3wp2BA8i4hWBuBccRXY6JnlR1BIKAaDbevPg\/caOW6MdoF4XFUMbrs160GiI4Un\/FxuQexCLt1J2rVGbZ1AjmG4+FcTenHUUFoweApuYVFC9RajGHkbVXu5BsFb4V1jUDtUWohZF\/iBo\/6tvfVsgIuNQeIoNhVAat92rlQK7w240jXIY5m1RvShniBuNRUk+C3I6VG5vUfQOTOVuPBhR5Guwbnv50uB4ivPUUS90o4fbKgyVoKJLC5oMkpOx9KoTwqvA1tjXZFrwS0jEWJoZqTUVzmFQOtpeq1bhUWpHMqonXpTtQ\/9i\/mKcCUt2sluznPUfOhGVyR2RexiDTC2lUMrE61AjqyqKrpHl0RmPOpzNvc261BYDcVQsWOvurhkGzhhuxPTSqkNtlY+u1WQ+nWucNl1Y3OtIUQGVywF9xpfnVVNxYg2386kAk8KJFCz7KWNFtJDqISNtLZio60XFsyYQa+0eHlVYWygB1DqfhVO02S6IoKkDauxK5WJPSoUS5Oo9K0MIik336C96RiUniCK0sMACM1162psjGger7ARsinNcHhbasXt\/EF+3JiNkso9Br8TXp+yARh1Y2Ol8w2NeKxEhnxc8p1zsWPS5rEt9hb9wQyqbgjxai4q5iiclhpb8qXZRqbjUH4m35VJYrb8OYn3UridZeTClMoOulzblvSbxki17X2rRQmRStwSw1HIbmukjWUllUn8I6AUFJoDjZlsh3G5Nq4sApWwsLU1JFbc3sNfOlmUjTbnVVJMRpo5nuuhK6kn8qewvaM+FuCQyk6gjwn0pBltm46Wqy\/fUi4B2rmkzk2ekgxcGKAIYRsd1bb305JhlDXUHxA6GvH3YOpRijA2ua0sJ2tNAcrGw2Olx7qi8SQ3I3BCFIJGlrH5UIRFAG4o1qNDjYZwLkJfS4Oh\/Smu6vfYhhUXj+h1KhZU8bKv3vEvnUSR5GzAaGzfv400kZCA28SG9EZAwK+oPnVYYuaaBLJQqHkicFT5Hn501FMsw5MNCOtQIg0YU+VLFWhmza2O9qSp4Jcone3IqY2biqk0RPtVtfxDjzFUKnavYwZ45Y2jzsmJwdFSaqTpVytVK1fkT4gHN68723jROfq8bfZKfGwPtHkOlbPbDPH2dOyEghd68WksIKtOXYcVjIB99cpK9lY4\/IwZZJYBh3kCYYNmPTp86hZ8JDKPqWFXQ2Ekhuf7ULH4tcUqLFh1ggTRVU3J6k7k0pHIY2FvEORpMk+ReEa7NubE4mS4ErDN92O4FNJmbD6G9iuvLes3CpiZkIhEjL+EWrWwTPh9MdFNGrbvkuPU1hySvRrhGug+ESZ5XmErd5HJ7N9DrW12lFiXTCvBiThnUHxZcwYEDQiluzcJGZ1nWSOSM6kI170ftftHEYFoFgwX1sEEyC9su1rfGssLc9DZHbQvNjsVBETi4IX00lhaw9VOooGCiMWGzv\/ABJDmal\/rKdqygsO4CHxQXLEkegtvTjMTVuteRoqyGbWq5tam16jIeVCytHXFVYkjSrWN7caowymxrk9nUUs3OgtEoa4BRuaG1MXAoUhuaspiONgi0y7OH6MLH3j9Kj6wAPtFaPqdR7xUkXO9cFNG0Di\/BIYNqpBHMVNqgYdL3AytzXSr9245N8D+nypHNIdRZwGx4iubbarKOYI6EVDCpp7sagZqCKtapy3p+YVEFauy0YJVhHfhU3kHUQAWrrHejiMcamwFI5thKLGN6S7bX\/6ZJ5j50+TSPbTX7Ml9PnTY0+abEyP2MzVTck6HWgu1hYbCrO2mlALEmt6R46RxOvU0REJOult6hE1+dORx2UeVvMfrSSY5SNDYC1DxAy2UaE71oQpdSTtSDHvsQSNiamnbLQVnCG0akjfWjpFZhlJVxqLUZ4rMqkWsNRVxDYJYeIHQ\/iH61GU7Q8nTFo47uMw3bUVnYuQSYh2HEmtqT7OAtuApsawWYF+PurXg+NkJu5B8OAd2t5VsYEMZEU6qSBYCsrDslwbkEVv9lqc4JAYHc3260mZ0i8Oj0eZcN2PO62W0ZtbgbfrXiTowZfEV3A4ivYdtuIuwyhP8VlXrz\/KvKlBmup248DWW6EW22Wyq8QspJ0y240GSIqQD7K2DdedFhYrIIybA+zfhRZYgdQbgC\/rS3TGq0JZ3SRmG8gI8hTOGxOXMDoXFrngKC8Z8Stx8N\/nQyDdiRbTb5UXTEto0QqTIGXawULxpafDHMeV7XrosS8cqhbac+duNPoUniDKQd79TUncWPpmQYrC9tL6CoEYt1JuTWjNh76DgLetCKGzHyt5CmWTQOIkY9Lkb3tUOh104mnHiIAI9km3yNDaM5L870ymCgcTvGboTc29dK2uzu1iCqMQoPBjp6cqx2QXB6n4VFivoR8q57D+j20Msc3smzfhO9WylbcbbV5bCY542CkErc68R5V6PDYxZAAxFyLg8DTYsyi6mJkxtq4hsut6l4w6nMN+VWJtUZhW2eJZFRlUnFlApjIYcDaiyWIDDjXXBFjVlF1Kk71ihingyX4LuayRryAJ6VUmrEHlQ2GtehZGgWJgE8LxEjKwsa8Nj+x8TgpirqQnBxsa904NCZ2AIPiU7gi4qU5NbRbH9M8LFgycrFWa2psbaVq4bsg4lRJGqd1\/mMb38v1p\/HrBHLGEzRlyHkRYywZB0A0BOlFZkmjyLg8SF4okZUH4VnnLI\/BrXGtAMRAmBgUouIZiPAqDQnqQK1uy\/rBwyySL9XuNVc\/rQYGxiRjucG400DSKvzocc+MxM88JMUMkJAcHxMLi4I4VJwnJdHSkurLY9MNCwxUZMM4bR4xYMeRGxpyzGFBLfMUBa\/Ol4sGiNnkYyycHksSPLgKYfVdzfrXKLDaEsP2d9XxeIxTug76wUcbUx9kvM1Rl1qhFUcW+xloI0wHsqKG0hbc2qpBqMt6HFIdEM16qTVylqrlrrGoGb1UrejZDV1iJ4UHOg0LBTyq6xk0yIaPHELaikeUOkKrCeVWERAp3uwNhQ3ViLDSp82wWKsoG5oRS5pvuDfWu7rpT80g2KCOp7umsnKqldaVzCgIQCoJttRimlDKVyaCCzGoN6KImPCukyQ2B1Y7L+9h1p1JdIDASEIhZzYfPoOdZHasxlgZCbAC4QG9upPE\/KmcXP3hDZri+UFR7Rt7Kj86UxKXw7kkCwsbbA8r\/AL9a1Y407ZlyyvSEmOtuFSiFj1NSiksLimoYb2v+yK0SdHnkRR3tpvoelORxk2Devnzqyw5T4vvDlxpqNLlrgaVlnOikRXFfZYVzfW2UdTSeAhzzr0o\/azkMkfPxGmOyIrZpGuMovtQuoWaMf2WdSZSQb3PvtUsL6jZtR0NXClWU8QdL0RFub8Tw61FsRvZmdrWjwwUHVja1YygFh86f7Ye84QH2RekY0zNe9ejjXGCRJbY5hlUkeEMOd69J2TAhkVo8ycbjjXn8IgLeyL869b2LBZ1J0\/lvWbMzStRI+lElkw2Hvobsw57AVhAHPbc7A22\/4rR+kshftUoP8NFT86TQBgEAsttWrLJk49AHiLAKlwNwRuTzpvDWnhIK2caEVwUFcuoHA8T+gqEY4eUSAaDRwBoBQu9DFZINTYeFRqeZpaSIqtnG9ifIVuvHmXwgG5BvSmKgMjlgPDcAabAcf30oKQGjGVLknmQfjai4eV45Bk4XGvGjTR2TPaxY2A6CgZLLtroR76a7AjThlSSP2tSALdeJq8uF2I9ljl92tIRXIOUeJNVt8a18LN3+FMbWDKCV68KjJVtDozsuV8pGjcORqskYCAg33HrWi+G7xVZdbkg9TewpYxlHtwIN+h\/ZpVIahGSEgdLE\/GhvHqOp+VaTKGjYjhdf37qHJhj3kagaEk06mdxEApU3HAkfEU5hpjE5The46GqSQ2V\/P9KjJlyuTpf9KLakjlo9DhcWCRFKdx4WpsqQa87C5yZDuhsK3ez8R38IRz4wN+dW\/GzuD4S6I58Ka5IJqKsHIq5WqEV6fNMx8KOLA6++ozKdxVTVTU6RVWDxuNgwSRvMAEeQIW4LfiaHJi4mMfcZZJW0RFsQepI+6P7caJLHHKhSVFdDurC4NI\/9F7MBJXBxqT+G4rteRkNxYfuWZrFpXN3kI1Y\/p04VYNcXDXHMG9Jf9H7PGn1ZSORJP500iLFGqRqFRRYAcKDocszHakZ8Eks\/f53SW2XMp3HWnCL1QqaF0NxsWWKZBYYgn+pR+VquhkAIdg3KwouS9cYzypJSspGNAS3OozcxRu6NR3JqTaLIFoakAc6v3Lcq7uiOFTbKIhUXnV1jSoy2qcpqTCECpyqwCcqDapApTmg4C8qtYUAX51YE86UVxDV1qqqk1cKaWxHorkvUGKjBatahYOVC\/dV3dC1HIrrV1nc2LGGoEGu1MSskMZkkYKg3JrMxU7Ypu4tKgbaCP+LIP5vwLt1poQlN6GU2RLic8jRYXKxT+JKfYj\/U9KzJ9UHdyOVkF0cjxyke1pwHK+g602uY933PdsEfJFlH2MT9B99uNzoNa4wpln8DPe3e23sNFF\/5zuBwrZBKOkByEe5SRbra5FioFyq7BR+LXTm3kL0rjQY8M6H2QNLm\/nbgep5+VaRiAa3eWZbq7rtcDxEcso8N+W2ppftBB\/0+ZyAhUWI62FlHIKD8asnsWXRnwRZn2OprTiitv+L51TCw5nW+nGnzDYjn867JPdGCKBrDot+Gm1MLHYe4USJALjkasx7uJnI0VS1ZZO2VR5jGyd7jpG4A5R6Vr9nR2wTMALsbDpWGgu3UmvVdmx2gjHBF1Ntqvl0ki8dRF2jsVB1C8K6c91GL+2Rp0FMNYyM7aKNfSs7FzFs7tva9uQqUY8pEGeexr95ipDfQGwrogDbU38qFqWJ4k0zALnW4+NenLSBBD2DVc4zKb9a9p2TGwVS2vEG1eXwUb+EMLi9euwdoMGz5QpRScoPKvPyu2XnqJ5LtKXve0Z5Qb3kNj8BRIgGjWO3W52tQGQl166inlX7ONbbkk8rCs8mIUIN7C9+JtvV4kzsARpy5+dFyG9rXHAHj51bUMuWwbibVJ2hkFwt1zQ6nKPCeY\/tRGj8JS2ttT67fChMjCzxe2niUHjzHqKbgkjnh72M3B4cQeRq0fcrEejKx8F5AFFlt7hw95pTEKFfNbVyPRVreeIyu19tLnnas6WIMzuV0JCjoL\/2pXaCmZ0d4JFt7S7edNFLHvIyQrC9h900HERsJyQPEgLHz\/ZprDPoVckjYjpzpW\/I6HcDiAx7tha5uL86JPhQ7ZTbVtSONxSLRtHIRxGoNaeGlMyBJD9pGQfOp1YW62Zxh7l3uNGBv52\/4q4TOEZfukr6Vo4iEMjgixY39BSscfdO6Hbb40rtMZOweIwfeAhVt4Pj+zSbYY5Atjqqk35mvQKM8Ya5zcaocODqV4fI1ZQbVoTnXZgJEVZXt0PoKdwLGNzbdT7wadfCAE2AIz3pdIO6xG2lrVOcZLspGSY+STsxqhvzrl2APCp051uhlk1ZJ40Vv0qCTV9K6n9VnLGgBzcqjXlTFhXeGh6rG4oBY8qnIeNGutd4edL6jDSBBDXd3RbjlUh+QpeTCC7vpU92eVEzdKsCeVdZ1sD3Z5V3dGjXqwUmgdyFe7flXd23KnRGat3ZoA9QQ7o8qjuulPmG\/G1VOGHOlo5ZUIZF4g1Nl5fGm2w5oTQ2pGOsiYHw8hU6chRO7tUZRSMPJFQ1th8KuJDXZKkR0rA2iRJU5+lSIzyoiwMeFDbEbigV70OaZYrCxZzso3P6DqapLiQwIw7eAHKZyt1vyQfePwoDxeBmKd4xfKsJNy7\/+o3G34RoONXhhf\/IHJAnkM5EudbKdJSMyLwtGN3Y6i\/uoDRosTKe8hw7NaTKc0+JcG+W\/Tjbyplo9XdpDI0Y8cq6X5rHwVR+L3VdI3jkNzGuIVQC5Hhwqn2QB+I8q0UkdyFmjdJLSZInCiyqPs8GDser9OtDVcqRKjGJCC8KtvEg9qRubHW3nR3jXKtwzQgGQRNvJwaR\/PYfCpeJ2eSKQjMwU4qXYLbUKPTSg3R1izqoAdYgAERu65C\/gT1bU+VB7Vw5XsbEO5ztH4A34iTd29TYelPxxsZUOSzfxch4M3hQegFd9JYhB9HJY1Oi5Rfmb6mujL3I6TpCGDGUX51olA0YNqz8OLAVp4Y51twNHL3ZmgVy2trS\/ar932bKQdSAo9TrTZFiRasn6QSZcPHHf22ze7\/mhFXJDoxsMubEKOAPK9evhGTAc8219\/hXmuy4804I0N69bJHliRSLBRTZnui0tRM+cfZ5Pxak9Kxu1fs8K1xYtYVuTLmZmG2wrzvb8mVo4r7amnwq5Ig+jGAzMCbjypvDoC2hNLoG+78afw\/eKQcoNa5vQYI2ezYruNbnzr0uLPd9kOAdW8Iv\/AHrG7Jt4c6eLgTpWx2o1oYIiLhjfrp\/zXm5H2VntpGD3B7w5Rroq\/v0+NPxwi4IHAKnlzoq4bK4BBtoL\/OjHRPCPE+g6UcWNvbITn9CjqutvZGl+dUVczbcL25CiuBqV1VdF6mqAFXAPAa+dQyR2UgFRCYgy6stZEsj4DtTPG2WOSzW+7rob+tq3sKuoHOsvt6EIiPa6obkc1O499qr+N0CT2aWHnixUJMd1Y6EHdb1Ro\/GLrZEF9edhWBDJJFiFYM1wd113+Y4++vQRYlcZCqWCSEWI58Tb9KvLGpITozJoTYkjxSn4b\/pQF8OIfTRrqK2ZVF3ciyqMq0jNh8gAAuVAPrWKceJWEhmOPvsOG3aPQ9RUIjK6uNGB3q\/ZkvjUn73hNOvAqsVI0NdijzX7BKXFkk97CHA8Q3HWgyxBnBtob360aNSm2vAjmKL3dx561WeFyViKdMXhLKpvuvyq3f6aijLGA1+ehqO4B3Ndh0qYW0wIkFtPnVG8Z2ttTYwydasMPGOFVlFSVM5NIRYEIDyqmvWtIQLtuORqRBHb2aEY8VQ3qIzNa7KTzrU7lPwiu7lOVGg+qjMyGuCGtPuk5Cp7teVCjvWRmZDxFTlPKtLIvKuMa8q6jvWM3Wpp8wqeFVOHU8KHFneqhK4qbimThuRqPqxpaYecQANTc0X6u3Ku7hqB3KJQSMONWEr86nuW5VIiblQBcSvevU983Krd2eVSITyoAuIMyuaobmmRAakQilYOUUKZSa4J0p0RKOFWEY5UvFneoJrHRVQUfIOVAlxCpL3ES97Pa5QGwUc2PAfGuWNsVzsmR4oI88rBVvbzPIDiaSnkbEEJOrKraphVPjkHNzwFSXDWmEmd82VZyul7+zEvM7X+dqEyAd4rMUhXxTlTqT+Fn4ttoNtuVaoQUf5Al9nEHwHMJHa6osOgA4hOQ5v7qGsMjOuR0aT2FZR9lByyj7zfs0Z4yEIkKRKwHfkad1H92MdT++FVkTPo94QVs\/OOLgtuBY8BqacdMGmQJ3iNkihJJlbxZTfW3Bnb3DhUPAxMaBcp1KIx4nVpG8hz40Zu8vEwhvK3\/wBthvuxgffbrVSkeWbMzSQoft5B7U7n7g6XNKw2DuGOdB3hZvBm\/wAZx7P+lRr51QRoEHjz4WNMzNxkBNzf+oj4daZaJ3YpNlWRl+0ynSCIcB1P72qtrgO6WA+1aLp7KLbr+tSkwphcBE8kplmHjBzNp94jQei2\/wBxpP6YC3YE3mvzrbw0BggVGOZt2PNjqfjWN9Mx\/wCHZ\/NfnTY\/miTlbM2JbC1N4Y5WtfQUNUsL0VBYjSrzVoWPY5Ml1DV5ft+Uvi0j4Ivzr1cfjw9uQtXiu0pO97Rmb+a3u0oYUUXyNHsNA2IG\/DTnXq5VvpyrA7AjtkvoSa9E41pZLlMfM6pGdNGFNeL7Xl77HuQbgG1e37QfuYJJD91Sa+fStmlY8Sav+PHtkb0TFa+oN60cIy5vFe9JQpc+0o61pYS17FgBVcj0Vxo9R2RGHjUkjyI1FH7Su2OjHAACp7KTwLYgrw1vaiTx58WWtcaCvMntDN+8vMllvYmgsDvxAsPOnHI2vQiANgNNq9KMfaee5UxRowGUfdUe+hMhCDmx1pwrYdTVHjsRyArPlxaL48lsiA2Y9CDQ+14hLAgOoEig+RNvzokYyknp8qntLXs6R+QDe4g\/lUsCqTRSf2efEd4kP3soBJ5gldemg+dEuUxAbxqotqN8pNveDcedqKY\/ARYG+dNfxKcw94NXdA0ptqG8S3F7hlvY+Y352J3rTVMFmgZO9CRyjxg2a2xYcNuOpHMe6qsLiRrXzezScgCHvBdlvYktqQdhfqAAG4OluNPrKPDG1y1yhJFruOBHAkWI561PLj5q12BOhWFDDMw4XvWywLgMOIpKSMML7a+6nY3IgUne1YsFxy0PkdxKiIjWrBW61PfDlVhMK9T+hnRGU8qtY1Heiu72ovHux+Ra1TQzL0oZlbyoONBWxiu23NLd6wru8J40o3FhzIoqO+Wg571UtQsKgH70VYSA8aWDVO9LyDwGc6864MDxpa1q65FDkDgNCpvSoc8zUhia7kDgHLqONQZOQoB+NTc0HJncQve1YSA0ADSrWpbO4oMGBqaCBRFJ2oWK0XtXVAq1cKRXWqa6uo46oYhVLMQFAuSToKHiMRHh1BkPibRUAuzHkBSWI8SpLjwxB\/h4RNcx6\/iPwHxp4wsB0uKkxSM0L\/VsIvtYhhYt\/QD8z6VRYY1wzEo0GEUlih0eY82O+vLc\/CiPmDRy4lO9xG8OGQ3CdfP+Y7cOvMFzmbEv3rxHXKLhWOyqOJ1Gu\/leqpUh0U7qXxOZBGwFnm2WFfwxjn1\/4qyxBY42yd2FP2ETcD+NuvHp51d85eMyoHxHtRwA+GPqT05+6qZkIeaRjKL5LgfxG\/AvS\/v47UGwg1UqEaNS9ye4V95HO8jfl\/xUhERWUuWWI5ppj95zuB14dAaMyyh8oYfXJl8TDUQp0\/epoP2Lpnt\/2OGNkUa98+1+uvvNdYbIHeZAFOWfFaZwPZQfhHLgPfQ2aKIZooyYMEckSKf4kp09bX+dHCz5spsMXMLuRtCnAfvc35UO6R2ljXNDhvBCP82U6E\/G3qaVsKKrEIy0MsgKRjvMXK3+Ix1C+X5edGwavPMrTACS4lmXkfuL6DXzqskSRquHkKPCl5cUzceI95+AtT+ER1hDSi0shzv0J4egsPSkS5MEpUgtYP000+js\/wDUvzrftWD9NtPo5N\/WnzqmOPuRNMA8dmy7npV1XaitETIz8DUrHrWpxsCZyP3UchbQBSa8QPHLrrc17LtU912ZM43y299eQw4vOKGONJlo7Z6zsKKwQ2GxNbJXWkeyEtEv9NaJAvvUo7tnZ37qML6TS912ewvbMQK8Na7XNeo+mWI+0jgB2FzXmUVi11G1bMUaiTsYgUFgCtjwsK1cFGQwvGD1rOw8cofj6i1a2DSVXFwTbjUMzNWI9V2fGEUHu8htqedXQ3lvax41OCZjAA\/tW1AqVjytcVnxx5RM+R+7YJrknSq5Tyo4Q1OQ8q9DkYuAvlNSU0PWmMh5V2Q8qWVSWxopx6FgmvqflVcTHnwk6fijYfA02UPKoKZhtwrKsdTs087RhK1gZd8qw4m3MEAN86J3RGeINYowjDcuKN+XrU4VFEcRb2BEit\/Swyn3ECpeNxGyH28nct\/WniQ+o0qwxVIzNICAoZ8zBWHhN\/bQjlm1tyYka1MgC5SBmRxlBkbRhfRHPAgiwfnbnRJLMXZXCK7gq\/8AlsQCrfkfKoVNWJVVJDN3Vri+0iW4qdDbhcEVyFYeHEADLIWYDRmYWZLbhx+Y09KeQERWrMkhUOrozNlsqSofGLi4U8G02J32O9Hw8zQkIReNhcBBpb8SDlzXcdRUnjTkprs63VDJGtRarnUBlYFTqCNjUVo5IjxZFq4GprrUrmh1BnbiusLV1q7KaRtMdJooymqHSmADU92G3FRkiql9i2apuaP9XFSIFFTobnEXqRcbUz3K13dJQoHNC4qRTAhWrCNRwoUBzQAITwqe7I4UxU11Cc2LFDyqMh5UzpU6UKO5C2U8qkA8qYsKm1DidyAgHlVrHlRK6u4i8ioqxIAJJsBua6sb6VySL2HLHDIiPKQt2axy31tz04U8Y26B2zWjnhl\/hyxv\/SwNLSY0yzNh8EFklXR3PsR+fM9BXzFJsWg8Mlxt+lNx9s9pwQmFZpQnJWt8RVfSaZd4P2fQCEwrnIDica41J39fwrVPHhWAJGI7Rn24Ko\/JR8a8bg\/pXi8IqqEUqNSGW9zzJ3PvpnC\/Sww55AqPiJW+0lkuTbgABtauprtHehLxs9ZFE8bmCOQyYhtZ8QRqOQA+Q4b+drRqFbDqG7u6xL93Md2J9+vnzrBX6T4GWMYd+9hiOsjIbs\/PXS1+P5U1F9IcDJKxidVjQBYI7WzHmeAA5UrYrxzXaNHuyGOHjkJkezYibjbkOp4DgKkMoyzqlwn2eGjGg5E\/vgKCk0QCYXCzxsCC8+ILjQHe3U\/CimaBIWx7ZhBGmWKPLY+7roBSCnNA\/wDAje8sxzYiXiF5D5D1qM8LhJ1W8MDZIEX77bX\/ACHrVrvCgiJBxmKJYqDtzN+QFh\/zUOypmniHeJhx3cMaiwL7H9PfRejkUMMhY4ZZB3j+PFTDcDgo+Xl51ymMhMR3dsNALQRgas217fLzJq4hawwmcsT48RJzvw9dugFQCs04mawiAIQW0VB7R9dvKptjI6KBndY5Qhdj3uII14+Bf3y61pCg4RW7ovILPIczDlyHoLCjgVfHGkRk7Z1ef+nJt9G5v60+dehrz306\/wDLU39afOnitoBVsWucIBmDC9waLnANt+ZrCWVhrc6b0TvHz6G\/S9Uchkhr6QT\/APYBRcFm2rz2BTNiAONPdqSXRFPmaB2UmbEA2p18LKw7PZdngJGNhoBTRYcqXw9+791diHMULv8AhUmpQWiWV+48J2\/iO\/7TlbcA2FIRgZvZY9LVOIlvOzG9yb1aFoxqTl616FJKidjMMirvG1zW52eVyi1yb7Gs2GQFQM6E862Oy1DyAo6jpXnfkM34fjZ6KMhIFJ0qwlU8aGysYkDb8+FDyGjiXsRlltjQZTxq4I50lYip8VUFoc051NhzpPxda67jS5pbDxHLA1xXSlldxRVmvoRQs7iZWHiBRIyf4kc0Q8xJcfnVigxATW31uDLflKvH51MDFRm4JjmXXgGH\/wDqpnzR4fE2sXw0\/eKOQ0P5mmsYomSRY3kUhZowHXlY2Yem9VOxaViGJ1y7rImhYdctj1saLJEWOIijsQxE8V+IIsw\/fOrMnesTchJgrJIPuyDT8qF0ECTYk5lRkNiRsoJvfql\/cGPKrS6iTMjAIe8dNjbbMDwYHc8d+NBmxeHw\/jmlihaS5sW9mQaEDoeIrPn+keFjA+qxSyvGbxi1ht4kueFLyT6Gjjk+kbUZeGRjfOL2a2mfkbcGt6GnAAyhl1U9K8NL29jZwBAI8NGq7jxnITobngDYdKL2N2scLjSMaS6MbPn1KH8Q9aLuh4\/jykm14PaZamwqAAVBU3Ui4I2IqcoqbJInwiuziosKmwoHE5xUd4OVdZasFWlO0R3lR3h5UQKvKuyihYLRQSdK4sDuKvkFRYCgzrRXWrC\/OozDhXZqWwk5anLUZqnNQsGyQtTlFRmqb11i7Jrq6uopHHV1CxGIhwsRkncIo4mvH9tfSeSfNFhCY49i3GtGLA578HJN9G72v9IMP2epSMrJLsdfCvnXie0u0pe0Zc8zEkbM23oKSd5JmIALN12q6RoQBIxbNeyjn+lXajBVE1YsVbJdyVDKPEDq4GtwNAKkNZLSHwhbE29kcSOuwq\/fCB87W73YKv3Lcfdf31VBJK+WNVBFtOFjr7gfnSJWaW6dFggkYKQVc\/dHtMeXQCpWGF7KUDWNy40B6Dz\/ACo8aQwjLKCym2ZRv6878ulc5ObwnJuNLac7fmfSk\/gf+QH1GNuG5y+Ebn+1VGBVlJCsNCb30ABp9YZHGVQNRYjYAcB0HEnfhVw7JlBBY+0Lj4kczwGwFTcn9hM\/\/p7Di9vjrtRAmJh9ieRSNPa0FPKCHyg3Yg3N9hx15X3PHYaVzIfAEXO\/3AR7X8x5DkKRyYV\/ANcb2lFmbvyWCgEne3AUfDdo4uExKEGSEkxgaAHW9h6mqKjJoLvlJsbe254+QoqIdAAfwrpqTxNTckUUYvtBoe18V3UkYLjviWYst2N+VOr2nJKO77hWRiilVNrKvD986FhcOHsSDc6eHc8Mo\/M1u4TsqKMAzKCb3yD2R+u1SSlOVRRDLPDBbiM4HF\/W4jII2QXtrx8qaFVUAAACwGwAq9elCDSpnkyabtKjq899Ov8AyxiP6k\/+Qr0NYH05F\/oviehQ\/wDuFU40KeZjOWxIF70wrHwkcelKoCbAWPnRgTcdDa21JJDoX7ROaQDkBTPYif8AcC9J4s3xBHI1p9hqDN5U8tQKQex7HzPHiQEZhZRtSuO7QmTs6S8hOYZbHrRu0DfFvtsPOsjthwuHjQndiaXCroXL5MYIWct8Kcwy3ezKLUrHGx1D5RTcEBbUMw61vlpGeOxyNELWaML1rf7Mw6ErmjHQg15+FGzWYk348K9F2bG0MqOPY42O1eR+RK2elBVA2D7KgcBUWocmOw6SmOR8jCw1GlFR45BeORW8jVIpqKMj7OFTarZTXWo2cRw2rr9KtautSthI05V1hyq1qDjIGxGFlhSRomdSA67qedCzhHFtHFD2ipdVICTC5tr+1pPG\/SDsyDE4v7bv0lhU5YRmObXjty415vtbsqWHtPusVKztKgCSEk+L14Egj1rNQAZe8zEC8cgJ0AOx9\/yqyjauzRHHE3p\/pVNGIWwWFVRhwQrysWLKeYG3DjSU\/aGLxMpSTESDD4gZkVfCoO9tKXw1s4jYAJMm1hbMND7xr61Tu2GEkiuRJhnuvO24rmkaIwjHdErCpcwOLJKcynivOx5g28xUgMWLSm2UhZwDbX7rg9ef60V74iHPGBcqJUH8w0I+dWnIKJi0GYEXynZozuPMH97UIvwdNsG6CPKYzkfVg1tDwJI+DD1FROiNEkw8IclGX\/Lcb+YItRFjAdY1ksJGJhc\/clG6nz\/ShiRO9ZZBkixAyuLfw3H6H4Gm7R0U4yUomt9He3mwcn1TGMe5vYE7p18q9gToGUhlIuCNiK+Ysjs\/d2K4iPQD8Xl1+dbn0e+kZwpGHxV2w\/TdOo6dKSUKFzYlP3w7+j2N665osZiljWSJg6MLhlNwanIKk2YuSA1Ooo2QV2VeVLYeQPMakMRRMo5V1hyoWDkimc1U3NFGU7VOUcqVgtAdanWi2FTYUp3IDrVtaJYVNq6juQMXqRer2oWIxEOFiMk7hFHOjGDbpAsIKyO1\/pBhuzlKKRJLyB0HnWH219KmmzQ4K6rsW4mvMyysbvI25tfe1b8f40Ybyf2OjFy6He0+1sRj5C2IkKpfRb6+lZxLMcqISQeWlcI2mI8O3EnQ+Q4UZSkam5Y6WspI\/fWqTyeEa8eKlfgmPwhgxtpYAaW\/mvQhIR4YrgHQnifLlXOrF\/HZFBuVA0B8uJ86PFEZfAg34njp8fOlUUtyHcm3USIIO8BRFJI3sCfef3fyppXWNRErZRmsGZbnXkOfOqkxQxhdGYXFiNAOtVVHxDMliSdGFjc7f218qR+7+BlUFXkjK0zh4wWbi97k67k+Z3p+KJWQ5rWXc20Gmnn0Hqb1MCBVtKxCjhexPDXlbUf3N6DJMXPdxeFtRYaWudfIf2qMpXqI6X2XkkzOY4r6G++pPnz+Wp3tTEUQCl5Tp7TOB8f0FTgsIiAE7fL+\/P0FCxeIMjCHDnbj+9OXyqLdukOkWlKt9miXa9igN72G1+QG9X8UKXZvG4uXt8fLkKtBAmEjzya3HLh5fl7+FUQPiZSzarfz1P7A+FTbXgokXjDkgKm4sich+XnWhBBmCeEsHGUZdC+liByWiYTCDwsw7wSaFOL8x5DT3Vu4XCiHxtZpW3I2HQdKSMXkdIhmzqCpFMFghhxncKZjy2QchTgFcBVr1ujxgqR5cpOTtk1FdepvVYzSEOFYX02\/8r4v\/R\/8hW7WD9Nj\/wCF8X\/o\/wDkKLnbOo86q63UEAbcKsQSbg7mrZdN9eNWyWVSF0vc1ntsqkZkhvO3nWz2Iv2l9NqxjrIT1re7EWylrGr5dROx9lcb\/wDeSactjWF2xJmnVeCrXo8ZGBiGN\/jXk8c4kxkhB0vam\/Gp7FzMEHhy2ci96YhxEAXKRx3tS6wE7EAHkKZWCVB7YF\/5a1ZOiOPs0MLJGzeJ8yjZa9J2aYzl7trEfd6V5fDQs5AVrHpXpuyhICM4BH4hoRXj5krPU\/4CmOYnHz31F7ZfSlHSxBUm3CmMbIoxkxdWIzn\/AJqEIZbPYg8RV4TcTPKKaBx4zEwexLIBw8Vx7jT+G7clFhMiyjmNDWdJGUOuqnYigspBuNfKrpxkRcGj12FxcGLH2T+Lip0Ipi1eLSVkIJuCNmG9auG7YxMQGe0yddGqU4UcrN+1TakMP2xhptCGRuRp1J4pPYcE8qkdsxPpb2ecX2aZYx9rB4ltyrxk4DTxz2+zxS2ZR+LY\/Gvp7qHUqRcEa1897RwZw8mMwX+U3exH+U\/sVTFLwacLtV5QgpIwrrp3mHkDi\/EfsH4UaSZUxkM9vBOuQ\/l68KBHIFxUcrAFZBZltxoOMOXBPDm8UEmZfI6\/rVeN6ZqlOk\/8\/wA0UXtIYNjGFzZJCV8juPlWhhcI0+CUzzZYpWLiNFBZQeOu3OvMuczk89a9H2NO+VbXI0FPOPFWuzHDI5yp9DM\/ZKxwvLBIZ8Oxuw+8p\/EKWlQSg5iLv94bE8\/3x869AkTue8jMccw9Mw8hvWV2hAuGk7wD\/t5T4gNe7fn5H98KzwlzdJ2\/80zdCSS4yWjMdcwzSZgR4XtupGxFdKne+NR9uBmYLtIPxL+Y8+tmXQ95oAznwkfjHD1pbKysojcghs8R2N+I6H528q045L4y6FzQklzg9mh2J9IZ+y3AILwNq0f5rXvsFjcP2hhxPhpA6HfmDyIr5k5WS7hQrA+NbWsfxW4A8RwNGwWLxXZkv1jCOw\/Ev5EcaOX8R1cTE8kMvy1L\/wAZ9OtXVj9jfSPCdqARswixH4CdD5Vrk157hTpk2mnTJqGuRaoLDia7MKFHEBSNquCeNVvXZhzrqOey9dVc1dnpaAXrqUxnaEGCjLzyAcgNzXke2vpRLMDHCe6jPAbmr4\/xpZN9IB6Dtb6RYbAApGRLNyGwrxXaXauJ7RkLSy2Ue4Ug8rykvISqn3mg52c2jX3VtioY1UF\/UtHD5kEaTIvgFhzO5qUjEgzPcm3E2Hl1rkjVTmkN2353q5uy2bwqPu\/rSbk9Giow+X9ie8CsQm19LaeevCqC9xluWGum\/wDa3PnUhQ1rak+4fmabgVEIEns6ep42vtpvRqMBblPvorFB3igOdLWVAdSfLy+dFbECNSkeig6kHhfS36edCeYrH3auAn3gpIz686Jh8I0xAUmy67ai\/wAKm\/uQ6paidFh3mK5QCFGrHVTbkeNaMWWAWN2kWxBbUgczyH6VUGOCMjXLsMote9Js7zMVGiE7D97bfCoyk5\/wUUVH+S7zNMbITc7kfHzPypzCYZY7FyM1dhMKIxm3Nr68+v7NRiJ2b7KI8ACf361KUv8AjEqo+WRisQZLQxaW0vyo2Fw6Yde9fzrsLhVj8R33H799XZHxMgiFwoOvXlUJTS0h0geSTGzWIOVTtvWvhcILKAt7iwUbtzv0v8qvhMFkCqq35Dn\/AGvW3hsOsIvoXO5qavI6XRmzZ1FUiMLhhCMzWMh3I2HQUxXV1alUVSPNbcnbJrqiurrATXV1dTJgJrA+m5\/8MYnqyf8AyFb1ee+nJ\/8ADM\/V0\/8AkKpF7RxmaG2nTXnRJQojNgb2vbhSqvdjY+Hfe9qNLIO7Ou4qMW7or4MrLdtq3OyjkQAjjWUqgnX31o4NrIP0q2edqkDGNdpuIhJJbQLfavFF8zEnid69R9IcSBgcmbVtAK8qLHYir\/hr2WSzP3UMRPGRYkDrTcMoKnxgac6URCV+6BzIo4wyJvlJ5Ai9aJ9C41s0cGYi4zMM19Na9R2aGAte6+VeWwcUeYWRr31Fq9P2bCEIKFgDup2ryc3yPRlqBlYtGGMmCi95DQGRoibjKOIGta8lu+luD7WnXypHFo6MxuSCN70qzW+IqRRWCJlexJ91Uyq17D05VRFIIC5d7W3vVo0ZzpccuYp+R1A2hJ1XUVVWyHc02MPMzElfU6VZsG7e0V9TtVVkbVMVpIWbK+uxq8eJmh8JYkcjrRPqJB0dR61f6mxFs8fvNCv0C4\/YfD9qOotY36HSs7tkmZo8dl8cV1ktxQ6fCmhgGBuHX30QYNihRyrIRYjXangqldCWltHjMSmTOgPsm6+VDxJEndScJVyN58Kfx2FeCV4mvmj2P4l4H3VmHxYeaEbr41rY48X+iqyLJFSX+Nf\/AEZ0KIcQqTHKmazHlWzB\/wBnMVWxU7dRzrMxaexOPZkGvnRsDMWAicEr91uXShJWiMPbKj1UMizxBs9iKszxyQvBMwAYWJ58tKx4I8SD9kr68KbTs\/EysC+VeYOtYPTjGV8ja5SaqhWHMXfDSfxodBb7y9PKqyr3sqqqFu+v7I9l+fka2k7KiaSOaQFpUAAa9qdEAUEBANb6C1Xyfkwu4oTGsijxZl4XsmwSTEnNIBY22t1pyKBIjZUUEaXAp1NRlvZuFLvcOb7ioPNOfbDHFFPoXxPZWGxXjUdzLwdR8xRsN2tjuyysXaKtNBssw1Pv4+utXV7UZJAyFHUMraFSLg0ObWntDOCao1YMVHiohLh5FkQ8Rwq2c86843Z0uGlOI7KlMbcYidD5X+RprC\/SCMv3OPQ4eYaE8P7Uyp9GeWNraNjvDwNSGY1AliEXemRclr5r6Vj9ofSTDwBlwq984G+yimhjlN1FE7Nl5FhQvK4RRuSbV5\/tL6VKmZMCMxG8jaAeVeax\/a+Ix0hzuZjwUaKtJOPvTtfko2rVHFDH8tsaOOU9+BnE9o4jGSFs5Ynd22pVikXiY5n61UyvJ4YlsOlWjhRCGkOZt7DWmlJy7LwjFfD+5yxvN4n0XkdKIWSMZE0HCw3qpctpmCpubUUxBFLP4FPP2hx34aXtS8b7C8ij8e\/soAz6qDmGvNvfw5VO3hI7xuAU6Dkf7GpMhdbRgqBsBfMdtBy50SMCFQJLgNui6Zhe\/wDfpTvXRDvbJiyoSHGY\/hTl6a23rpHkLaE5jbVenI8eFC8btZTvYm2569afw2GFioIJtwNwOFSlUdsrG5aXRGGwpkItbNyuLD9\/vq20y4eMLfNfYHQAcb8Kq84gXIhJJsABcUoqvK\/ia4J1I1uPzFZ23Pb6NCSjpHMXmex9oaWO69K0sJhRlLOQLAG3Ll+xXYXCALdjaw+PL986tPORaNNLaXFRnkvUSkYkYjEG\/dx6HbTSiYTDC+ZhYnbT9\/u9Rg8JnszjqNOFaBQgZFAJNhyvUJzrSH0A7tpGEaHXa42P9tK1cFgAoAyhuvOiYPBZfaF2O5NakaBFsPWopOb\/AEZM2etRIiiEQ01POi3qL11+laVSVIwO3tk116i55VFzyrgUWrqrc8qm55UbOotXVW9dfrRsBavPfTr\/AMtTf1p869BevP8A05\/8tzf1p86pB+5HHn0a2uh4W50R2bJqR5E0BS2pa9qNGDICAVAAvrTOlsJAYZTz4UzA9rC\/nYUqBZTm1vprvRIgc5O430pJ0wxYl25MXljjJ9kXPnWbGV42050bGuZcY5A42FVCAgggE16mGPGCRmlK3YdJEynOQq24muXEJewDHlYGqRwopHhG+tGK2a4FhTT6HxLY\/gcQo0ZWvtqK9P2ZIrAZW4bGvN4FWNhYe6vS9nXCgFQLcb142elI9GXwFXcnFS3ygFyKuVDhlIAFqDixlxkt7jW+29WibTU7\/CsMtSsVMr3USHS7H4VOcjRRl8qMFVhe406VXuyzZRXq4XjaTIT5AWZjuTVbNTGQroflUZSeVbYtGZ2BytVgp5\/Gi5CONTl6n3U1i0UA5\/OrAdRU5egqwHP5UoTL7awpeIYlFu8XtAcV415J4mj7QjRELrIfCBxBr6EBzrzPaGCOCxiKgtGSWhblzWqRXJcWNCbg7QTs7srC4bDJHOi4hlOa7i6g9BWzAcOqhRBCAOGQVnQM7RgraoLSRyAnZtKSk9Me2bSQ4Rz\/AAVU810q57NRxeKQjzF6yUxJQjxVpYbFA28VQnhj9Fo5JLpkPgsRFrlzDmKhQdiK1IsQCLE0RoY5hcgeYrO8P0UWf\/sjGaFX28LVeNIpj3GJQd4PZfYkedOTYQoLjUUjOmZbXsy6qeRpFcJFLU1plJuypUN4T3i8tjSuVkJVgQRwIp5+3sHhYFOJlCzAaoNSawu0\/pV9Y\/8At4VUDZ3rR\/p5T3BCRzuOpmj3giUs7BVHEm1ZXava+GmiMawJOQNJJNAvlzrCmx8+LYk5pjzOiigyKLA4iS\/JV0FUjgx43cnbG5ZJ7iqX2F+ukJ3aF5rbAnQUKQM4DYmSy8FXaqHEWFolCDnVBE8hzMfMmrOTa+kCME3r3P8A8LNNYZYlCiuSAv4pDbpxNXVVQ2Rczc+VGEen2rGw1yjT1JoRi30Gc4x+bt\/QJSF8MdgBu1thRO4tYue7A1Jfe3Py1ouSwzkCPLrYiwW3G3HjfzoLyBjlhUuw2J+JA\/fCnUVEhLLKZcssUd4lLOLHMdl9eG9DijkxJCk3GwA0Gttzy6c6IkIS0mJOY8Adj+lUeViAg8I69d6AEEzrBooJcfetbLrp5VQRvM923bUm3tdb+dTFhi5G9jz3\/e9PxBUiNjqpuLaHhw51OU1ErCDkTBBlUqLFl5G4vUyYkoAkdybcLjy0oUmIKrkF9LjKL7VWKFpnGmnD+9ZZO9s1xVaR0cbyyC5B5Hf1HvrVw+GCoedhqeH9\/KrYbDhEa2pA35GulkP8OPQ7X51nnkctItGNFZ5iPBHe40\/tV8HhDKwLaedThcLnYMwsOF+VbUGG0sBZvd61KUq0jpTUUDigZRZRbgLb1oYfCKnicDN04UaGMIPZJbnRLsDxH+n+9Ksd7Zhnmb0iylVFhtU5151XMPxfKoz2+\/8ACqpJGei5ccz7qgyDm3uqhcf5g\/21XvLH+J\/7a4PEIW02Y11z\/lt76H3g\/wAw\/wCyo73+dv8AbQYeIXX8HxqwNvuj30v3v81\/SpEp4ZffSncGMZrcvfU5+opfvW5L76nvX\/CvvrrYOAfP1FYH03a\/0dlFx7a6etbAkf8ACvvrD+mTsfo\/KCABnXj1quNvmgcTCiGdQQATfQXoqob5bFb71mAyKwYrm\/pNacUjuMjgjKdLjWqzstLDHjaCjLl9m\/ItxqWI3UWOW++lVWRXFjYctLVSd8mFZgDYrvUVuSRmbpGJK2VySdzwqUZr6D1qguWuRRUKKdSB0r3UYwgWYWOcLbpRhExAvMx8rChLOoGquw6LRY8QdbxG3Dall0Uxt2P4WLUAyuDfTxV6Hs9ZLArIWB4G1ebw+ICMLq3TSt\/AYos1sh5XrxvyLTPVVuGivaq5MWTtmUa215UBCRYWA1uLHThT3bAvFDJfZrct\/wDissMzKbXO5K9OhrDNbJIfE4y6AgkaX2oyS2Cm4u2l7Vmu\/iFjc2sRY0WGcgsbkUqlKPQ2jVDDLqL1x7riCL9KVjkJXw\/A0fMefDlWnF+ZLqQrxouUU7EkVXu+i1OYrpv0tV1nUDxJr0r0I5kyLxAip5D3VFv5RTAeNtmPvqCAdnFUU0I4MAP3pQMdhI8Zhmhk0vqGG6ngRT2QnbXyNQUf8Jp1L6FcTyDPiMPM0JAM67pe2Yc151R8VMfC8ci9Cpr0HbHZC9owjwlJk\/hvbboeleOmmx3Z8rQySSRspsVYXtWhSU\/5FSo0TMeINM4bEkEG5rDPbEp9qdL\/AP7f9qqe1XP+NKT\/AOmlqHGXlopyhWrPZRY7KuZiFHMm1RJ9JcJhbgzZyOCC\/wDavEPiXka4w7sebmqnvzqxjiHTWlcca7Y8ceSXUWeqxf0xnkUjDQFV5saw8V25isQSJMUdfuRCs1hF\/iSNIeROld36oLRoqV3KK+ESixV85V\/6XyySNmCBP5pDc+6qN3KauxkbkdqGS8p3ZvIVb6vYXeyjz1oNuXyZSMUl7I\/1ZzYl28KDKOQqqwO3ic5R1o8SnaJP9VtvWiCLUlzmI3tw9TTRhLwqEnkhfvlyYJEAP2aljzovdW\/jMdPuLw86IVNt2sNbXNri3lprVDLGvgjHefyjY6am458fKnUIrvbJTzzkqWkEWMn2VyW18WwPO3HiOlDMyDwQqZWGovsL7+\/bkbVBSWf+K3hP3QfSrZootDYn8IHx+VF2RVFRFJPrK2awvvoOv9ulWMyYfwx+0D7R0tQpJXcb2XkNhURxZzZLtb72wpHSKK2QQ8jXtcnfSm48LlQOTfXffhVlRIFJkIZhspFgfL31BkaQZTe21gLVGeTwjRjh9hVlKoEXW3ADbTjVc7E2W9zyNcEAP2m54LRYIGkOug5CsspGuMSkEBkOtr734D9a14MOqKVIsSBc8PWoijWP2h7htr8TV2UsMqHw8Tz\/AFrLOfIslREkmYhALKPfRsPgmNmPDa43pjDYK9mbhqQeI61qQYYBdjl3HM1K29REnkUQeGwuYezqPhTyoUWyKB1vvVb3AGQ+V6gAX\/h\/Gqxx12YpTcmXuw3UW6vUZ2\/Cv\/5KqRfaM+jVIDDg4\/1Cn4ik97IPup\/vru8mPBP91cA\/8\/8AuFcQ3Ffe9dQNEZ5+S\/7q4vLxKf7q7\/Qnq9dcfhT\/AHUGgkZ5fxJ764u\/Fkrr\/wDpD0auJ\/8ASHvocWHRXvG4unxqO8P4kq1\/5EHmaqWF\/wDC99K0wo7N1WuzD+X41ObpH764E8k\/3UtBIDC\/3fjWL9MSv\/Qnta+ddvOt27cFX\/dWH9MmI7BcEAXkXj1qmNe9CyejzqoAFsCGvTCzk248BfcUspvYX8J48qurG4JBBXhWhoy2xgGyghtTqV5VXtBwmGyhgb8KmI53zXAO5FqVxrnKATrS4o3kSBLURSxIAHrREjexKqEqlxYaX+FEWTSxYAct69hGUL3RKkMwA8t6NCuRtRn+FAGY6BWtzOlFQypl8AvelkymN7G8OCz6KF5XrdwYkVgcqEX1sK86pnzXuFvwtWrgjiAAXdst+BryfyVbPWx7ibvaEZm7OkFhcLmHpXnVYqOg0ueFejw5zJ7TEEWsRWFNE2HmaMA3B2tvyrBInVaJDXcgKMhOgq7BVYEjTh1oCAl7EDUbirztZ7i5FrCp1sI6ki628JXmN6NG99TlrMjcrmBtfbXWm+\/FjlvsPXzqUoUMnaNEBevWhtvuKBDiPCDm9KKzW0FyabHklF0BHa1OY+dUVsw0F7bVdGHE+d+FbPWS7Cd3nMVdJQNmIqhH7tUEDyq0cifQOKYyJWP3vjSfaPZ8HaKWmWzj2XXdauAOBoiluDVWORryI8Z4ftTsfGYBsxyvF92QDfz5Vl2xGwAFfTyWZCr5WU6EHjWB2n9GYcQTJgyInP3D7J8jwrVDLCWpaFc8q8njjHOfacD1qpgG7yKPjTWL7PlwkvdzwsjcmO\/lQgirvEn+6tKx+UyTzryv\/QYjw6nVnY9BREjzW7uDfYtViSL5UiXkeRqrztlOafQi5CiisS8sH+pktRSQTuJCPFIFHELXKkK31LdbdKD3iMbsXkJ\/WuySswsoQfzHXSmUYr4olPJKfzYd3XTex4\/dBt7qp3zv\/DUn+UbWPwrjAigNIxYjix0tXfWFyEICbcF2FGvticvpHCF5CO+fTkDvVu8iiFgLnpzoOc5vG2UX1sCPjUKzFlWGO4tYk8R1rnJLoZRb7LySyNcXyi9tOB6mqAZhZBmy69PXnRVw9xmmYkDQ9fWrmUKgWNRpqQD76lKZWMfohYPDeZjb4bVdptMsC2Xfz\/ThQ1VpNyb8NfnTCQBLBiBqdbXtas8pmqGNlY4jJmvrca3oy2TRRrsWrlzOQB4Vvc24dacw+DuA3Ib1lnkrs1RjQKHDF3uwOvD9TWlHBYdQOWx\/envo8GGK2Fhfa1v3xpuPCltADa3qaySyORS0hNIi5yAabWHLa1PwYRbXPnYDf9KYjgSMWOp5VY34sbcl0rlBvsjLL4Rw+z08KjqanMjf4jehoLFRsqj+rWhtIg0buz\/oqsUl0S7GgE\/zZKtlit\/GceYpHPEf8ND5LauBiP8AhCms7ix3JET\/AB\/lUmJP8+\/upEmIf4Y99VDQf5evnRs7gzSSAH2ZCfQUliGxP\/U4MNh5bKgMmI8APh2VfMm59KDPPhsNh3nkU5EFzbc9B51GFj7uG8pXv5Dnk1OhPDyAsPSutJWDg7NUBh+Mf6akE8Wf\/aaRDDkP99XUg8B\/+SlsLgOXHU+jCoP9Df7jShA\/kPm5qQicVh\/3UAUNqx\/Af99SSeTD1FKhFvpHB\/uq+Rf8uM+TV3+f5oFL\/P8A9DC\/8\/uFQVvxcegoQRb\/AMIej1Yqv+V\/7qBxfulO7SVg\/TKNU7FuGcnvF3OlbYAH+H\/7qw\/phb\/o18oH2i8afH80CV0zBjYlSDrrceVQQwPhFyAPdVnZc4yp3YF9+NRKQCAbXItY\/rVFLyZpJLVl0zbliCV3t8KTxLFmFyL0w4BRbqFNtddqSe5OnO1afx0m7I5H4OAO5oyPlGlh6UFRsDajKB0A5mttkQme52JvxNEiY5gWQ786GCuUEsL0eIZWsRcVOTGjQWKUAHxLbrqRrT0M+VgApbrbSlolV5AAMgO9xTkSZSAbMbX3rBnWz0MMqRsYTEzSAWVVsNqr2tASiYgaAWDD5GowmI7vKGdVA1ptJoZlK3Do4IPWvPa8FpfpGCZRlYlb6E+V6pDLnI1Fj76pjYmweKZCb8iT7Q4UGEZmOZSgOg43PL986TgJY8+QEgaWIAsK5XVWtcEXtbnS3fkK4fRrjTlVVkAc20XgAdb13ALkh6N1UKcwY8tqbikvHYg2O+tZUcoElpNAw5bnb0o0MxUED2hudrCpTgBM1kylCFGo1uKGGKML33t09aCs1hY6ADSx3ojOjDKQRbrpU035HGEkBVQDY\/Cr+FludKQzXHh5667dKOrlGJY8ALU6k4nBCGB0qud15mriXMfFuNSBUkA6g2rRDNfYyZUTMBqLURJr8vdQWBudjVD1vVlL6DxTGZo4MVEY541kQ\/dYXrznaH0UQkyYFyR\/lk6+h\/WtwXvcMdKsHk4HTzq+PPOHRKeFSPAT4aLCyGOZZFdTqpG1VUw2OSBmt0r3eLw0ONTLiYle2x2I9awMZ9HZFu2FfOv4eP8AevQx\/l45fLTMc\/x5LrZhfWMgIWK2tRJJM2pYIvPnTEuBeNiJA4PUW+FUEES+0C1hxq3qRfRJY68CtlO7Z24a7VdIpToq5VJ0Lbij6RjKq2A47GuYuwsONI8iKKDBiBEIaQkkHjtV+9AULGLAUSPDltSDfrRo8EeRtc+lQllReOJsTCs5I9NNv70ePDHwhibX47Dzp4YUrcgZmvuVuNKMmClk0ysoO\/I1mnnRrhioSVTGBlADHxG9Xiw7T8C19LmtbDdkk6MPS1auH7KKi5AUH8VZnmb+JW4x7MjC4BtLKSQdP71r4bAHfU+X61oR4dIx+IjntRMwtY2t0NqVQctyZGWf\/qLph0jAvrpaw2qxRitlKgchRDEp2JqpisL2J8qtGEF0Qcm+wJhcHUX8qGwK6W+FMZTfTMKghvxX86c7YhjWMWDklUqGUXF9RvSc2OijzKrBmHUa1odpRF+z8QBYfZtt5VnNkOBRSBdoQ4PmLUW1FWyOWUk1Tov2Xi5JllefC94gfKuUjTamMfi44cM7Jg3R7eEswtvy9aw8NIW7GxoUnwsXB2IsaIT9nh2mlkd3VAFY3Ava9Bq21+yfqz5JJm0sDOb\/AGYHkSaMmEv7eYdRE1qiRpFWytFluQAU5UBMQ4BIVCQL2vaszmj0kpNaFsThmx3a+GwMZGSEfWJmIsDwUe+n8RBNhypLLZjYWrKw3fz4vHYhWy5mVT4uQ\/vRoy64nNiNQqkjW9M5eAqL+xs95bVv\/cKgE8SlR9biXdL+lcMbFb2fhQsemcXUHXKffVhIlvZqBjYuK\/Cp+uwk+yPdQtnU\/osJk4R\/Gu7wf5fxrvrcHFF91SMVAdo70Ngr9Hd4D90D1qQ45Gu7+M7RfEVyzoT\/AAwP9QpaZ39C2ZetY30rb\/6Tb\/1BW136g2MY996xfpZKH7JsFt9oDVMS\/wBxCT+L0YmKBiICvnjJurX19etBNlHtsNNdNK7OJJHe51Ogtz40JzmNrZTv61sjFtUzynJJl5JSI7kgm1BUkjN6VRgTcEi\/GrICq+Lh8a1Y1xQknYRRcXoim41NxyqFBTKbeEjSxqVRguYjembEs5dBwBPvpmByFttfnS8eUmzKSG060xEO5kW93Gw4VGc2i2NJ7Y3FOTIuQkEi\/n5VMkkr2yPqLWG16XETGUShAoBFiNqagntfvAqm1idjpWXI3VmvHJKQ1DhnDhnK2txOtv2K2cIAosFWx486xFxSiyBC0ija3OtDCzylb2G4BbgP71lab2zVytDnanZ4xuELJczRg5baZulY2AjQQmWV8p17tGGqnmfdWnP2g6R2U5ZGW2osV61lWTNlBYHbTjrfWr44Ka2RftHJEWYWxCZv500IpTE4SWImVG72O2jKdR51JWTDeJGbmTx\/vTEWLZAHYlXbYEjWhLBXxBafZnKSikrfMdAanMQ6uyjax4a9a0ZIsPiXBt3UnEqNPdSmJweIV2eNe8Qm949bem9QcGns6jlmJGpJ03A2o3eAAHdWGtLYCZVl7liVLgj+kin2DWAlMwtuVb9Kk8Y0VZeON2dWAYg6knjRspDsTItragHUUIQxaERMeTM5Pwqzp3C50jLEbIg+JrvTSHREcjIhZjYAXA4miwzGwBAvbib0OOWKchWhOboCD61MmDLHvIpDtorflSPEwNUMq4e1zf03q5jVhcGwHGs9XeEqjaNcXvR4p\/D4rDoedKpOJ3II0TA6C4qhJXTajrKpAueOpq9le9z5iqxy32NyFg5twqwcHjRHgVvZtrtahmAqbkZhwBNVUkw2iHRJBZ1DDqKA3Z+FbeBfSi+Ibm5+VWUkU1\/R1Ch7Kwh\/w2HlrVl7Mwi2tmHSwprPzFTmBruTOoEmAwa8Ht0FqKsGDGhjN+pqbqdKgoOBNDl9o6v2FC4RdkTpcUQGL7iJSuUja1q5TY6jbpRtfR3D9jZlcaKtvUVBml4gUuJCCAD59KnvGNrXtR5A4B+9kG5Fqgysd7eooPeXHHlrXF7Lq178RXczuAcvp+YFQJQR\/E94pXOSeI9asd7FrjhxrvUD6aGA5LaOh9auZGA8SkjzvSZyHS2vO1qGTbjam9Rg9Kx+VopMPIpBF1I3FeZwrBsHhmdwAseQ3rZZJmid1RmAUm5Nhtzrx2CxQeHJLYhdxzqivJEyZ8dNUxrszEKmG7Sw7ak+zf1oK4oy4vCgX1KXHIAW\/Ks8yETTMr+HLv1qmEn\/AO8WQ3spuBWmvk\/slGHvTPoDqskwKNcFc299SKWzBY38I9ojbhYfrWLgMf3faBYlnjcAgDnc1qHExsBm8Pivl\/DawN\/dXlTi0z1YhOw7fVsS1hrO3yFMOVbEENcDKbBR1FA7BljTAyCRgCZnIBPlTMvdPiFZWDeE3HqK5v8A3GKuwZWO3svfqtSsdx7Jb0tRlDOwCIbmtKDs9coM5zH8IqkU5dHTyKC2Za4dt\/q7nqQfyquQBrZUB63Fbc2DhJBRRGw4ilpcQsK2xABXbUDWjL2OmSjm5dIzyjcj6AGqMjW9l\/VBWt9QglXPZowdbA1kYhxDNJGr5wptda6vJSE1N0iQl\/8ACB\/02ru6Ob+CvuoImF7t3grmkQ8XAoUUphshB\/gJWT9KQR2V\/DVftBsK0Q8OgvIT1rJ+k5Q9mDKGvnGpqmJe9CZPizCKd2oCgX4m+4qj9CRfgaMApJDE67UKThqfKt6PATbB9ANfjUgG+h0ql\/Ef3auJ1stwtWQwbOFNxoTsBVwb6EillFmsSLc\/zq2YZPa0UW0oNHLTDrJkcMosRx61wxBMrEubsdSRS6SkgG2u2tdu21gPvcaXj9l3JN6RpxziUrmUqqA2IcD41eCQi5L2OwFt6RV7K12GQaKLfOiRM4LCOyAbki\/urNKHZWMujaDRBxGARIwAbUbUwkg7v\/tlDMp0A4+X61lLMCga5zSAbcaYhmOgV1jQkAsQSfhWPhW2aFIPmxAZjJC8iEXLLa\/uomHxEMrFI5CHH3HGVvjV8IJpXAifM2ufMPY6H+1GMIVw1kaQaBiLkeVa4uzmgeVgdbk8A2tBnwyYkp3hygG9l3pkQSBjaULfUkC5NFXCsxurOSdyF3puVHcQK+zZQVUaDmaFLiZ4jpGygbNc6+6jYoJh8SY5CRoCrEnjVZcQ8DKLF0O7LuKXvwddFxMJ4o5J4gW5kWZfWjW+8Jcp4CwNKySFjawz7jMN6Es2V8gjtKdTpYH1peCemdyfgdOWQHvpM4Xc2287VePunHeROzKB9wj5UmMSumZcp21W5HuokJWVu+wr2cbjg3nUpKP0OrD3WTYynozWHyq+Zl1K4cHm7mrxETJ3hZoyNCraWoMnaMEPhfGJpzAY0jXgNh2viFtJkzfdZTe1IyZ8PIA+4G\/4jTEWMQ4d5oc0sXEXt8PWhT498TGY8qIvIi5qU+P9TmrIinZdbbEGiJiW4DgWsetJMpDDUZhoQDtU3t4bgXFgajxQlmpFiTfLvYC5NHWXNoDvrrWKXyDNe+YiwplZ2BsPatS7QyZokqx1te9cYgRcaUpFOLi50GoFXScrmB1AOUUVkaHsL3La2saoUYcKL9YGYLe558DRA6uRbUcKdZTuTFLN1rrkU1dWvtfjUOl1BANxuKdZEw8hYMRvUrIauVHH5VTKeBp7G0Wzi2orvCVFr6VQg9DU3Ybi\/KuOLFSRrew2tpVTHyFrcb11zwFUlxcOGCnESBA5sCRxrts66L92xNzc89LVZY85yohJ5CjJLglwzYjEYlREu5LaVlYz6XwxIY+y8KZSPvkWXzoxjKXQryN6irNiLs5mGaVwi8bUnje2uxuybgMMRONlTxG\/nsK8Zju1+0u0iRiZ2y\/gXwrT30ZhRJu8yR96DZWkF1t+XnVvS4q2K4yauTD4\/t7tDtQZDC8GCLAOie0w5E1nY7Dxzq88aGJ0HiAGhFekLCbEOcdN3MhOUKEzBR1sRWd2xFAyQYXD3zSv9o1zcgE204DjTxbclQHxUao8z7QAylh0qFkjR1Ooym4Ap3F4GATsMO5UA2zWuL0nNhMQozPH3ifiT9K1aI99DuClgklKYmQxRvazqNiK107LvEJIZExN+Mb3J9K8n\/Q1uh0q8ck0RuuYHmDaozw8np0UjlcfB7OFhhoe5kgcSZ2up0PyoUUzxdr4RcwjEr2ZL3sLj9fhXn8H2jjzKqriZMw2LtcD31aV5Xk+tYmRpJDonC56dKivx6ltlfUuOj3r47B4d7zYiNGtqu5HurMTF4+Od37KxsWIgJuIJNCOgP8AevIrPl0FieJIFMQYsZwXUBuDL4SPdVPQkumSXGz2uF7axcsxgl7PmSYC+UC4PrtWh3ABXEYwqDGLgE+FOteRwv0gkishb7ZfYccRyIoHbPbuI7SIUXjhAH2fM8b1Dg72tj+lb9vRq9s\/SjMHgwBIGxk4nypHsiR3wbEkXEjan3\/nWEPjXoewEVsDJma32p+QpmqReMYwVIaLyW0YD1rhI4FjTP1dL3D687VIw6n796mNaAK76WFjfW43rM+kzuezAG\/GK2xAL2vpWR9KYVTsrMDf7RRVMS96JZWuDPPsSLVS9yaqZAdc9qhGzE5lsQNSTv1rZxZgWeEdRRZ1uoDAanU8qlMqixBLNoQeAoVyzAXuDrrXI5UM9zyUc6olSoy5Zucm2XQhWOUX0N70Mjw7gXtvxFQtyxGuYb25VcQsl7rexA+dN0JQNG0IOgvVmYsoIFrD4VwBGUNtrepyszjYBh7q5tDLshdeFjRUkY2uLLoLcK7ukBLAm2gqWVbFQDmtoOdRckzTDDIIztI5WM3HHNwpuKZTIJncF38KgbLbS1Z6LNG3dqNGGpvTUXeO6Fc3dez6jepSjbSQ112bK9rSRKqJEgUaaCmE7cxCbxxn0rGa5J4C9EDKWOoNxW30ca1RneWb8mwPpBMVU90gLEjQDSmcJ2vipp0jIsrHlXngQDHyFzWn2U\/eYtGJuL+6oZYRjF0WxycnsP2tJIvaDBELqIluOW9qWw0hZjh5DZt15jpSP0g7QbDduy6tlMajQX51mv246kCGFVUG98viJ86SEbghpSqR6WNc91bXId+Iq7hJFsSNNj1pfCTjGxLi8Nba0qX1Hn+VTJjsJh3vJOgI3UeI+4UlFLDBWUjK1+d9z0qfqxJBjMiDiqtYUNe0opsN38CMyXyknh6Ux373K2Vbi6nnQlfhHJ15K\/UBI4kmOa3AterT9lYSRu9CMhtrksAaEss7juncq97g8LUxhXYqY5vaG+u45iljjk32GU6OwyxdxJFCrL4To3HrWaWOZTrztxFa2RlkEkRNxuvMUli8Bnbv8NHcC5aMaMvUdKzZMNOw87RUMs6s2gIFjYamoUhlB4ADWgYdz3bohTQFtTVFliEyWJyBLkDnUeHgDYxlBcM7AgDQCpRvtAWY6G5K7VRQxdwRmC3Nx+dcZhNlDe0Tew0tS0zhiJtza41HSrJKPbPLjwNAlzH+D4yBqLezbepcNGveMvtHNbpS8RrDd4wjba\/s3P5UZJmDMeJGluAoEbpKftLZiCB76owdb+LMn3iOFLXgZD8cpAte+t2NuFMx4i5DE5QSdRzrHEmYncKB6eVGSV2FgLBtrHQGlcWhjaWWOQeLLzqRBE42KmsZsTlQ5CDYWAHOi\/XCgu1xbemUpIHH6HjhszMqtcqL7VTu9bAg8dqjB40YhXLZVaxHnSss8gYhM+54X91VUmdbQysebbbnWH9JbMkMasDIrElb67U3NJMbEs6WBN2GWsPFSlYzNJZiwyrfcniavifus677M1ZWUFT40O6NtWhhsbCCEyd2eJOq\/rWRmNzY6muzNf4VvljjJbEhklF6PVfU8NMqyMiSA6jLV2mjw6AMY4RwFrV5iHFzYf8AgyEabVQySSPmdszN+I1BfjtPb0W9VyN3FY7DSJcXkB+\/bjSiyu2LBQMWWMgW3uRS+Fw7sQsi5YmO52HCgSJJFOzzZsnNarCEU9C5HJxGGlESsiiz7a8fOlnxc0bqySvfdtav9ZZx4guIQfiFmHrvUH6tILKxhbk4uPfWzkn2jDxaZP16DEaYvDo7fiUWNScDFIneYWV1U8GFxQ2wclwO7VlP3lan44o8PEIoydN71OUIr4jrJLyINBiYVvkVtfaU7UJ5HfKXFgBZRy5052jIBhgCd2ApGWd5iGkbMdQDalitlOTaIBq2baoijaaQIlgTxOwHM1DhBM4jcugNg1rXpvIQkV\/rUZ6j505ICHbzNJRH7dPStKUXlf8AqNZczpmrD0AVa9F9HkU4CTNcWmPyFYQXWvT\/AEbjU4KW\/wDmn5Cs85aKT0rHfq8RX+Jboa76qttJFJ86L3WaRttOY99ccMq3bQAfOpKSJcn9gfq1mAzi\/O9ZH0rgKdkXzf4ii1b\/AHKeEa3PGsT6XQgdj5wbASLVsTTmhJybizxxXOlhYEHXrRQhMZuCM1rG3KuFiDYm5toKkEP7R8KnQW3rbbZ5RRYmynKVy2PivUG4yqovpYHhejCzBVX2mOq2tVmKhCqDKENyDrrR5tdnUGSIBUVwAWHtDiKNLCHKFQVt72pUO0cglZgRbw21q0OIaSUDN4jueArPKMu0yirorjIvq+QEEqbEk0DOASIwCGOqgaj1ok7\/AFlRuQouf0+VDQd2rDKSX8KgVaDfH3dgaV6JZFCZc4zD3CrMsiqSRbgV1uTyo\/Z7xxSjMucA6rYHXSt\/B4MxXkdQZiL2tYJ0H60LbY8VJ+TzTYTGRnO+FmykcLnT0o3ZzETOuQqgFrFbV6lYmy5ToBvbjV2gIVc4vzB2FPGk7Yzi6pGOjqRYoDUOyLuo99aU+Gi+7Emc7eG1BXARSnIqkttcMfWrepHuifpS+xLQZTkFraa1pdkAPib2AsDWZ25\/2TxYfDsTKNXLG4HIUXBSzLFewRyNTbeoZ8seGi+HFLlYr23gnxvaksiyosdlUHcmwpMdlxoNTI\/\/ALRXoI4GmUEBmHGy6ULGdnOyX71AbeyWAA6Vkjlm0ki8scbtmGscUAZYyVzCxCsTfzpjCwRYi6xyIjnhsasezMYwyHu478AQb0tJ2NJE4ZZHV11ua0wxuW2yMpKOkbuAwX1EGNmZo5dLnZTw\/SjxxFWMLX8Jup6VlYDtGWJhh8dpfQMdjW+tpow6asuhB+8KacXB7JxkpFSihLNqdwRS5iyESnvJQNhe1qbUKy6Ntz4efKrojE3UaHiNKCkkGjop1nX7J1Mi6EirgZdVJVxSsr4bDOWlniQ3vZfa+FAxPbcIRmiiLkL7UhsPdU5yj4KRjI0PquHxjnOojmbTvFHteY\/Os3H9my4JgWAaGxAcbX4VnN2zisQ+QMEUEaKLA1d5ziu7u5JcDdtBbiffWWaX0PxDQrIEUeId4dLbkgU8ey5jAXQq0g8TJsfKnuzRDFh\/EVfMBnfQWPKnkaMMCg1J8RJvttUdHVRgph53AmhQhnupD6cNadTszvgpxcreIaIupA860u9UjMR4hx4rSuIhEyhUcqN7HTN511RQ3YFuysIWzLNKTzuG+FZ2IVoJCps67hgNP7UfGQ4zDyRiN7W8eYNbU6WFITYqSwtI7sDlcG1gL66fvaneO+jkDadgMo\/hggr++dMYVJsW4jhTO+5sbDzosXZrYrDCWBrN+E8eopLDYvFdmzO0IAb76EXuBSqFvYW\/o3V7GcsrSzKv4gnlXSdh57g4qw30XU0MYoYnBRYsOUZzqi7DzpY9sy4eRoZ3YhtAV39KHFXVC2\/sUxUP1Od4lcnJ7J2uf2auki4gqksrRyqLBrk+lBxUiKjFZpVe+iyR\/G96yxizFfvg7FdA429aaMHLoRyo0Mb32UxHMQToxudOVZeIkIQXNxn8IFaf17u8KRMBY6q2YaUi2PwWq5BIxO6rYCrY1JeDuRlPcNccNKt3ZZsvIXvyFNdyhDO76EiwG\/nQGuCrKLIQQo41qU70C0DKE2OXcXvXd2ytY7DjREALpGCLA2vVpVyllLZsxsRyruTToaLD4QFiNS19PKtuTsK8IkidlJF7CsTBMIcSp0JGmU17RcZhliUGeMaDTNWXNOcX7TTapHjMX2ZJCSxjOn3k\/SkXRwPEokHNdCK9piMRhHBPfxn1rKxKYByS0ig8xVseeTW0JKEWedjkeNvsJCOm3w2ppMcQbTxkdQPyq+Lw+EBushY9FpBldR4WNhzrTGaZCWP6L4\/FibIi+yov76AhJUHzoTqSb0RPYHrT0Ir6LFnCFVNg29qmLRamuG9cOgkR+2XzFabG7t51lRn7UelaLP4zWTMrZrw9BR1r030bYLgpDxzm3uFeVR7mt7secx4Q6i2fa9Ys1xjZXIrjR6BHCl+ZNqsSCct9F1rOWcqM1+govfmwHC2p9ax+ozPxHkFzmPHSsX6Xa\/R+Y8nT11rSE4W7E6kkAVkfS2UN2DKttc6\/OtX4005xJzTpnkScuy+I7ee1SFXIBrw160TEj7YFFsbVJjJKhOFvfXpXaTMM6xycWDkH2wyj2edcFkS5FmDDU0QK7MxuqqD4iTTcEMeZkVVlWSwzEajyruVLbJ8k2I5BGgYMMrG9uVWEojgaHuvE59oixFN\/VBBLnzkj2VBGlK4k3xD20G+vCujKMnQz0rIKpDBYSAlrXJ0orRiGUgSgqFUZ+dKKBZgoIPFefpXOxkYK0mXJYKDrr5UXBtnckeg7IOAh7vFYh3MtiEULoovv1O9bKYzs07YhlJ5g15OHP9XTNfjqfM0UXtVljVBWVo9fHLg5CCuJRzwuwFEZFb7wI4W1rx0ZIYNxBB+IqMzXNjxNH0v2H1vtHq\/qjAkgqWPGxBqJ5YezMM0lwX2UcSa8wmLnj0WaUDkGNDxWIlmAMjsxAsLnaknjaV2UhkUnRSfGA4jvpQX8WZhexPrW72Zjuz5lHckQykaLOL+415Ka7uE570RAcwsbcq6GFS7GnlcdI9rNBISGlzHkc2lLyKpFiF24jasjBdrYvBKqq2dL6q2orZhx+CxoGde4k+F6MsbiJHKpCs0dtc1\/9NQU8FyMw\/DfxDyP5U5Ng5V8YAlvqCp0oT4ZxrMQt+HGnXBbsV8nqjPmwX1iMmORTb7rHK3uP5Unhe0MX2e+XumZRplfatj7OImwub7sfyrL7ScPKNbEEUk88K4rY8cEr5SC4jtrtDwv4IlkHhKrc2pGTFYmc\/a4iRlPAn8hV+1R3aYVQb2iBt5mkgbpn3ykAi\/OsitqzRyURlWCbgX61xfMcpY2+9SySkDvLG50GlMwRDEMkaNbMbFuv6UHGtsDyWdEGknzcyLdB+xTYde6ZVFsoJFuXD5V0UUyMBLGEjFxz4VWOUCNXzAFSEtbfjUm+Qtj0GKfDKrg3VhcLvrbWnoMa5RAWNlva1t71lKLzOFOcPqqdKYK93MGADRsPjUXFMpGVG8kt5SzykggKyjypqKVAqBQua\/iN9hXn4GIYC4ZgNAdPO5p8TZChBvm9pwLelDopSZozNGsTEEFbeZJryHaYtNI2QR3PiXfjcj516ZpSWJMgUnQeHRaz4OxZMTJmvZF2dhmB6DnT45UxWklszou0ZEjWNGsEFgQdqWxUxcLlZndjYHj1vWzP9GpcrJBiI2vrd1I+NYHaMOJ7Ll7ufKJLBgQbgjXaqxim9AlkjQ1g+0Fw5KSD7MgnTYH9KWxWMSadZe7IyAgZDYb1lyTDLo5GlrCpE80ECOEIvxOvwqyw7sy+q6o2JZjIMytm026VnyBplEZOVtbX+VTh5WmjeeJSMg8ca8uY\/SlZn70hlvmU6gnhQjicWCU7OEAkXUnOGsQ+t\/Kit3ZVVEfjW9l4UOPEmJnUpm8+HWiQ4mAPnlVg9rXGoqrUhLKkOzlQSSd9LUZe6AkSMGSS97W0UUCSQ97nikDLqbXtUK91uqm72zNfW1Bx0MmXjkjRy6Jqu54elXCSEkWvmOYfrR0hJyExDKwIvt6momKhO7jvl+8\/O2wpW9lo6IyRi4Q5iBYvVGYrtw4WqgkKKoYWZha361xFn0O1rA1xZSVFgdTqLjerMMx2AsdaA1gWv7d9fKpYsAFGpOtcHmc5Njp0oMmiHWiM2Utr4efWgygmwFPE5yAlSNB76gaaDUCrlb5rezaqsuQG2p2vV+SIsm9TcCqXtrUkaeYvRs5F49WJ6U47+ImlIAWY\/009FF3mVTpmW4PKs2SrNWJ6OQEjyNq1MFN3eE1G7GlkhXIuQjY386YRERAGN0JAIA4mseRqSorJ6HBiCFABBZdwRsKM0zKY1CktYkj5UjYd4GOrE7DlVRKY5WdrhgdOorPwTJmqs2YjxAIDqTrSX0hkL9iSWBAzqB76FDK2a4AZhqAOF6B23MX7LdfEfGLm+l6bDCssf5On8GZIn7zMxa7HQdKZV4xGUIsw1zX6UllGQDiDdqmRiZGYmy5q9ZwT0jxZPk7GUcFkzaofaNXzGPvF5C4HA0o8lpHVT4fnUyFXhVlazLpvSPGKlQ6MTfDNcZrgC3EUDEHMUI+8NaXV2C6iynQmumOuUyBuVq6MOMtFOVomTEMGkZdWdQpvwAttSyyNcje5vc8OtE8NrbPUhQE5EHWtFipqjSgVzho1YEtlufU3oozDZaX70MQ2ZTRSyFQbj0NWS0Cy9iASQRtv51Qq2psdzU3BXiSbcetcTe4tx3pkgNlCCSPCaHLoBfeikW1JAoOIYRxkm5qeRWh8TSkLpE75mC76DypgL4c23ACpgxsMrWH2TbZTtTjxhvaW3WqQSS0LOT5bFLHIPOrKCJk4WINFMf4SCKqsZzqeNdJqgR2zT7Lxk8M1g5yHNcfKjyS7lj5k8ay8NJ3cma40BPvqs+NDsY1OrNYGvMy3KR6WJqMdjU04Cl72HDrWbipAzjObcSTQWxLSZSx0DEHoLUDK7gOSLWB12JvQjCuwyy\/Q3iJjM6OAwKJa1tx09aVw0ZIdH0D+HU21oqlFLrlZpSMg10JqxyM+RrOAfb4jTW1HpURbt2wkGDeNVlmJ7skhVB9o\/pTDkLcQ3UkkAcv3apxOJWWKJIluqCwHGhCeYG7KxMe4I0t1qL5S2z1seHGse9tjCQyvGqtJ4t2YnQAcqBiAUcK6+EhSTyY2ohxaqApkdra5bfCrTYlZpleVGZmHhjtpbnf0pFyT2Y8+OEPiwAlDOpzFSpYKBsQDTnthbtlVmLE32\/etIli06KiLddLDjVs7iIxkhmDWLDYWGtNKNmZSNAToyC2hVsthbaitO0YsDrYG52ArPjnjc5zsfCANL9aNIiyk5mZgSHccgKm1T2OpMLjce31c5W8Z2FyB8d9xT+E+kaQYeNJosqqcuh48qxsXCJoEJjNsxYKOVJNAp1vdBd+fl8aeMYyQrkz2o7S+sypH3qLI65sl7FRa9ZHbMuHZIe\/g73vNIwfaN+PQVhlpUxImAAIFyb8OVDnxWInnM80njc2CfL8qMMFSuznPVFFnjjdAVVYXOyre1TNiYkgjS+Yte6jWw4UlITaM2bMt1t1\/ZpnD4YI7WAJU5Qfma28UlZnC4dsRCUaOyBdV111513cZUzcTwFGUG+utXKkAEMEufaPCltnfoUkwjteWIkFhqp3FAeJoioP8Qi\/kK1FTvlDxSBymh11oeMhVkEtiJdrcDXRlumPKBnsF7zIqaj719qOB3amSOUMCpux50rNaMFA12v4jVVYgOt7qRT8W0ImORYopA93LAgAda4O3dI+bxs21\/u0rE47tha3EdaN3qRjIkd2sASaRx3oopFjIcxYnMMpAHO1Cd2F\/FckWNXaVkbLoCeAFS7nhvxFAPMrfx5SfXpVnuDcnqfKuLG2uW\/EHehux7uzDbQ24V1WMpHMfDccAdOVTlJsoJvehg+EMND041KZih11IuKLVHJhMqgkXW50KjlQ2AZFGoFWiFoySNToKmRSWXgB+td0wgmRfCM1t9edW7slTl3FhXFWINxYi48zRsuZW4E23rnKgpk4WEZwRcixBo6KfAljdlsB1oELkS512VtuYo8jFJWK3HJuQNSlbZWMh0MscYDDUG72okbENYEZj4qQEhWXPchBrrpc86LDMcmVh1N96zygU52OCXu5HCbACxPGudhNKrEAqqj1oErAABgdNzfhV2YElFGmYAGp8fIbCt9muaNT3pNtNrCku0mb\/ppH3c350yxsrEcDale1Aq4N0Cm9wSRtrVMXzQZ\/BiAZVQsdWJtrXObAgaEqCehoeZco4moZyym+nlXq8KPFoqxMlsx1vwqym5yBcoOlVIDFTfUb1NjmLXFzRaCyGPeObaIugqZL97Y7bDyqCnhtfrVrjNm002FDidQwoUToAMxte1DkAKhVIB3a2164S5SWUAFhYnlV48RFAh7sfasLEnUAW\/WgosVJkKkUaMHe7UNi4jRlPhvtXCVFub3Yi1QZVMeQ2tXVJM5Wd9YlCXz8bKBVjLicrfaWIt\/xQ2lFiFIA4aVIlS+ZiCbg0zlIdJBHxWKQKC6m4uLihBpppQZX0GthpXXiYDOxJAtpVhNGCW3JI+FBuTHVLoC0bKplNrZtqZw2KxOHYqpDIq5mVthVBiIzGysB4jfbbWpeWFgQpsGOvlb9a5OSC6fY\/D2hBMAWvEdtdRfzozzqn83HSskvAsZjTQG1zbWuEy30IA5CulKUlQqik7Q60twSrEJexFt\/KoLjORHbOzHU7AW3oXfo4UMtiDe66XqzYqIgAgMALAWtWdxf0VUi8EYkiQZQALA3HtGiGCNkykaEWP8AKL60P67GV1bW1vZqTisOXJLaEHS3GptTvoNoidSj94os7DwAfdA4+6qM2RlEIylYwt7bX3rnxETXLS3JNjpsvIVL4qFzKS1s9rWG1qKjL6FtBJLYd0OxKZhY7HlV8PKt3MjsQQcw4nkPfagzYuGZFzZQ4Nzl0FCWePL42BNrC3zoenJraKLK46THmIZMxQGRUUXA4k0yxSV5WItaHcaa8KRi7QgWM3JznINr6C5P5V0faMQB7wgsdyBa+v8AzUnin9DrIvIdcIyRFmnAZrWGW5qsayRt3QXvI1uWPMHQ39a7s7GYETM2OlYx\/dUA2+Fa47Y7CSPJGVU8+5Y299dKOROuNhvE1rRi+IYfu1sSqkqRy5UQzsskbkaMcvp+70btTtLs+eNBhwFlU6MqZbjjesk4lRHlDbqN+dUWOUlbRJtJ6Y+83gZFJ8Ba3O1QQrR5QQBlAOmwvrSRxUZkBvsTc\/KifXISWvfU30oelJdI7kmFkW+UMbF2DHy2AocmWQksAfFa\/G4qDjYs+cGxO9jf0qDjIyTmewtYAD+1MoT+gWiH7pVDi5KnfmaNFIpQMNOJ86RkxTsxytZeGtQmIVPZcg8zsarwdbEZsr3WhEidda7Erh3jYNKDEN2AOn96yTPh7Bi7X5ChNN39gWyoNlFFQbAN4eWM4kdzdY12LHeiSYiTKSoN9tRtSokiUrY2t0o\/1uBQLNw2rpRknaQW7Qt3IHiZXJOwArkymTKFXTcE70c4qE3Je9+FqWkkRjmU+IdN6KTfaFJZkJsFytf7wqma0uY3VrbGoLBl19rhUEnKFPDj+VUUQl7vcuNLnc71TxK2cXPE3qS5KhQLWqGLHjpyrlFgLpIw8Vrsdr8OtWM3gud81vSgcGF\/a41O4A00N6HAZMvfOb2vbhxogsRZDwuB5UIHS17AE1IYjU2v0pXB+BlIMhsy38x51dReE66gi\/rS5K5NNGB0q3ei7XA8Q58bUrgx+SDODnIvbNe1SAe7bMDY2FAaUMQeQqTKGD3axa1rc6XhI7kiY\/tCpIy5TYnpTAfviLDcaG+xFAEyC1jtc+ZrhOoQKCdBY9eVc4N+AqSQe4L2B8XFW41eNmZjfXW55rSnegqAwBPPaijEgHThs3G1K8cvoZTQy8xCMzbEAAfCiLJa438Rt7qTOIRswJOX7oPCrHExgKVIzAknT4UjxP6GWRfY00jMZNfC4vccKF2g5bBG\/E++hfWoswI0IJJ60OedJIWUG5+75cqMMUlJOhnkXFqz\/9k=\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"100%\"\/><\/p>\n<p>Quyidagi nuqtalar yuqori xavfli garovlarni amalga oshirishda e\u2019tiborga olinishi kerak:<\/p>\n<ul>\n<li>O\u2018yinchilarning formasi va jarohatlari<\/li>\n<li>Jamoaning uy\u2011joy maydonidagi statistikasi<\/li>\n<li>O\u2018tgan o\u2018yinlar natijalarida trendlar<\/li>\n<li>Soddalashtirilgan statistik modellarning natijalari<\/li>\n<li>Maxsus bonus va promolarning mavjudligi<\/li>\n<li>Bankrollni 2\u20113% darajasida belgilash<\/li>\n<li>Grafinik analiz orqali o\u2018zgaruvchanlikni kuzatish<\/li>\n<\/ul>\n<p>Ushbu tavsiyalarni amalda qo\u2018llash orqali <strong>riskni pasaytirish<\/strong> va <strong>yirik yutuqni oshirish<\/strong> imkoniyati oshadi.<\/p>\n<h2 id=\"toc-3\">MostBet daxilind\u0259 uduzmaq ehtimal\u0131na qar\u015f\u0131 planlama<\/h2>\n<p>Har qanday garovda yo\u2018qotish ehtimoli mavjudligi sababli, yo\u2018qotishlarga qarshi reja tuzish muhim. <strong>Maqsadli reja<\/strong> \u2013 bu bankrollni himoya qilish, yo\u2018qotishlarni cheklash va uzoq muddatli o\u2018sishni ta\u2019minlash uchun mo\u2018ljallangan bir qancha qoidalar to\u2018plamidir.<\/p>\n<p>Birinchi bosqichda <strong>zarar to\u2018plamiga chegara<\/strong> belgilash lozim. Masalan, bir kun davomida bakalavelar to\u2018plami 2\u202f000\u202fso\u2018mni oshmasa, keyingi garovni keyingi kun boshiga ko\u2018chirish tavsiya etiladi. Bu yondashuv \u201cstop\u2011loss\u201d deb ataladi va ko\u2018p professional o\u2018yinchilarning standartlari qatoriga kiradi.<\/p>\n<p>Ikkinchi bosqich \u2013 <strong>oxirgi yutuqdan foydalangan holda garovni ko\u2018paytirish<\/strong>. Bu usul \u201cParlay\u201d (ya\u2019ni g\u2018alabalarni birlashtirish) ga o\u2018xshash, lekin har bir g\u2018alabadan keyin garov miqdorini oshirishni nazarda tutadi. Misol: 100\u202fso\u2018m garov yutqazilgandan so\u2018ng, keyingi garovni 120\u202fso\u2018mga oshirish. Agar uchta ketma\u2011ketda yutulsa, umumiy foyda 5\u202f400\u202fso\u2018mga yetadi.<\/p>\n<p>Uchinchi tavsiya \u2013 <strong>bonuslarni optimal foydalanish<\/strong>. MostBet platformasida \u201cDepozit bonus\u201d 100\u202f% gacha, maksimal 20\u202f000\u202fso\u2018mga qadar taklif etiladi. Bu bonusni faqatgina yangi mablag\u2019ga emas, balki yo\u2018qotishlarni qoplash uchun ham ishlatish mumkin. Masalan, 5\u202f000\u202fso\u2018m yo\u2018qotilgan bo\u2018lsa, 5\u202f000\u202fso\u2018m bonus orqali 15\u202f000\u202fso\u2018mga teng garov o\u2018ynash mumkin, lekin bu holatda <strong>bonus shartlari<\/strong>ni diqqat bilan o\u2018qish zarur (bonusni qaytarish, minimal garov miqdori va h.k.).<\/p>\n<p>Quyidagi jadvalda MostBet, 1xBet, Parimatch, BetWinner platformalari uchun \u201cstop\u2011loss\u201d tavsiyalari, maksimal bonus miqdori, bonus turini ko\u2018rsatadi:<\/p>\n<table>\n<thead>\n<tr>\n<th>Platforma<\/th>\n<th>Stop\u2011loss tavsiyasi<\/th>\n<th>Maksimal bonus<\/th>\n<th>Bonus turi<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>MostBet<\/td>\n<td>2\u202f000\u202fso\u2018m\/kun<\/td>\n<td>20\u202f000\u202fso\u2018m<\/td>\n<td>Depozit 100\u202f%<\/td>\n<\/tr>\n<tr>\n<td>1xBet<\/td>\n<td>3\u202f000\u202fso\u2018m\/kun<\/td>\n<td>25\u202f000\u202fso\u2018m<\/td>\n<td>Depozit 150\u202f%<\/td>\n<\/tr>\n<tr>\n<td>Parimatch<\/td>\n<td>2\u202f500\u202fso\u2018m\/kun<\/td>\n<td>15\u202f000\u202fso\u2018m<\/td>\n<td>Depozit 100\u202f%<\/td>\n<\/tr>\n<tr>\n<td>BetWinner<\/td>\n<td>2\u202f200\u202fso\u2018m\/kun<\/td>\n<td>18\u202f000\u202fso\u2018m<\/td>\n<td>Depozit 200\u202f%<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Ushbu ma\u2019lumotlar asosida o\u2018yinchilar o\u2018zlarining moliyaviy confiquratsiyasiga mos platformani tanlashlari mumkin.<\/p>\n<h2 id=\"toc-4\">Q\u0131sa m\u00fcdd\u0259tli, y\u00fcks\u0259k \u0259msall\u0131 m\u0259rcl\u0259r Mostbet istifad\u0259\u00e7il\u0259ri \u00fc\u00e7\u00fcn<\/h2>\n<p>Qisqa muddatli (insta\u2011bet) garovlar, odatda 5\u201115 daqiqalik voqealar uchun taut bo\u2018ladi. <strong>Live betting<\/strong> (jonli garov) imkoniyati MostBet platformasida katta ahamiyatga ega: o\u2018yin davom etayotgan paytda koeffitsientlar dinamik ravishda o\u2018zgaradi. Bu yondashuvda bir necha asosiy tamoyilni yodda tutish zarur.<\/p>\n<p>Birinchi tamoyil \u2013 <strong>real\u2011vaqt statistikasiga qarash<\/strong>. O\u2018yin ichida jamoaning bosib o\u2018tishi, qirriqga egallashi, to\u2018plarning nazorati kabi ma\u2019lumotlar ko\u2018rish ma\u2019lumotlari orqali ko\u2018rinadi. Masalan, futbol o\u2018yinida ikkinchi yarimda 1\u20110 natija bo\u2018lsa va jamoa bosib o\u2018tayotgan bo\u2018lsa, <strong>\u201cKeyingi gol\u201d<\/strong> bo\u2018limida koeffitsientlar tezda pasayadi. Bu paytda yuqori koeffitsientli \u201cHavola to\u2018g\u2018ridan-to\u2018g\u2018ri\u201d garovini tanlash foydali bo\u2018lishi mumkin.<\/p>\n<p>Ikkinchi tamoyil \u2013 <strong>vektorli garovlar<\/strong> (multiple bets). MostBet \u201cMulti\u2011Bet\u201d variantida bir necha javoblarni birlashtirib, bir vaqtning o\u2018zida bir nechta bozorlarni qamrab oladi. Masalan, basketbol o\u2018yinida \u201c3\u2011sonli to\u2018plam\u201d, \u201c2\u2011sonli ochiq\u201d va \u201cBirinchi yarimda g\u2018alaba\u201d kabi variantlarni bitta garovda birlashtirish mumkin, natijada umumiy koeffitsient 7.2 dan oshadi.<\/p>\n<p>Uchinchi tamoyil \u2013 <strong>maxsus promo\u2011kodlar<\/strong>. MostBet, har haftada \u201cLive Booster\u201d deb ataluvchi promo\u2011kodni tarqatadi, bu kod orqali barcha jonli garovlar uchun 1.15\u202fxavfli koeffitsientga erishish mumkin. Misol uchun, \u201cLive Booster\u201d kodini kiritganingizdan so\u2018ng, 5.0 koeffitsient 5.75 ga ko\u2018tariladi. Bu ko\u2018p foyda keltiruvchi imkoniyat.<\/p>\n<p>Quyidagi ro\u2018yxat MostBet platformasida mavjud bo\u2018lgan 10 ta qisqa muddatli, yuqori koeffitsientli bozorni tavsiflaydi:<\/p>\n<ul>\n<li><strong>Keyingi gol (futbol)<\/strong> \u2013 3.8\u20115.2<\/li>\n<li><strong>Bir sonli o\u2018yin (basketbol)<\/strong> \u2013 4.0\u20115.5<\/li>\n<li><strong>Bir vaqtning o\u2018zida bir necha gol (hockey)<\/strong> \u2013 6.0\u20118.1<\/li>\n<li><strong>Setlar soni (tenis)<\/strong> \u2013 5.5\u20117.0<\/li>\n<li><strong>Uyga to\u2018liq urush (volleyball)<\/strong> \u2013 3.2\u20114.6<\/li>\n<li><strong>Oyinning birinchi yarimida g\u2018alaba (futbol)<\/strong> \u2013 2.5\u20113.1<\/li>\n<li><strong>Boshqalar (karantin) (e\u2011sport)<\/strong> \u2013 4.2\u20116.5<\/li>\n<li><strong>Bir kunda o\u2018yinlar soni (basketbol)<\/strong> \u2013 3.9\u20115.0<\/li>\n<li><strong>Noyob holatlar (NBA) \u2013 triple\u2011double<\/strong> \u2013 7.5\u20119.0<\/li>\n<li><strong>Ilgari kelgan g\u2018olib (tenis) \u2013 setchek<\/strong> \u2013 5.1\u20116.8<\/li>\n<\/ul>\n<p>Ushbu ro\u2018yxatni tanlab, har bir garovni <strong>ma\u2019lumotga asoslanib<\/strong> tanlash orqali qisqa muddatda katta yutuq olish imkoniyati oshadi.<\/p>\n<h2 id=\"toc-5\">Most Bet il\u0259 y\u00fcks\u0259k qazanc potensial\u0131n\u0131 m\u00fc\u0259yy\u0259nl\u0259\u015fdirm\u0259k<\/h2>\n<p>MostBet orqali maksimal daromadga erishish uchun bir nechta omilni hisobga olish lozim: <strong>to\u2018g\u2018ri bozorni tanlash, bonuslarni samarali ishlatish, statistika asosida qaror qabul qilish<\/strong> va <strong>bankrollni boshqarish<\/strong>. Har bir bosqichning alohida yoritilishi kerak.<\/p>\n<p>Avvalo, <strong>eng ko\u2018p foyda keltiruvchi bozorlar<\/strong>ni aniqlash kerak. O\u2018zbekiston auditoriyasida futbol, basketbol, e\u2011sport va boks mashhur. MostBet platformasida bu sport turlari uchun eng yuqori koeffitsientlar beriladi: futbolda 2.7\u20113.4, basketbolda 3.1\u20114.0, e\u2011sportda 2.9\u20115.5, boksda 4.0\u20116.2. Bu raqamlar boshqa mahalliy platformalarga qaraganda bir necha foiz yuqoriroq.<\/p>\n<p>Ikkinchi qadam \u2013 <strong>promokodni va depozit bonusini qo\u2018llash<\/strong>. MostBet \u201cYangi a\u2019zo\u201d uchun 100\u202f% depozit bonusini, maksimal 20\u202f000\u202fso\u2018mga qadar taklif etadi. Bonusni faollashtirish uchun <strong>promo\u2011kod<\/strong> \u201cUZBET2024\u201d ni ro\u2018yxatdan o\u2018tkazish kerak. Bonusdan foydalanganda, <strong>to\u2018lov shartlari<\/strong>ni to\u2018liq o\u2018rganish muhim: bonusni qaytarish uchun 30\u202fkun ichida 10\u202fqatlamga garov qo\u2018yish shart.<\/p>\n<p>Uchinchi bosqich \u2013 <strong>analitik asboblarga murojaat qilish<\/strong>. MostBet \u201cStatistika\u201d bo\u2018limida har bir jamoa va o\u2018yinchi bo\u2018yicha \u201cXulosa\u201d (Summary), \u201cO\u2018rtacha gol\u201d (Avg. Goals), \u201cQayta takrorlanish\u201d (Repetition) ma\u2019lumotlari ko\u2018rsatiladi. Bu ma\u2019lumotlarni Excel yoki Google Sheets dasturiga eksport qilib, <strong>regressiya analizi<\/strong>ni amalga oshirish mumkin. Natijada eng yuqori muvaffaqiyatga ega bo\u2018lgan garov turlari aniq ko\u2018rinadi.<\/p>\n<p>Quyidagi jadvalda MostBet\u2019da bonuslar, maksimal koeffitsientlar, foyda foizi va tavsiya etilgan sport turlari birlashtirilgan:<\/p>\n<table>\n<thead>\n<tr>\n<th>Bonus turi<\/th>\n<th>Maksimal summa<\/th>\n<th>Bonus foizi<\/th>\n<th>Eng yuqori koeffitsient<\/th>\n<th>Tavsiya etilgan sport<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Depozit<\/td>\n<td>20\u202f000\u202fso\u2018m<\/td>\n<td>100\u202f%<\/td>\n<td>6.2<\/td>\n<td>Boks<\/td>\n<\/tr>\n<tr>\n<td>Qayta kiritish<\/td>\n<td>15\u202f000\u202fso\u2018m<\/td>\n<td>150\u202f%<\/td>\n<td>5.5<\/td>\n<td>E\u2011sport<\/td>\n<\/tr>\n<tr>\n<td>Jonli booster<\/td>\n<td>\u2013<\/td>\n<td>15\u202f%<\/td>\n<td>8.0<\/td>\n<td>Futbol<\/td>\n<\/tr>\n<tr>\n<td>Muvaffaqiyatli garov<\/td>\n<td>\u2013<\/td>\n<td>\u2013<\/td>\n<td>9.5<\/td>\n<td>Basketbol<\/td>\n<\/tr>\n<tr>\n<td>Sodiq mijoz<\/td>\n<td>\u2013<\/td>\n<td>10\u202f% cash<\/td>\n<td>7.0<\/td>\n<td>Tenis<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Jadvaldagi ma\u2019lumotlar MostBetning rasmiy veb\u2011sayti va foydalanuvchilar sharhlariga asoslanadi. Har bir bonusning maksimal foydasini ko\u2018rinishning asosiy nuqtasi \u2013 <strong>bonusni shartlarga mos ravishda qo\u2018llash<\/strong>.<\/p>\n<p>Oxirgi bosqich \u2013 <strong>uzoq muddatli reja tuzish<\/strong>. Yirik foyda olish uchun har oyda kamida bir marta \u201cKatta tadbir\u201d (big event) tanlanadi, masalan, UEFA Champion League finali yoki NBA Playoff. Ushbu tadbirlar uchun <strong>maxsus promo\u2011kod<\/strong> va <strong>ko\u2018p bosqichli garov<\/strong> (multi\u2011stage) yondashuvi qo\u2018llaniladi. Bu usulda har bir bosqichda yutuq keyingi bosqichga o\u2018tadi, natijada oxirida umumiy koeffitsient 12\u201115 ga yetadi.<\/p>\n<p>Ushbu strategiyalarni birlashtirish orqali MostBet platformasida yuqori daromad potentsiali mavjudligini aniq ko\u2018rish mumkin. Ishonchli tahlillar, ma\u2019lumotga asoslangan qarorlar va bonuslarni optimal ishlatish har qanday o\u2018yinchiga muvaffaqiyat yo\u2018lini ochadi.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>table;margin-bottom: 1em;padding: 1em;width: 350px;&#8221;> Content Most Bet platformas\u0131nda nadir \u0259msallar\u0131n tap\u0131lmas\u0131 Analizl\u0259 d\u0259st\u0259kl\u0259n\u0259n y\u00fcks\u0259k risk m\u0259rcl\u0259ri MostBet il\u0259 MostBet daxilind\u0259 uduzmaq ehtimal\u0131na qar\u015f\u0131 planlama Q\u0131sa m\u00fcdd\u0259tli, y\u00fcks\u0259k \u0259msall\u0131 m\u0259rcl\u0259r Mostbet istifad\u0259\u00e7il\u0259ri \u00fc\u00e7\u00fcn Most Bet il\u0259 y\u00fcks\u0259k qazanc potensial\u0131n\u0131 m\u00fc\u0259yy\u0259nl\u0259\u015fdirm\u0259k MostBet platformasida yuqori koeffitsientlar bilan muvaffaqiyatga erishish o\u2018yinchilarning asosiy maqsadi hisoblanadi. Koeffitsient \u2013 bu garov natijasida [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[1],"tags":[],"class_list":["post-3690","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=\/wp\/v2\/posts\/3690","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=3690"}],"version-history":[{"count":1,"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=\/wp\/v2\/posts\/3690\/revisions"}],"predecessor-version":[{"id":3691,"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=\/wp\/v2\/posts\/3690\/revisions\/3691"}],"wp:attachment":[{"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=3690"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=3690"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/lemonarabicspa.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=3690"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}