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	<title>IT Освіта &#8211; Rafa &amp; Kiko</title>
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	<description>Website oficial do Rafa &#38; Kiko. O Rafa é um menino de 8 anos, muito alegre, divertido e um pouco traquinas, que não gosta muito de estudar, mas que tem no seu fiel amigo Kiko um companheiro para viver grandes aventuras enquanto aprende.</description>
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	<title>IT Освіта &#8211; Rafa &amp; Kiko</title>
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		<title>У Мон Пояснили Школам, Як Організовувати Різні Форми Навчання Нова Українська Школа</title>
		<link>https://www.rafaekiko.pt/u-mon-pojasnili-shkolam-jak-organizovuvati-rizni/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Mon, 30 Sep 2024 19:47:31 +0000</pubDate>
				<category><![CDATA[IT Освіта]]></category>
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					<description><![CDATA[Сучасна англійська поширюється по всьому світу з XVII століття під впливом Британської імперії та Сполучених Штатів. Оцінюємо учнів на сімейній]]></description>
										<content:encoded><![CDATA[<p>Сучасна англійська поширюється по всьому світу з XVII століття під впливом Британської імперії та Сполучених Штатів. Оцінюємо учнів на сімейній формі навчання двічі на рік (один раз на семестр). Заздалегідь на Google-дисках вчителі розміщують зразки завдань, учні можуть ознайомитися з орієнтовним форматом і наприкінці 1 та 2 семестру пройти оцінювання. Таке поєднання має бути реалізовано через індивідуальний навчальний план, який формують для учня в закладі освіти. Про поєднання різних форм навчання також <a href="https://deveducation.com/uk/blog/metodi-navchannya-programuvannya-onlayn-vs-ochna-forma/">навчання на програміста</a> варто одразу зазначати в заяві.</p>
<h2>1 Характеристика Очної, Заочної Та Дуальної Форм Навчання</h2>
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" width="403px" alt="Яка є форма навчання" /></p>
<p>Ця проблема цілком може бути вирішена шляхом розробки окремого нормативно-правового акта, що буде спрямований на усунення наявної непрямої дискримінації цієї вразливої групи та врахує всі особливості цієї групи. Війна в нашій країні продовжується, і наша перемога є безумовним пріоритетом. Долучаємо цих учнів і до різних шкільних онлайн-заходів, флешмобів тощо.</p>
<h2>Форми Навчання, Які Можуть Запропонувати Дитині У Школі</h2>
<p>Моя посада в компанії повністю відповідає фаху, я – інженер із міцності. Інженери з міцності розраховують конструкції на здатність витримувати різні типи навантаження. Практичні розрахунки дають змогу визначити, як у тривалому проміжку часу конструкція реагуватиме на циклічні навантаження, а також з’ясувати, як вона буде працювати в екстремальних умовах. Однією з основних форм позааудиторної самостійної роботи студента є індивідуальне навчально-дослідне завдання (ІНДЗ). Проте починати їх використовувати потрібно на етапі закріплення знань, тобто з другого чи третього заняття після початку вивчення теми.</p>
<h2>Підготовка До Нмт З Української Мови: Як Зробити Це Правильно</h2>
<p>Так, лекційна форма своєю монотонністю здатна придушити в молодших школярах усяку пізнавальну активність. Тим часом як урок &#8211; драматизація розповіді, яку включає в дію уява, мова, мислення, організм у цілому, стимулює їхню бурхливу діяльність. Самостійна робота старшокласників інтенсифікує процес засвоєння знань, а «розжовування» тексту підручника вчителем перетворює будь-яку форму в нудне і марне проведення часу.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://deveducation.com/wp-content/uploads/2022/10/1cbce94b-eb69-47f9-a890-14b8ba331481.webp" width="402px" alt="Яка є форма навчання" /></p>
<p>Терміни навчання за відповідними формами визначаються можливостями виконання освітньої програми підготовки фахівців певного освітнього рівня. По-друге, посилення гуманітаризації змісту освіти, безперервна зміна обсягу, складу навчальних дисциплін, уведення нових навчальних предметів вимагають постійного пошуку нових організаційних форм навчання. У даній ситуації істотно зростають роль і авторитет педагогічного знання у вчительському середовищі. У розумінні сутності інноваційних процесів у освіті лежать дві найважливіші проблеми педагогіки &#8211; проблема вивчення, узагальнення й поширення передового педагогічного досвіду та проблема впровадження досягнень психолого-педагогічної науки у практику. Необхідність в інноваційній спрямованості педагогічної діяльності в сучасних умовах розвитку суспільства, культури та освіти визначається низкою обставин. При розгляді структури уроку в залежності від його типу доцільно виділити перелік структурних елементів навчального заняття (уроку), комбінування яких може надати безліч варіантів.</p>
<p>Переглядаючи досвід, можна запропонувати учням самим відповісти на поставлені у фільмі запитання, проаналізувати результати досвіду. Такий урок буде незвичайним, і учні з інтересом будуть навчатися, навіть якщо вони втомилися. Я показала фільм перед підсумковою перевірочною роботою з теми «Тиск у твердих тілах, рідинах і газах», куди входить тема «Атмосферний тиск». Англійська мова справила сильний вплив на словниковий запас інших мов. Вплив англійської залежить від таких факторів, як знання англійської мови лідерами думок в інших країнах, роль англійської мови як світової лінґва франка, велика кількість книг і фільмів, які перекладаються з англійської на інші мови.</p>
<ul>
<li>Забезпечення належних умов для продуктивної пізнавальної діяльності учнів з урахуванням їх інтересів, нахилів і потреб.</li>
<li>Вступне слово організатора виставки (уведення в гру).</li>
<li>У залежності від структури навчального спілкування В.</li>
<li>Заяву не обов’язково подавати особисто, можна й за допомогою сучасних засобів зв’язку.</li>
<li>Діти які професійно займаються спортом, перебувають за кордоном, чи мають тяжку хворобу частіше обирають сімейну або екстернатну форму навчання.</li>
</ul>
<p>Уроки перевірки знань підрозділяються на уроки усної, письмової перевірки знань. Із позицій цілісності педагогічного процесу урок необхідно розглядати як основну форму його організації. Саме в уроці відбиваються всі переваги класно-урочної системи. У формі уроку можлива ефективна організація не тільки навчально-пізнавальної, а й інших розвивальних видів діяльності дітей і підлітків. Не випадково в останні роки значне поширення одержали уроки культури, праці, поезії тощо.</p>
<p>Практичні заняття та заняття практикуму також можуть будуватися з метою реалізації контрольних функцій навчання. На цих заняттях учні самостійно виготовляють вироби, проводять виміри та звітують за виконану роботу перед учителем, майстром. Співбесіда, як і залік, тільки у формі індивідуальної бесіди, проводиться з метою з&#8217;ясувати рівень засвоєння учнями знань, умінь і навичок. Оглядова екскурсія припускає цілеспрямоване ознайомлення учнів з об&#8217;єктами, стендами, спостереження процесів з метою відновити та систематизувати раніше отримані знання.</p>
<p>Зв&#8217;язок з раніше набутими знаннями й уміннями, опора на досягнутий рівень розвитку учнів. Реалізація на уроці в оптимальному співвідношенні всіх дидактичних принципів і правил. Редакція не несе відповідальності за факти та оціночні судження, оприлюднені у рекламних матеріалах.</p>
<p>Лекція проводиться у відповідно обладнаних приміщеннях – аудиторіях. При згорянні пороху масою three кг виділилося кдж енергії. Чередова, засновані на структурі навчального спілкування. Як повідомляє &#8220;Європейська правда&#8221;, про це він сказав у публічному виступі&nbsp;на саміті &#8220;Україна – Південно-Східна Європа&#8221; поруч з прем’єром Хорватії Андреєм Пленковичем.</p>
<div style='text-align:center'></div>
<p>Сукупність методів викладання того чи іншого предмета є методикою викладання. Детально з рекомендаціями можна ознайомитись у документі нижче. Громом серед білого дня стало паралельне опитування, що його провів офіс освітнього омбудсмена Сергія Горбачова. “Освіта 24” поспілкувалася на цю тему із освітньою експерткою, фіналісткою Global Teacher Prize Ukraine 2017, директоркою полтавської школи № 38 Тетяною Веркалець. Відповідальність за організацію, проведення і контроль практики покладається на випускову кафедру.</p>
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		<item>
		<title>Глосарій Лекції 5 «тест-дизайн  Тест-кейси» З Курсу «основи Тестування Пз» Онлайн-курси Від Компанії Qatestlab</title>
		<link>https://www.rafaekiko.pt/glosarij-lekcii-5-test-dizajn-test-kejsi-z-kursu/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Sat, 16 Dec 2023 00:54:03 +0000</pubDate>
				<category><![CDATA[IT Освіта]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=6740</guid>

					<description><![CDATA[область програми поділяється на колекцію наборів або еквівалентних класів, які вважаються еквівалентними з точки зору розглянутих зв’язків та характеристик специфікації.]]></description>
										<content:encoded><![CDATA[<p>область програми поділяється на колекцію наборів або еквівалентних класів, які вважаються еквівалентними з точки зору розглянутих зв’язків та характеристик специфікації. Репрезентативний набір тестів (іноді — тільки один тест) формується з тестів еквівалентних класів (або наборів класів). Тест-кейси граничних значень дозволяють перевірити, як продукт справляється з екстремальними умовами, виявити можливі дефекти та не тестувати значення параметрів, що входять до меж.</p>
<div style='text-align:center'></div>
<p>Під час аналізу вимог і тест-дизайну дуже важливо розуміти, як влаштована навіть найпростіша функціональність, оскільки в подальшому саме вона може викликати проблеми. Поверхневий підхід на етапі аналізу і тест-дизайну недопустимий, потрібно розібратися в системі досконально, щоб розуміти, що як працює і що з чим пов’язане у програмі. Саме одна з технік тест-дизайну, яка буде розглянута у цій статті, дозволяє не просто написати тести, а спробувати знайти помилки як наслідок роботи чи взаємодії тієї чи іншої функціональності. Аналіз граничних значень (Boundary Value Analysis) – це техніка перевірки поведінки продукту на крайніх (граничних) значеннях вхідних даних. Граничне тестування також може включати тести, що перевіряють поведінку системи на вхідних даних, що виходять за допустимий діапазон значень. При цьому система повинна певним (заздалегідь обумовленим) способом обробляти такі ситуації.</p>
<h2>Исследовательское Тестирование</h2>
<p>Наприклад, за допомогою виняткової ситуації або повідомлення про помилку. Кожна техніка має свої переваги та&nbsp;може виявляти різні типи  дефектів, тому їх&nbsp;комбінування допомагає забезпечити ефективне та&nbsp;глибоке тестування програми. А&nbsp;ті&nbsp;техніки тест дизайну, які базуються на&nbsp;досвіді не&nbsp;можна використовувати як&nbsp;самостійні, лише як&nbsp;додаткові. Тестування для оцінки надійності системи має проводитися</p>
<p>Загалом, якщо об’єднати статтю dou.ua/&#8230;​stimates-or-guesstimatesз&nbsp;цією, то&nbsp;може вийти більш менш непогана стаття. Якщо у&nbsp;вас немає досвіду щодо задачі, яку необхідно оцінити, запитайте колег. Якщо досвіду ні&nbsp;в&nbsp;кого немає, не&nbsp;забувайте про Google. Ви&nbsp;не&nbsp;можете дати оцінку, не&nbsp;маючи жодної інформації для обґрунтування. Наприклад, є&nbsp;домашня сторінка сайту, на&nbsp;якому є&nbsp;каруселька. І&nbsp;цю&nbsp;карусельку ви&nbsp;виділили як&nbsp;окремий компонент.</p>
<ul>
<li>Ми бачимо prime level, наприклад Global Storefront, Global Header, Global Footer, і розділення на підзадачі та проставлені години.</li>
<li>У таблицях рішень представлений набір умов, одночасне виконання яких повинно привести до певної дії.</li>
<li>Спочатку страждає якість тестів, тестування, а врешті-решт і програмного забезпечення.</li>
<li>Для більш зручного процесу тест дизайну, код програми можна зобразити у вигляді графу чи блок схеми, щоб наглядно прорахувати всі варіанти.</li>
<li>специфікації.</li>
</ul>
<p>У той же час, в залежно від технологічної чи архітектурної природи додатків, можуть також застосовувати специфічні техніки, важливі саме для заданого типу програми. Його суть – створення тест-кейсів, в яких кожне тестоване значення кожного з перевірених параметрів хоча б один раз поєднується з кожним значенням, що тестується всіх інших параметрів, що перевіряються. Ця техніка дизайну тестування ґрунтується на теорії, що більшість багів у IT-продуктах з’являються на перехресті якихось двох параметрів.</p>
<p>Різні сценарії можна спроєктувати на початковому етапі. Тестувальник вивчає код програми з тим, щоб краще розуміти принципи її роботи і вивчити можливі шляхи її виконання. Таке знання допоможе написати тест-кейс, який напевно буде перевіряти певну функціональність. Протилежністю техніки чорного ящика є тестування методом білого ящика, мова про який піде нижче. Тестовий сценарій високого рівня (High Level Test Case) – тестовий сценарій без конкретних значень вхідних даних та очікуваних результатів. Використовує логічні оператори, екземпляри реальних значень, які ще не визначені або недоступні.</p>
<h2>Про Нас</h2>
<p>тестованої системи. Адекватність таких тестів оцінюється як відсоток покриття всіх можливих шляхів блок-схеми. У&nbsp;статті я&nbsp;намагалася розписати алгоритм робіт, які необхідно провести, щоб оцінити будь-яку задачу максимально точно та&nbsp;ефективно. Естимація&nbsp;— це&nbsp;непростий процес, від якого залежать терміни, бюджет і&nbsp;те, наскільки комфортно почуватимуться тестувальники під час виконання активностей, які ви&nbsp;оцінили.</p>
<p>Кожна попередня комбінація може бути пронумерована і записана в окремі таблиці істинності, в яких істина позначена як «1», неправда &#8211; як «0». Для невизначених станів використовують позначку «Х», що може бути як «1», так і «0». – При використанні автоматизації тестування на цьому рівні, підтримка тестових скриптів може виявитися достатньо накладною, якщо програма часто змінюється. При цьому очікуваний результат визначається саме тим, як повинен працювати код програми. Ось три основні техніки, як тестувати програмне забезпечення.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://deveducation.com/wp-content/uploads/2022/11/bb06bc2f-941c-40a7-9d7b-711a38d52022.webp" width="304px" alt="які є техніки тест-дизайну" /></p>
<p>У таблицях рішень представлений набір умов, одночасне виконання яких повинно привести до певної дії. Причина/Наслідок (Cause/Effect) – це, як правило, введення комбінацій умов (причин) для отримання відповіді від системи (наслідок). Наприклад, натискання кнопки «Додати» для відправки форми додавання клієнта – це «Причина». Після натискання кнопки «Додати», система додає клієнта в базу даних і показує його номер на екрані – це «Наслідок».</p>
<p>Покриття вираховується як відношення кількості переходів, покритих тестами до загальної кількості переходів в коді програми. І, до речі, 100% Decision покриття гарантує 100 percent Statement покриття, але не навпаки. Техніка чорного ящика застосовна на всіх рівнях тестування (від модульного до прийомочного), для яких існує специфікація. Наприклад, при здійсненні системного або інтеграційного тестування, вимоги або функціональна специфікація будуть основою для написання тест-кейсів.</p>
<h2>Текст, Который Будет Отправлен Нашим Редакторам:</h2>
<p>Еквівалентний розподіл (Equivalence Partitioning) – це техніка, яка полягає в розбитті всього набору тестів на класи еквівалентності з подальшим скороченням числа тестів. Наприклад, пройшовши курси з маркетингу, ви зможете реалізуватися як маркетолог чи SMM-менеджер. Тест-дизайн (Test Design) – це етап процесу тестування ПЗ, на якому проєктуються та створюються тест-кейси, відповідно до визначених раніше критеріїв якості та задач тестування. Покриття вимог (Requirements Coverage) – оцінка покриття тестами функціональних і нефункціональних вимог до продукту шляхом побудови матриць трасування (traceability matrix). Позитивний тест-кейс (Positive Test Case) – використовує тільки валідні дані та перевіряє, що додаток правильно виконав функцію, що викликається. Навіщо писати про&nbsp;те, що&nbsp;вже розписано вздовж і&nbsp;впоперек?</p>
<p>Оскільки це тип тестування, за визначенням він може включати інші його види. Тестування чорного ящика може бути як функціональним, так і нефункціональним. Функціональне тестування передбачає перевірку <a href="https://deveducation.com/">https://deveducation.com/</a> роботи функцій системи, а нефункціональне – відповідно,  загальні характеристики нашої програми. Можливо, найбільш широко практикується техніка. Тести грунтуються на досвіді, інтуїції і знаннях</p>
<p>Серед технік Accurate я&nbsp;виділила декілька, хоча їх&nbsp;існує більше. Тому я&nbsp;краще зупинюся на&nbsp;ситуації, коли в&nbsp;нас є&nbsp;не&nbsp;всі вимоги або не&nbsp;всі погоджені, і&nbsp;на&nbsp;tricky moments, на&nbsp;які потрібно звернути увагу. Маємо пам’ятати, що&nbsp;естимацію ми&nbsp;зазвичай робимо, коли ще&nbsp;немає повних вимог або вони не&nbsp;погоджені. Тому тут є&nbsp;багато питань, як&nbsp;правильно та&nbsp;ефективно цей час оцінювати. Для того, щоб краще розуміти підходи до тестування програмного забезпечення, потрібно, звичайно ж, знати, які види і типи тестування в принципі бувають.</p>
<p>інженера, який розглядає проблему з точки зору тих, що були раніше аналогій. Даний вид тестування може бути корисний для ідентифікації тих тестів, які не охоплюються розглянутими вище більш формалізованими техніками. Тепер ми&nbsp;маємо всі можливі комбінації умов та&nbsp;дій для програми.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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S2DAgZ1idWJ1GtsL2mbMTqxOrE6hiTZidWJ1YnV8FvxOrE6sTqmJEv5Luo3M377iyU/wDEBTTPxAV038SSls/iH6T+JDMO/ETVQ/iKuR96f29HdNv9aXnTH1oz2tbfs0d4W3Rpdfkj29D67by0Z5Wvp6N+rX1dG+Ft06O6rfw0f66fLW379Y9vV3d/Jd1TbS6MTFW9v+HsL8Kd+G3hAX4fmLgNXX+OJVNtCaNz+GG66QrAiv7ejum3+tLzpj60Z7Wtv2aO8Lbo0uvyR7eh9dt5aM8rX09G/Vr6ujfC26dHdVv4aP8AXT5a2/frHt6u7v5LuoYZM7bittxW24rbcVtuK23FbbittxW24rbcV/tv23Fbbiih0BGSS23FbbimbxHbcVtuK23FFu+dtxW24rbcUO6T23FbbiphsUuGyO24rbcUzdEbbittxW24r/bftuK23FFD9o75PbcVtuKiGwxMOlG24rbcV8NiVQ2VbbittxUw2KCGzG24rbcUUOgRhk1tuK23FMh0L/6SzbcVtuK23FDulm24rbcVtuK/237bittxW24qd27+S7qJsrld38Li7H45MbIuxkIuQmeUG/JGbX+3o7pt/rS86Y+tGe1rb9mjvC26NLr8ke3ofXbeWjPK19PRv1a+ro3wtunR3Vb+Gj/XT5a2/frHt6u7v5LuqFskmWjGDwZkcDgOLVrK4PzRWJfCLdi26/29HdNv9aXnTH1oz2tbfs0d4W3Rpdfkj29D67by0Z5Wvp6N+rX1dG+Ft06O6rfw0f66fLW379Y9vV3d/Jd1W/h+1M7bmLpRW9O6QetU5BltXnSD1k1bBZFM9kbpRW+guBFSwYKneCHrGhYJHV1QPWw1sFq6koG5i5VKKPrU0VsyDLaZ5WbRlC2C0ab9WrRxrYLYpvhbtGgYLJp3UhojIsEzp/rraIuhgkzRbBU3IMM0I4XcS8IjR3d/Jd1GafkDXNtbmyYRLd4NJZMcxoWfc7ZkXux6O7CiUWjfim9DFw1u9stRs5V50kspuUGDF2fW32DiUWDNnyHzsbHyPwaby3+Kd4YocwWGcWu3PdVAyB2+yU2e7jO8ziUW5/HwfWK4Yv4KLL4+UoKCU0P/AIXxtez/AFo/1Bo//nXA43H1FO5D4/8AznBiZMf8vndaNH5sWjjH4+UQW78PJcMTPzFv8fKLUt1uoYNgicWMRuCzKJGPbBcgSf1KykYY7u/ku6rdYfIrAdfiPz/29HdKPrS86Y+tGe1rb9mjvC26NLrT40j29D67by0P7tfT0b9W3q6N8Lfp0d1W/ho/10+Wtv36x7eru7+S7qBpQTW3ATNyQzNyyHR+JLlv+QCZ5TQlV5nNXyN3p/b0d02/1pedMfWjPa1t+zR3hbdGl1+SPb0PrtvLRnla+no36tfV0b4W3To7qt/DR/rp8tbfv1j29Xd38l3UCd9SndBpI7ziPgBtts8aNs24lK1EJAEBr/b0d02/1pedMfWjPa1t+zR3hbdGl1+SPb0PrtvLRnla+no36tfV0b4W3To7qt/DR/rp8tbfv1j29Xd38l3UIGc4W1hbWFtYW1hbWFtYW1hbWFtYW18FvwtrC2iUwQgDMsLawtpgkocLawtrC2igonC2sLawtoYJh4W1hbUrYFLWwxwtrC2mQS4wtrC2sLa+Ck8LawtoktgREmHhbWFtQBgxK2GjC2sLaxsAlLYasLawtqVsCgWZxhbWFtEpgiIGdYW1hbTFMFewzZhbWFtYW0MExmFtYW1hbXwW/C2sLawtqYIS/ku6jPaQXUguL3/XlTIcydkXkfKXQ6pMzgJJd1p/b0d02/1pedMfWjPa1t+zR3hbdGl1+SPb0PrtvLRnla+no36tfV0b4W3To7qt/DR/rp8tbfv1j29Xd38l3VCTOjs5MeD+nGdBjZsmuHFJTCaK1L4WqYZoc7XrviOyK5UJu6Tuitp5P/0LcDJvOkbqeau6jGBiwW+wu+I7MrlYzUGa65USfJXtJkMUt8poLr/WblUVcz8jN0S6i4GJ5C5YW/PF3koblRVmFoHcFbxyIzLuFsJnki6kCG5ilsFsN+l3UpIbn/dbRbTfDlSguR8MW0W07qFspoLr5rkq2tKCtcspOLr9eSraJQYwZrLlwR8le1bIZBb88XeShuVFS3C2nd38l3UkhBcuUNbxmMq9+8d24ahyinKvau4gz0ZG5zbNspNDZBvQKpN0WTYYAGdzedM20sJCLhQ26yAW+w2ybNmSWjQDtC37Isy4UW87QFgqJUu/DX25S+baRW6ChTFSV1NmW+VHyI9vjTNLti3KWYVCyMysWZxBhuZ5It8qlW1wEIAoJv0lGSlWtwFJAsrfBSd5hZuGFAcvd1bJbZNtymuNIq+DGxEd4Tanh4/wpAmKrfvi0LhRbz8WwMCI9vjTMqti3WyzBju7+S7q+nNASpo7bvKsiAG78bvgg+CtonnKXJP0/t6O6bf60vOmPrRnta2/Zo7wtujS6/JHt6H123lozytfT0b9Wvq6N8Lbp0d1W/ho/wBdPlrb9+se3q7u/ku6heCa5i6zo38lG3mLrmLrmLrmLrmLrmLrmLrIO/mLrmLorpZgLwSXMXXMXTGjcDzF1zF1zF0TBmeYuuYuuYuhYKT5i65i6m4BtLuAUPMXXMXTGC6OYuuYuuYusgwfMXXMXRXa5EWig+YuuYuoeDWJuQWjmLrmLrkA2VXAKVzF1zF1NyDKC4BUcxdcxdFcgYi8E1zF1zF0y6Wa8wpZzF1zF1zF0LBSzmLrmLrmLrIMHzF1zF1zF0Rw0v5LuoXQqFNFsULd5fn/ALejulH1pedMfWjPa1t+zR3hbdGl1+SPb0PrtvLQ/K19PRv1a+ro3wturR3Vb+Gj/XT5a2/frHt6u7v5LupkiLCLaqWzcmrH82ePGiR5Ccm/8n1dZA2U7pSQxW6N1XnSJCVCQnFNn4ud4bNEkInuiJp3hbEOOCiZq6qDEhiYKK3QFzJCOh9aCES3RupnlaEPGgonRv1akOCCEtG+FsQ7IKJmndSCGB3Rup/rqIYPdG7RJCL90ROklAXMkI6u7v5Luq38NVLFSvzO7PXsmNZjb0OVlbFyWYJILq86bkCFpsaEsY0GM9kVzFwlzyq3NgteMGuGEN0lrNrvCVSxwXG6kkUXF1TlTF1ndu3sC5+IK5GCClsuNyTKnLhtTcFDgkwezyWB7kvyVbkW5v0cSFoW9TZZcSoig0t+V2k5FM33BLkoO1arKcXMy1ckF0/13qzO5JZAkguqFcOKDbFvBXMxbHuj4grkYIKUy4krYyyO7v5LuppmBm6ZvOUYDkdLhNxlkm6q27fyTHzdSlZBKFkbulIDNYV71qBVXnTsEqNCzKUKI2e1sGDFChIELWSREzlYSwULA3eFsI7MC6BYLi6qQGSlC5ZgXkj24AYkbdQVhWoECJFiCWAla5Z5WgjxuOraACsW/SAE7M0rbRW6jpngkBZbGoGUVuooZEQhAjMYV7lqBVP9dQiTMQb1pWrS378QbIt1QALFcR7cAMSKFBQJWqnd38l3UtIsoLRYCNqMVFpEGFuKYtEYVAELD8n9vR3Tb/Wl50x9aM9rW37NHeFt0aXX5I9vQ+u28tGeVr6ejfq19XRvhbdOjuq38NH+uny1t+/WPb1d3fyXdQrYyeO2uO2uO2uO2uO2uO2uO2uO2uO2uO2tp7uO2uO2iS0RhbGFx21x20YmkeO2uO2uO2iE4njtrjtrjtqBNp8dtcdtSpi6BTGDx21x20YmoeO2uO2uO2tpyXHbXHbRIbAwBtZx21x20K2LYlTTRx21x21iYBKUxi+O2uO2sTAkFMZHHbXHbRJaECtjK47a47aNLRXjNjOO2uO2uO2oE2s47a47a47a2nJcdtcdtcdtSJAX8l3Uc/7qucQMuYGFFMSm7Ngrvd7QvQYX5P7ejum3+tLzpj60Z7Wtv2aO8Lbo0uvyR7eh9dt5aM8rX09G/Vr6ujfC26dHdVv4aP8AXT5a2/frHt6u7v5LuoUkyitJIRtP+g20xVranxws5EhtYH8rJ2vXfGVkV0sSd05STQ3XzXKDbclutxupi9Xdf6LYLBb88iLsigblZSt4tk2mkIut5BcrYTvAHyiAuv0m6XVzPyKbsiuVXe63AxYBbs43csqLpc1DYas3nbxyYyruBYTPJNxgSNzMDNyHyz6C6JJRc/BraLKb4A6U0F1+k3S6ZPygrkreuTEPW4WS/wBeWkkhuvmeUv4Et4m00xF1voLlZlRbs43csobpc0t0Np3d/Jd1C6V0t2+SuF4sgQYXSmSdwELU3J+VkbnNsmEk7dsg3ogMlu21Ih4vwlomFnNtklNu9Q265WLPawTyU2ZBKEGt2OW0VoXNWhsQ7wlUu/Dn20k8rWYU6ChU2pSCLdyAt1SlMe3xpmlWpQSkmuhXLDKxLOK2E5nlil34e61Innal8H4JRkhVm4KSssrfAlS/8OfbSTptZhUwQ2oKkzixZBLA5uH+uI7hK0LDxf8AigTBWOWkdoXNBDfio9vjTNKtSErZJrY7u/ku6vnY1wMuKIDODU3e1bJO2goq2XsV+T+3o7pt/rS86Y+tGe1rb9mjvC26NLr8ke3ofXbeWjPK19PRv1a+ro3wtunR3Vb+Gj/XT5a2/frHt6u7v5LuoXimeYFcwK5gVzArmBXMCuYFcwK5gVzArIO7mBXMCiuQMYcKS5gVzApjBePLCuYFcwKJgzPMCuYFcwKFgpPmBXMCpuAbS7gFDzArmBTGC6OYFcwK5gVkGD5gVzAorsJEWig+YFcwKh4tYm5BaOYFcwK5AtJVwClcwK5gVyAZQPBUcwK5gUVyBwLxTXMCuYFHcga8wpZzArmBXMChMUs5gVzArmBWQYPmBXMCuYFScML+S7qm6G1Ra3o3Rbo+FuhlbhreNbhmvmK+YnX+3o7pt/rS86Y+tGe1rb9mjvC26NLr8ke3ofXbeWjPK19PRv1a+ro3wtunR3Vb+Gj/AF0+Wtv36x7eru7+S7qurhYNl3IYKZixFdzL7FVoyJtQD8FtwgQUu4l/4Ukhu9P7ejum3+tLzpj60Z7Wtv2aO8Lbo0uvyR7eh9dt5aM8rX09G/Vr6ujfC26dHdVv4aP9dPlrb9+se3q7u/ku6gxqfkVm5I1yRrkjXJGuSNcka5I1yRrkjW7/AKcka5I0bxMBbCp5I1yRpp5w5I1yRrkjRF8nyRrkjXJGgLCfJGuSNE6GUpsKDkjXJGmlmjkjXJGuSNbvhnJGuSNFcDIgeE+SNckayww0uhaOSNckal0MlToWrkjXJGpdDKW2FDyRrkjRPgxBsKrkjXJGmPE1wyFHyRrkjXJGgLE3kjXJGuSNbvhnJGuSNckaMt5/yXdQSsAWSWTjCsYVjCsYVjCsYVjCsYVjCto8rGFYwpoBhSAzWMKxhV0IwqFh8YwrGFGI8jGFYwrGFIEZZjCsYU0BgbcBlOMKxhVyIxGMKxhWMKgR5WMKxhRrDGgRksYVjCiEYK1AOJjCsYUwBirYB42MKxhTAGBtwGVYwrGFNAcSAGRxhWMKcAYFCMljCsYVjCkCMvxhWMKxhW0eVjCsYVjCmxEO/ku6vBr3QxcYMomrYJqxbAOzNsWt0M7g1/t6O6bf60vOmPrRnta2/Zo7wtujS6/JHt6H123lozytfT0b9Wvq6N8Lbp0d1W/ho/10+Wtv36x7eru7+S7qt/DTGO+AEZ/N/b0d02/1pedMfWjPa1t+zR3hbdGl1+SPb0PrtvLRnla+no36tfV0b4W3To7qt/DR/rp8tbfv1j29Xd38l3VFyCJXdk6D/EPiguWOgLs3Gu5OfzN/RoPaNid0Yw3odLYOLv8A7A081505jVfJez4S3KLfYB7RspuDoZ3C7fji4ImruTKneG9oMG5/3U0ibdUpzAurZ7CQhuZTf0YL2RZlcnEH1/B/HK2jz4lUHkFbWKILgolLZOm/WRqzC4nIppEbfCScLIuv91NKWu6mS2C5X/VbTzP9d+XLy/8AoDjzU7dsi4IjC5OdG/owXtizK6OIp3d/Jd1JXuKLTbHE2yNpjhdsCiC1gJ/KQ7rhlkDFFawVO6Vqgz4K8q07WXnTCBmV2UKWpUKFnsssQbala/MxHxAKhpFagV0u1gJd4W6oobBYQpOwrquKErCzxgpcKXI77htkDQm1iaPrRHzXGiE4TgRVCatFRhCwBQKVjpv1bKjaFgtYqVjlvhbqiZiwWNLTsJ3UlUFPAXvWnab/AFwVBu4K8q0bWUK4aw7UDuQtYDQh33DbIGhNrE6O7v5LupTAWsrpAVlXI8hOTKvJkD4G6tzIGrZ+T+3o7pt/rS86Y+tGe1rb9mjvC26NLr8ke3ofXbeWjPK19PRv1a+ro3wtunR3Vb+Gj/XT5a2/frHt6u7v5LuqIkXMiTpw/F7miaBDILA74MGfNuJc7X+3o7pt/rS86Y+tGe1rb9mjvC26NLr8ke3ofXbeWjPK19PRv1a+ro3wtunR3Vb+Gj/XT5a2/frHt6u7v5LuoXQqeXFZwguSPxy4rlxXLiuXFcuK5cVy4rJG7lxXLiiuYMYdCi5cVy4pjIePLiuXFcuKI4meXFcuK5cULIUfLiuXFS+GUt8LHlxXLimMh0cuK5cVy4rJEHy4rlxRXUSIthLOXFcuKh0NYm4gEcuK5cVnhhKuIWrlxXLiuRDKB8KjlxXLiiuIOBdCq5cVy4o7mCXmhTOXFcuK5cUJwpnLiuXFcuKyRB8uK5cVy4qTyF/Jd1A2FgL4+YeoqgxkcgbIYBDBgUS9Q1vD4lgRNf29HdNv9aXnTH1oz2tbfs0d4W3Rpdfkj29D67by0Z5Wvp6N+rX1dG+Ft06O6rfw0f66fLW379Y9vV3d+7zH1zH1zH1zH1zH1zH1zH1zH1zH1zH1zH1zH0lxtVESJ99zIQFs0DOZL4jdBVsZMGG62uVmw52ZlxML/t6O6bf60vOmPrRnta2/Zo7wtujS6/JHt6H123lozytfT0b9Wvq6N8Lbp0d1W/ho/wBdPlrb9+se3q7uunsW3lvrlvrlvrlvrlvrlvrlvrlvrlvrlvrlvpd04m/uWnVb+FGAnp8R8/EfOsAMHX9vR3Tb/Wl50x9aM9rW37NHeFt0aXX5I9vQ+u28tGeVr6ejfq19XRvhbdOjuq38NH+uny1t+/WPb1d3X3d+2nv/AHLTqFh5CvGfPKYa4e9gKuoyfm/t6O6bf60vOmPrRnta2/Zo7wtujS6/JHt6H123lozytfT0b9Wvq6N8Lbp0d1W/ho/10+Wtv36x7eru6+7v209/7lp1AmGDNoFcRdBbLAOIG/8AMyfhwXTeEV1tp3S1rVly4zrdMsvOmLhgXyrktqm5Rb7C7tvDm6mKid0MJgAN1Jmu6307wztUcXO01O3ndUbmqZyttBcSbmTItG6bw5uvij62G0I5cSwHzJs8lXDEkNzMSpuSm/QtK2UDmjXMgpb4S9qT5W01Nkzd1Ma1U8qIct0kx/ruY4GcuMi3zLKYTAGLmTkLrdoyZFo3TeHN18aO7r7u/bT3/uWnUDRUvlKxi9Z0L1nIvWZS0Blbgb+Ux3PbY5EnakVO6Fq3sj8PiGAkst508aCpVmaVpViFvstsMloVsVDG0RVlk7SCvF2pDTvC3V8yFhshSpFl1Rq3O4A5TtpN5Dve2xyAVqUwfWCshlYDNwCTyM8rVESldjKgSrHTfoVZrB9pDWnaSSiHYlCvkh/D9lKUQsd1KVuKPw+INaiyv9cFb38AcoJLNUKzGdnBXYWpRoQ73tscgFalMU7uvu79tPf+5adWQsyhaS02jaXaMiYtmrorZ7V26ihv5P7ejum3+tLzpj60Z7Wtv2aO8Lbo0uvyR7eh9dt5aM8rX09G/Vr6ujfC26dHdVv4aP8AXT5a2/frHt6u7r7u/bT3/uWnVb+H7X9vR3Tb/Wl50x9aM9rW37NHeFt0aXX5I9vQ+u28tGeVr6ejfq19XRvhbdOjuq38NH+uny1t+/WPb1d3X3d+2nv/AHLTqiZJzw/UyMHzM5gc4izt+Oo7czi91/t6O6bf60vOmPrRnta2/Zo7wtujS6/JHt6H123lozytfT0b9Wvq6N8Lbp0d1W/ho/10+Wtv36x7eru6+7v209/7lp1DC5Dcn4mAN3Fs4D/hk+U/G5VBFuucoVlCsoV8/wD0ZQrKFMYMqUcBWUKyhVxORcND4yhWUKOf+2UKyhWUKTOxmUKyhTDgoQcCrKFZQq4nfGUKyhWUK+f/AKMoVlCjaMgkoAsoVlCpOCK2YI2uUKyhRnBVbnA2+UKyhRmJQg4BeUKyhTGCS0nADlCsoU1gylZQB5QrKFZQpM7HZQrKFZQr5/8AoyhWUKyhTJ3Nvu79tPf+3M/FWfUtYMnjq+eKuuKuuKuuKuuKuuKuuKuuKuuKusf/AF4q64q6ZbgKwTDZ4q64q6euEhxV/HFXXFXRh8M4q64q64q6WGU+KuuKujQK6SgWL4q64q6cvFHFXXFXXFXWP5dxV1xV0VsEAtcNPirrirrCKzt0CdtxV1xV1KBXSECxPFXXFXRIEKUkWBxV1xV0duIAtItrirrirptuAqFUNPirrirrirpYZW8VdcVdcVdY/l3FXXFXXFXRhC2X3d+2nv8A2pnSy6pjaoYP4BzSStzmhFyaqllxwcxpuRKCHX+3o7pt/rS86Y+tGe1rb9mjvC26NLr8ke3ofXbeWjPK19PRv1a+ro3wtunR3Vb+Gj/XT5a2/frHt6u7r7u/bT3/ALMzrZdS1iwDtQY4LJQCFslc8dW7CuQO3Uw4iIjVv6NB7BsTuTGG9DpbBxd/9gaea86cpqvkuZ8JblFvsA9gWU3DKGdwu3Y4uCJq7kyp3huK3VyZtym++Ruf1FTmLurZzCQhuZTf0YLmRZlcnEH1tyVy/lgOZlZ5LaxRBcFEpbJy36yNWwLicimkRt8CJwsi6/3U0pa7qZLYLlf9VtPM/wBd+XLy/wDoDTzU7dsi4IjC5OdG/oyHsizK5OIp3dfd37ae/wDYmfyWXUDoXB3WyuSPxy4h3KDfyQ2xd/JruIYzUh3XDLIGKK1gpd0qVBnwVZVp2nedMIGZXZQpalQoWeyyyW21K1iZiPiAXDSK1ArpdrAS7wBUOsjTuOUTseELXxQkAs8YKXClyO+4bZA0JtYmj61rhhlZKK4BG02eVoqMIWALBSsdN+rZUbQsFrhSsct8LdUTUWCxpadhO6krgp4Kt607Tf64Lg3cJWVaNrKFcNYdqB3IWsBNEO+4bZA0JtYnR3dfd37ae/8APM/lsuoFnvNZspobr/ZdbRsdp8GiQcyi2YF1r/b0d02/1pedMfWjPa1t+zR3hbdGl1+SPb0PrtvLRnla+no36tfV0b4W3To7qt/DR/rp8tbfv1j29Xd193ftp7/zTP5rGJlUZBrc6tzq3Orc6tzq3Orc6tzq3Orc6v8AfdudW51TLSiMg1udW51FvONzq3Orc6pg5nc6tzq3OqN4zudW51TLJocgRudW51FvOtzq3Orc6v8AfdudW51STZiN4zudW51bmfIZFhudW51fLJocgDudW51fLZocgxudW51TLZiMg1udW51FLSH/AKRO51bnVudUQYludW51bnV/vu3Orc6tzq+GEd93ftp7/wAsz8/ntrnj1N62ZD8SIQ/ydf5Ov8nX+Tr/ACdf5Ov8nX+Tr/J1/k6/ydBeuGf8nX+Tr/J1/k6/ydf5Ov8AJ1/k6j8R+a59c+ufXPrn1z659cxuXn1z659c+ufXPrn1z659c+ufXPrn1z659c+ufXPrn1z659c+ufXPrn1z659HeEcje7R59c+ufXPrn1z659c+ufXPrn1z659c+nuzH+2nv1+q+/58T8VE/P8A76e/SZ+P/Cifj/3099TP/iCXx/7ye+VOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6sDqwOrA6hU6sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2sLawtrC2lKZDv/xAAwEQAABQIEBAQFBQAAAAAAAAAAAQIDExRRBBEgMxAyQVAFEjFwIiMwQLEhYGKAkf/aAAgBAwEBPwH2kLR00HpL1+gX3nTR11dAfXLh04H2cvrZjLXnwz/epevuT19luuf9XOvHL3H659poXBQuXIULlyFC5chQuXIULlyDiDQryn2VxwkFmYrECsQKxArECsQCxaD14vePsuK29SeYteL3j7LitvUnmLXi90+y4rb1J5i14vePj17FitvUnmLVjvECa+Bvm/AaM1JzPsuK29SeYtOO8Sy+Wz/vBjbLsuK29SeYuJnl+pjHeI+f5bXpxY2y49c+xYrb1J5i4LWlCfMr0GNx6nj8iOX86EurSWRCdy4ncuJ3Lidy4ncuJ3Lidy4ncuJ3Lidy4N9y4qXbipduKl24qXbipduKl24qXbipduKl24qXbipduKl24qXbipduKl24qXbipduKl24qXbipduKl24qXbipduKl24qXbhTy1lkZ6k8xB11DSfMsxi8avEH/H7FRffp5iGLWp5fxH6CMhGQjIRkIyEZCMhGQjIRkIyEZCMhGQjIRkIyEZA2UiFIhSIUiFIhSIUiFIhSIUiFIhSIUiFIhSIUiFIhSIUiFIhSIUiFIhSIUiFIhSIUiFIhSEtFmP/8QALBEAAQMBBgUEAgMAAAAAAAAAAQACE1EDBBASIDERFDAyUCIzQXAhQGBhgP/aAAgBAgEBPwH6nOIwGo4jwHz0vnH58Sfx1uC49Lj4X4+5B9NjQEeoMBgPpIf5gH835xi5xi5xi5xi5xi5xiY8PbmHhWtzHgFy7ly7ly7ly7ly7lA7XdvbHhbDv1HbXdvaGoaAjgekNA6Vh36jtru3tjwth36jtru3tjwth36jtqutzNp6n7J4APAeFsO/UdtN1uXH12mFp3ahoCOB0fOoYDAdKw79R2x3V1uWX12m+Np3eFsO/UdsGtLjwCut0Fl6nb6Cxp/JUbVG1RtUbVG1RtUbVG1RtUbVGxQsooWUULKKFlFCyihZRQsooWUULKKFlFCyihZRQsooWUULKKFlFCyihZRQsooWUULKKFlFCyihZRQsom2bW/kajsrOzdaHK1Xe7NsR/f6IP752V3Y2zZ6VnKzlZys5WcrOVnKzlZys5WcrOVnKzlZys5WcrOULQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQqQo2h4L/8QAThAAAQIDAQoKBwgBBAAFBAMAAQACAxESIRATIjEyQXFyk7EgM1FhgYKRocHRBCNCQ3OSojBAUrLC0uHiYhRTY/AFJFBgozREcIOEw/H/2gAIAQEABj8C/wDxQ5l7iCWcts/9e9GvYBffbJ6jlGcRV6ZknnOaXMjAMN7GuFTa5WnPiOheh/6kC8ljQwTzyzr0Zt7ZE9bkvxHBcosKHBhwYsKUQBmTP/oTvSSJX20TzNzf9502PemXx3pAcH022xUYn+k9Hd65/rCcLLPMokvR4QphsIwBYZuUqQ6cRljsRwgvSW3qFBn6M80wjYdOJRYcaGxtcN8qH1eyeZRb7CY+UJkqmzzuXosAsYWh06JWSDT5hekiGxlDI4N6xB+A2xekl0GFBAhMdKGbPa5gv/DyITGxJycQ23iyoDneh+jSMMTf7Rs1V6Q5sGGC2JgkNxYDVEeYbDCbEiW125ZzSVMWG145HCahxIMJoivhtxDKdKxelQDDexroDnNrlaZW4joTGn0SBCdEsBhHp5Av/EYxhsc7CpeW8jB4r0mDDMnuiY/wihtqhNbiAjgbQL01zRN99AaOU0NkjAMN7GuFTa5WnPiOhQA70e/+rfg2creVejQ3wIUUhkQ0RDYLW8xXo7b2yH6qJgsxC1q//lf/ANy9KP8ApPR4vrBbENuS3mKi3pjHeqZOp9Od3Mq4wDZelW0mfuVFiRMt/osWz8IwbE2L7tkVlHOaxaqmta2kVOOd0593/romBZiQeWNLhiMkCQJjEqKG0fhlYqYsNrxyOE1exBh0H2abE+EbGubTYnM/08JsxKbWCYV8/wBPCrnOqgTmqpCfKix7Q5pzETTmsgw2tdjAbjRogQm1CRkwWqqQnyqqQqxTU6WznPFnRa9otlPnkZoUwIbCHBwLWAGwzQez0eE1wzhgCMgLcavl4hVznVQJ3GikSbk2YlhtDtIU4UGGw/4tkr3Q2iUqZWJzg0BzsZljQrgw3Snjai+HCa2crA2yydvegSBMYlVIT5UL7CY+WKps01h9HhFrckUCxBzfRoIIxEMCL3+jwnOOcsBVUhPlUyxpM6sWflWE0GyVozINpFIxCSqkJ8v/AKXM4ljWNY1jWNY1jWNY1jWNY1jWNY1jWNY1jWNY1jTaC3HbPkWNY1jWNY1jTZFtPtLGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsaxrGsr705Oc50SdbsUQjOsqLtXeayou1d5rKi7V3msqLtXeayou1d5rKi7V3msqLtXeayou1d5rKi7V3msqLtXeaEOt9Ez7Z5ApD0j/wCc+ayou1d5pzg6JMD/AHHJ7osVzcMjjSFgRXO0Rj5rKi7V3mnFjok6XY3k5lJ8ctPPHPmptiPI5RFd5rKi7V3mmQ630mJbhn8JX/1H/wA581lRdq7zWVF2rvNetiODRDb7wjlUmxy48gjnzWVF2rvNBwdEnUPeHlVUWM5pJOOKRn0rAivdojHzWVF2rvNGl0S1v4yc4UnRyDyGOfNTD4hHxXeayou1d5oML30Cr2zzKQ9It+OfNZUXau80TVFxf7rvNRXRYrmgOAHrC32QpMjOceaMfNZUXau80whz8ed5KhGLHcHOYDbGI8VNkR7hzRneayou1d5ppDomUMcQlMc50SZH+45ZUXau81lRdq7zQcHRJ1D3h5VVFjOaS52OKRn0rAivdojHzWVF2rvNFwdEmP8AkcnOjRXNw3DjSM6wIrnaIx81lRdq7zT3B0WYB945RS50Sx8rHkLKi7V3msqLtXeayou1d5qTnPkIbcTyM5WVF2rvNZUXau81lRdq7zTYdUSnC9s8yyou1d5rKi7V3msqLtXeapBdKpmNxOc/enJ2u7f9m7rflCg2f7e8L0iLfbITrGSFqfoUH4sRekOhya68t3lXpz6wWVTIxJ2o7cvSJj8O5MhsiUB0SJOQ504OMy1xbPlTPifoKNgyV6Q4RZCFKTZDkQPKF0Qt5Xo8h+JeivfFrv2MSHIhrN3qHP8AA/8AMvSL2aTfGCctCiwXOrpAIceddHiF6TZ707gvRoTYtDbzOwBBzsdoT9V/goNmeHvCixb7Yx8gyQxJ2hf/AL2/kCqZYRBeVCD4ld8bPFiUPW8E2Y9wxUw3UV+kSNnMjCrJdfKagLTZPQiIhmWxaVD0XesN6hz5In5l6QYZDTVDE5KJDvhcRTJ0rbV6RDiEmiUqpT7lB+JEUcwyGuvbN5TmGJVgzBIxWr0iG8uIEOYqlPuUbX8BwHfCZvdwB1vDgdLN5+9OTtd2/wCzkcRJ3BCHTgCUhoT3vtLnVY0/Qi4i1sR0lE/E9tM+ZYItOcmadqO3IuAtdjUMixrS42E4yqWiQUP4v6Cr1TgciiRH21EWT5rknCYvbDvQcRa3EmDG9rZTmhrN3oPlhYQn0pwFhc4F3PJGkY8czNdHiE6kZRmUzMxjKQASEGtEgMQUjiNfghDIwRKQ0Jz3Wkvqx2J2hRKhiiAj5QnfjLC0FCkWyljUPW8FCfLCMNoTJWARK3c9iDKbAZzmZz0qUNspvBKgsc59N5nJry3PzKO1tT/WhrQ95MrAnh4aHtIz2WpwIta9os0quWEC8fUnAWFxaXdBRZTYbTaZ9qiFjZF2Mzxqoi1r3y7U/wDE4AE8yLaZ1Y5klRXNGEWEEkzmgypwDoxnS4j2eZRi0vcGwaqXPJ3oiIwTorEijDNOTUC3EnyJGBDxGXtOUCh0S0mc4jjm51Ce+GA2LikUxsmyfyGck4j8L9wUKKIkaubPeu5RzqI+gXtjpG21Sk2QdSRO1dLN5+9OTtd2/wCzqcZAF0+wJxc17ZNrtGMJxcx7aW1yPIokEZQh1JwkXOc90mhMpY9xfOwcyaZ2OaXdivrJ0uY7HoRmHENynDE1OaWPk0hpdmTi6djqOlQ/ifoKGC4AibSfaVrHtm2oTzhMhCdT21dCJP8AtsG9ZD6qqaM6xOBqokcxTqPYiNae1BtLnOtMm8k0KWPfg12ciJnYGVz5k14xObPvClJ1NVNWaalQ8CuirNNMxzc+gaVU4yArJ7k4uY9sm12jGE6pj2lrapHkUSCMoMqKizBJLwABnwQhJjy4uppzzTceESLcxCY+Hk1yUNtDzRCaXEZrFEc6cmSmiBDiOk2oylYExwxEgqFFnbe6ZImGTN8UOPMqjE9ZOdUk9xeXF72k9qovb3mbjg6xVU7KK58yh0Q4ji9tQAliV8bORGdUUPe5z35OlNM7HNLlCcxj3XzEAojwCLHCRRfPIiE9yjObluh0AI315cS2nQr86IXOppxJzSZerh73Jjp5CgiM44AyeRQvWkthZIkqeWsbk2DOxtNuhRQ9xENz508qLb6QwuqlJdLN5+9OTtd2/wCzLWupcapHkwQnYMNs4TmZRNqiCTWl0KjLLpovJB9UQ7SpiTmh7psJkoOCw0VzAeW41ABIpYCHKh0phr8XSosqHVZJccnoUQybhOBDqzZ0KOZtwjgJgH+5+gqG4hmCCCZzLrEJhrSGFuWXT8lBc4guANakw+xDsnKeNPk2GJva6kOIxc6wS1hvlWOck/FSXtl3IOk17bRS44rUybWOlDoyy3OhNzaBCDTzlMYcYZLvC9gm+VVuOaeJTk3jS+qs8vIqiWzv1Q0Tmi1jqXEPkeTEnmmG2cIsyp26VEkGtLodOWXWovJB9VI6U+m0CIJtnKeAFks40vkHFtklDbMNbWSRPMVIytikiSa6lpa+C0ZZErFELnAgskNaSik04UMMFqhNOMUhQmvisa6nEXIzcLBM25kK40Ns7RNya5pBBLZEaUHhocMNuWW+0VDqcKGskRyqGXUyZDLLDjVDsYTXtaHBrogIrLc6gAltDAQ5QaqZQw7EeVRWulPDPbNRb5EaycT2jLMEJOBnitxqp0VgabJlyqY4OHKCnue4NbemWk87lU2I0jFMFOqiNFOVM4kb3Ea+X4TNTJkBVb2IlsVjgMZDsSlW2cp48yphxobzyNdNdLN5+9OTtd2/7MaTuF1+hP1zddqO3cCF8X9B4B+EzxujWbvQ0nfd6PEcAdbwuu0KNrj8rbsPW8FB1BuujWCHGBroAbgw6p41ReyGmAKu+xNwXCmAGmYzr0drhIgMmD0LrO3m65O13b7sTVKDhWAIjplrKswUANY62sVEYgc69GYGOAZEccWaRUSYl6xxRpqyYRwRP2nKI9jXvJitcC5tM+hRGBriXRGGcsfKozpWENkVFAEyWRJdgUUi+P8AUU4TKbeRPiOY6p8GVgn0L0abTJsEg9y6Wbz96cna7t/2c+d24L0NzZ1uhGduOxeiljiXu423m80/QoTDiMd0xPmKawkiFfnA2qKJzhh8mHmTtR25emO/BCstxG1RL88ilgotUMxMukTUP4n6CvRYgnU6IZmeOwqC8ON/L8IT7bjhPGyEO8qM2HNrZMnLNbanNhGcOnlnahrN3qCx1opiGU+dQGRHG9SfnzzVtoqMtC6PEL0uJbMRQGmehekuLjfmn1YnzWXCZysf4L0YsnU6C4m3GbF6Ne3EudxlvN5p2hFvLHb+VqjMBIh35oNuIUhRWsM4QlLSoet4IX10qYLaLZZlDL8qkTuDWCh6LvWG9UxTKHhEWytqKaXf9Fxya2IZQqonbUrbcIyPNOy5E1So2v4C7JO+Eze67IuE+SaHW8LtpAXSzefvTk7Xdv8AswCJiZ3BYlMATT9CeZW1uUpCSkE7UduWIW40JtFlyH8T9BQsFinIT5blo92zxWJYIA0Iazd6nK2Z3qRaJXOjxClISU5CdwAiYwvBYlMACadoUUy9sflajYLcakBIKHreCgTAOAN10awQhMfQGQg6csf/AGSY/EXBelMD35Qws+JObbZHOPWWEAcN2PSbrk4EA+sdj03YmqUYTXU1PJLugJ4daWOpnyp5qcZwp26VCfVa5jgByYkacbmQ2z5LXKJBe6ukBwcvR31OxmzNiUT0g3p7ahZK3tT4kp0tee4JkN7662k4sSDqnWObZ0r0ixkmNGWoZGI3vefvTk7Xdv8AsxpO4KOIrgZSkBiFx+hPLohbDD3TkZd6aXz6eS47UduV9rfmlLE0c92H8T9BWP1RhmlvTjukQ6pmHDydJTmSeHDGHuquDWbvV6AiSaC7AMs5TDVVZjudHiExjHxAThu9YcV0mYEg+09CpJiWw5mvOea47QnCotYYoqcNQKK2dQhvpB6LkPW8F6GWODWerB5TiUbDc29jBkUx/wCJs0NYKEXC2mVhkpCwBOcBa7GsESm8HvUR0JwbIvJOfGVW+K5rAMTTK1MMTKlanKMYTg0hz7ekpri58gLQzGUxzjN0rVE1SotWaJYQZZlS0SCvksKUk2JLCaJBPa4TF6ZvcjSMeMkzKa4i1uJV0248dnYpHFheCm0W4rTNUuEwpuHYZIAf4bz96cna7t/2Y0ncFEiTy5XH6FZEADYjjSWzBWGQTzCVx2o7cnNvpvb8pst12GD/ALn6ChGYxjZNlINukBxab2y0dKc9zqnuxmUrg1m71XDfS60GyedBgxC50eITos8YAldodicHg9yD3vrLRS2yVx2hRaX0kRB+UI2zLjMm5D1vBejicpBjuxOLIlNYk6xBoxBDWCh6LvWG9RIU5VFwn0lMeIjZNxNc2dvLjWEQTzBOUWHOVTnjvTKIlJaJYpgqgaZqJqlRtfwHAd8Jm93AHW8OB0s3n705PLAAKj7buVZto5Zto5Zto5Zto5Zto5Zto5Zto5Zto5Zto5Zto5NZSK6jbWeRZto5Zto5EkAj4jk8sAAqPtuWbaOWbaOTjEaHCl3tk5lm2jlm2jlm2jk1haKzEsNZ/CVm2jlm2jlm2jkKGgerb7Z51m2jlm2jk0uAIqHtu5VNgAEz7x3Ks20cs20cnVtBwfxnlCzbRyzbRyzbRyaykV4VtZ5lm2jlm2jkZy2jlEoaBIieGRmCzbRyzbRyZUBj/GSobmgBpaJC+OsWbaOWbaOTS4CUx7bk1zQA04hfHLNtHLNtHIFwBFQ9t3KiWAAVH3juVZto5Zto5TcAR8RycWAAVH23cqzbRyzbRycSAQBivjlEoAGF+NwWbaOWbaOWbaOUmNAIhtnhnnWbaOWbaOWbaOTWUiu22s8yzbRyzbRyzbRyk4CdTLaic/P96cofo0J1DosR+FLEAVEfHffmCUjKRUXALhDYHEz5VFwD6unPyqNDeQ0w21CbpVJl6gPiPcystBxBQ7xCfFc9tVIskFDl6JEIiWNmZW8ifBjUwXNAOG8Z7o0ncLr9Cfrm67Udu4EL4v6DwD8JnjdGs3ehpO+70eI4A63hddoUbXH5W3Yet4KDqDddGsFD0XesN66zt5uuTtd2+7E1So2v4DgO+Eze7gDreHA6Wbz96cg9j6IsOI+l3SozvSHvjlwyWN3BPhRDTFi4yc3Iop/1ENxdKyjHLEosSLQXxIYba3JKY6BHDHiGGOm2c1Dd6PGoiNbSS4TmvRpxZmE8PJIxqJGa+FJ4Ak+HVJMhTnSJTuDSdwuv0J+ubrtR27gQvi/oPAPwmeN0azd6Gk77vR4jgDreF12hRtcflbdh63goOoN10awUPRd6w3rrO3m65O13b7sTVKja/gOA74TN7uAOt4cDpZvP3pyfe2imo+8ln0LENr/CxDa/wsQ2v8LENr/CxDa/wsQ2v8LENr/CxDa/wsQ2v8LENr/CaKPWVH3nNoWIbX+FiG1/hGpopz+t/hPvbRKo+8l4LENr/CxDa/wnX1kxS7FEnm0LJG1/hYhtf4WIbX+EwFnrL5Z6z/E8yxDa/wALENr/AAsQ2v8ACF7Zbe2z9ZLl5liG1/hYhtf4Ta2imoe859CnDaKZn3vPoWIbX+FiG1/hOvrJ4NnrOccyxDa/wsQ2v8LENr/CaAz1mF7zRzLENr/CxDa/wjNol8X+FEvTc4n6yXsjmWIbX+FiG1/hMraJT/3J+ChljAG0iQvv8LENr/CxDa/wm1tEpj3k/BNLGgNzet/hYhtf4WIbX+EK2imoe859CN7aKaj7zn0LENr/AAsQ2v8ACwminP63+E69tFNR95z6FiG1/hYhtf4TqmimVvrf4US9tsqt9ZLwWIbX+FiG1/hYhtf4Xq2W3ts/WS5eZYhtf4WIbX+FiG1/hNAZ6y33mjmWIbX+FiG1/hYhtf4UnjCqZ7U8/wB6cmNvt7a6I+ZTnGcUCJQ0tlMo4D6w6mjPNTofVVTRZOane31VU0WTmmCTg5zqZHMZTQZJ0y+jplNCFbMtq4A0ncLr9Cfrm67Udu4EL4v6DwD8JnjdGs3ehpO+70eI4A63hddoUbXH5W3Yet4KDqDddGsFD0XesN66zt5uuTtd2+7E1So2v4DgO+Eze7gDreHA6Wbz96cmxIYYaIj7HOknuIh1veHFs7LOdTphjDqEOZl2poZCh46zhSA5pyTr4xlTYlYFVhmodTWSD6nNGhNpbDcBFL6S6VkkHuIySJDNbwBpO4XX6E/XN12o7dwIXxf0HgH4TPG6NZu9DSd93o8RwB1vC67Qo2uPytuw9bwUHUG66NYKHou9Yb11nbzdcna7t92JqlRtfwHAd8Jm93AHW8OB0s3n705O13b/ALOZxAu3BNjh02OlbcfoVLzIviuDUYftATuO1HbkYIOG0TIU28pFyH8T9BRjB02C6YkQybe2eKY2dr8Vwazd6hwSZPfVLtTmjG3Hc6PEKIxpwoZk4JsRuS60XKjiFZ3JsYOwHSkbjtCiB3tRAB8oRh+0BM3Iet4KHD9oQ2nuVTcVwawTIXtUTRLcQMrnWG9Xv2puP1FOp9kyuOV7ONz3y7U9rfZsNyJqlPYcbohl2BOYMbcd0l2K9sHe5CH7RE7tZnIVYuhMM515Ms93pZvP3pyZCiuZIxXEhx0qC2bKK3ZRwVAok4h8QW2WKHINqri2E2Y1CJMMGqJOt0hjUZ8MEOoG9PpvdFOKGZia9Ivp9Z7rszJtWVK267rflCgyHq4t76HWKOSf/M1er5eaSfoUNjsRiRF6S0zvjITWkjPabV/5eV6owpYpp2o7co0WHxjKSOezEobonEOe8mrFjzp34KjRoTPifoKvjR6uI2TxyHlUe+H1o4rszJtWOVqkfwwt5UL0e0htRhnm5F6NQfXHjuXFn6UNZu9MbiNDi08hqXpBcC03xgiaM6iiFK8SEpYp5/BdHiFH9IYMJkU1DlbIL0a/yvV6sqxTTap55T5Myfqv8FBAHq4ph9DphRST/wCarwOX/wDxO0L0lp/EPytUB9hvhqilxlPSjN8MQw+wE4GLEocm0gPljmOheiva4tdgMmOQ2ItIh0Bgvdbpdia+I5kR1AwXGR6Ew84UJ4Ja9spEJrCId5EPBrdITUJ0VzHm95LzLs50wyImW2HSnxWmT4bnOaekqFDky8hnvHSE1CdEfDdYcCIbDoKnIizEVFdicx73NPIZr0duAYciXXwyBPOmGI+HIF0mxDgkaUTSW4BsJXpAOZ8weQyXopNJa/CiVmQJlnTaokOkPMmuyD0ppDaeac1Ea4TBhM3uTnglzy+lxP4QZKKA+GyHZkmbU4Na0AH2DNp0IdbwXpV7mSwShjkWC5jfVmugk9vOixoYcHLhmw/yulm8/enJ8SWFU4T6SnSGUZn7IaTuF1+hP1zddqO3cCF8X9B4B+EzxujWbvQ0nfd6PEcAdbwuu0KNrj8rbsPW8FB1G7ro1goei71hvXWdvN1ydru33YmqVG1/AcB3wmb3cAdbw4HSzefvTleoYFTnPNulQ5Nh4RknsLRWHADnn/0oCltBiUc+JAVwpF9FNWFyYk1gdDvhiUUVWqMYgh0QhMyRhNiQi8tqBY6clQx73tDfWVGdt0aTuF1+hP1zddqO3cCF8X9B4B+EzxujWbvQ0nfd6PEcAdbwuu0KNrj8rbsPW8FB1BuujWCh6LvWG9dZ283XJ2u7fdiapUbX8BwHfCZvdwB1vDgdLN5+9OVbXUva94n0qHNxJYZz5UIgbKhthOcqH64FzX1yl2qyI4MqqpTW1HBiVqLO0Rcam6IXWSCdLOZ3RpO4XX6E/XN12o7dwIXxf0HgH4TPG6NZu9DSd93o8RwB1vC67Qo2uPytuw9bwUHUG66NYKHou9Yb11nbzdcna7t92JqlRtfwHAd8Jm93AHW8OB0s3n705PLaAKjy8ulZTO/zWUzv81lM7/NZTO/zWUzv81lM7/NZTO/zWUzv81lM7/NZTO/zTYcmVVG23k0rKZ3+aymd/miSWEDT5p5bQBUeXzWUzv8ANZTO/wA04vocKXcvJpWUzv8ANZTO/wA1lM7/ADTGSZUYmO38JWUzv81lM7/NZTO/zQpDGyht5edZTO/zWUzv800uoIqHLy6VU2gCZst5dKymd/mspnf5p1QY6beflHOspnf5rKZ3+aymd/mmskyrCtt5udZTO/zWUzv80TNnf5qJRQ2RAz/hHOspnf5rKZ3+aZVQbefzUNwvYBaDK2zvWUzv81lM7/NNLqCJjl801zaADmt81lM7/NZTO/zQJLCKhy8ulFzaAKjZby6VlM7/ADWUzv8ANTJYR0+acW0AVHl5dKymd/mspnf5pxJhkAYrfNRKaBhSz+aymd/mspnf5rKZ3+ak0MBENszbzrKZ3+aymd/mspnf5prJMqttt5udZTO/zWUzv81lM7/NUupnUy0afvTlDbVEDTEiToxp8sOUSloiGkjSjNorroyrO1YLAYgdTKqztWExoiV0Sqs7UwEAEvoOFYLJp8vZdJQm1uFUYtMjmtV5qLmuZUJ5ro0ncLr9Cfrm67Udu4EL4v6DwD8JnjdGs3ehpO+70eI4A63hddoUbXH5W3Yet4KDqDddGsFD0XesN66zt5uuTtd2+7E1So2v4DgO+Eze7gDreHA6Wbz96cg+G9rSyI/KbPOnTiNvjnBxJZZZzKZcyuqqxmD2JtD4YE6iaLJ6Jp18cwkPraaLOyaZUWml9RFNhsknyxOdPFiTKIgDmxC+1s0YkRwc+UrBIC6XclX5QhFpAiTaHN0qknmJlYE/QmybNrorquYJ7SRe2ww+fapCc+QiSdqO3J0BzZNkKXc6m/HW5oDRyFVNNih/E/QVEiFoEVmZSJ0yGK4XsE5Q2THNapgi9NFrudEzIlZIi1TE8tuMSzplcr06eFyGaqf7WQAJmSFpMxPBE1P/AB8QojHtF9BwAPa5EGPOFicQLJqi2c5YrF6uVcnyn0JgYBPHEn7ARtlZO0SsT6Z4s4knua2qcUAjmpCYARe3ML5qQnPHaJTUPW8F6PBcMAwm4XOol8sk+kSzqbUNYL0eEW+rcy13Io9cgGODRz2I05sYIXWG9Q2lvq3OfUeTCUYPkGslajTOYxgiScgTK9GI8E8lqLnZBMochMu500zJqxSE09wxFhT3GV6vknHksCc48XOlkha4oGZM7AALUHDEnvYJyhsmOablNpF6aMJ3giZkSzEWqYn0iS9XKvClPoTAwAOxxJ+wEbZWTtErFgz6RJdLN5+9OTy4gC+Ox6VhRGDSVOoSVFbauSapqFXIsYUhEYTyByc6sENxyKDCxzCRNs890gYzV+UKBe5VigRBygKNBDcGKcueJP0JjpYLYj5qOJigtAh9s5K+vZRJtMpp2o7co07KqaXchUOI9odEBdU0HlKcXY3uqlyKH8T9BTL3IRgKTzhRmNZUIueeKySDeQI/CZ4oQ5ScIhfIGWdPLoJM5YLokysOqVbaQ4zItCfDaJkzl2psVocRRTJr6UwXo1AZTHyITQ8zdTaekKDElY2c09snODolU74ZdiqhsLMKbnB1hGhDreC9KGK+4j0IF0M4LCMOITNPscyHRkOdO1GXsxgT8gUQNIvLoZDf8SVDc9lF7HLjUPW8E2sYDoDQmufJz2RS7WEpKI94kXmcuRDWCYXD1Zg0p5fJzhFDm/5ACSiRXimqQpXWG9BxE2esafmUUEgye0s5wE+M9tNQDQ1OUZgEyS/eoLgHGhsqWupTZwSTMnBiWjpThEM30Ga9JbyuI7l6NYZwmyLWulmVsEuNVVkTCHSgIhm5O+Eze5XuUnXwusMs6eXQSZywXRJlOqqp9kOMyEOt4L0rNfcR6EC6GcFhGHEJmjY5kOWQ507eZdLN5+9OTXvE4YdEzTtmvRy2HZX+FXv3cTDd0f8AQob7ZmPOdObEEGuIrvtXF24+Wah4qP8AUTpotxr0siFOyznsQxlt6/BSMafGfjGCwcgujSdwuv0J+ubrtR27gQvi/oPAPwmeN0azd6Gk77vR4jgDreF12hRtcflbdh63goOoN10awUPRd6w3rrO3m65O13b7sTVKja/gOA74TN7uAOt4cDpZvP3pyexz4c6icscqy4e0Cc+qHM8sUKmcGXJWFlw9oFlw9oFlw9oFlw9oFlw9oFlw9oFlw9oEI1cOmo+2ORZcPaBZcPaBFofDts4wJ7XPhzqJywsuHtAsuHtAnNa+Hku9sciy4e0Cy4e0Cy4e0CZGrh0iJ+MfhIWXD2gWXD2gWXD2gU3Ph2w2+2OdZcPaBZcPaBNYHw51D2xyqgvhzBPvByrLh7QLLh7QI0vh2N/GOULLh7QLLh7QLLh7QJsauHLC9scyy4e0Cy4e0CIrh7QKIHPh2kHLH4QsuHtAsuHtAmAOZjzPBUNhfCm1oHGBZcPaBZcPaBNaHQ5zHthNYXw5ts4wLLh7QLLh7QIND4c6h7Y5UWF8OdR94OVZcPaBZcPaBUh8O3/kCcwvhzqJyxyrLh7QLLh7QJza4dolxgUQOdDtdPLCy4e0Cy4e0Cy4e0Cqc+HhQ2+2OfzWXD2gWXD2gWXD2gTY1cOVvtjmWXD2gWXD2gWXD2gVTS04TBY6ef705U0OcXRHyDdKMgQWmRBzXLIb6T7Wb7AaTuF1+hP1zddqO3cCF8X9B4B+EzxujWbvQ0nfd6PEcAdbwuu0KNrj8rbsPW8FB1BuujWCh6LvWG9dZ283XJ2u7fdiapUbX8BwHfCZvdwB1vDgdLN5+9OUEvi3oXyJhTkojhEBZfmkRHZ00Ck5QDm4jYoAg8b73lxZ16KYHGU+sljlLOoBaW1ODq6dGc8q9BqpptlLRwRpO4IPrbSc87j9CcC4AmI6XOqZirHK47UduVhBlYVNpBHNchk4r5+gquoU8s7pLiAL2zH0oCYmcVwazd6DZiq2zpRAImMdzo8Qqg4Ecs0CDMHOLlTiABVaehCbgJ3HaFFqIE3jHqtVMxPkuQ9bwUFsxVe22IyIMrg1gmNqFQbaEZEGVhudYb1TMVVOs6xRAIJGO45EEiZiPkOW1UzE+S5E1SogJAJiWc9ipmJ8l01ECcNmPS5AEiZxC7U4gAVWnoQm4Cd3pZvP3pydru38BsNuS0SHDd1vyhQoRyIlBZpmJhR4wiEGG6xuZP0KE2cjfXkHnUd+KI2E1ruYzKvVZe0sqtzJ2o7cmXt1N+wHqK2Ex4bBEmyLQ3FnmVfIlYh2WskQNKh/F/QU+FOcKCL41qhOk8V46y2XRagyNXURzFp0Kl2IthDvKhQYlr4c5H8QkvRohiF1+yhyWIazd6hlhlEY17m/Moz2YJdEY0/4qLBLi4NAIJ510eIQhtMocfLCe5rHyZEoFrQ2XavWF9BfJpbk6FI4jX4KMThj0YerHQgMIVMJnELcfNIp8OJfA+icnSPYUWHPHb+QI1cdBhOn5qE2+F4eLZqHreChxYfGQ4DLOUci9W6TYsYiroUVhNVDpAoawUKPDsiNFOkIejw2xCAyolkrT0qHENVNGFeyLCmuBmCWnvR9JZlwnPOkTNibBaIjptrcWSmT0pj8KUjUGETVQMwQoQBk6+RC0881GeMF4Yxrv8TMq9Vl7aKrcyiapTWTl64yPIaVGd72HBk4c802HWXhzC63NciMOeEze5H0g4UUuvYlmE5KIxocJSIrc2ruTmmupptD8YUjiNXgo08IejD1Y6EBhCthM4hbj5pFGHEvgfKcnSPYulm8/enKGWk2PiEjltUNwcb2JjTZNMiRQ2h4nZjC9Hc+mlwJkNChRG02ej1hluNFsN1LaQalFonecQny5+DI8p3BNYWAtbKQ5FWWCpP0JziLWxHSTn0Cp4k7nWA2U07UduTSRitCqcwEqostUL4v6Ci+WEbCVUGCam1sipOE/Vs8UHloqbiKqawAoazd6D5YVon0p+AMPK51JgkujxCDiLRiVZYKlXThIdbwTjLKxoyYLU+hsrFFmMUQEfKFfKRVKU+ZTY2Sh63goLpYV7bai2gSJmdKk0SCGsFDDhMSWG2aE2CyxDWbvRY4TaXOmOkrDbOSALMWJEDEqiLQ98u1PdQJvyudYDZKJqlRCRa2JZ2IvpFThIlYDZXHfCZvcqKRTyItosKkwSQ63gnGVrsaMmC1YDZLpZvP3pyqPsueO0qEJn1c+maE3Oc1uS05kw3x5oEmg5k0tqdRDoA5UQbC4ky5FSOCNJ3C6/Qn65uu1HbuBC+L+g8A/CZ43RrN3oaTvu9HiOAOt4XXaFG1x+Vt2HreCg6g3XRrBQ9F3rDeus7ebrk7XdvuxNUqNr+A4DvhM3u4A63hwOlm8/enJ7mmCBUccMnxWXA2R/csuBsj+5ZcDZH9yy4GyP7llwNkf3LLgbI/uWXA2R/csuBsj+5ZcDZH9yy4GyP7k2H6qqo20c2lZcDZH9yy4GyP7kXVQTL/AIj+5PLTBAqIthk+Ky4GyP7llwNkf3JxdenYLsTJZtKy4GyP7llwNkf3LLgbI/uTYfqqjEx0f4nnWXA2R/csuBsj+5ZcDZH9yAbemyhtxsny86y4GyP7llwNkf3JriYJFQxQzy6VUDBAmbL2eXSsuBsj+5ZcDZH9ydVenTb+CWcc6y4GyP7llwNkf3LLgbI/uTYfqqsK2jRzrLgbI/uWXA2R/ciaoGyP7lEpvTZEC1hOYc6y4GyP7llwNkf3JhcYRE80MjxUN4MATaDK9H9yy4GyP7llwNkf3JpJhETzQyPFNeDAAOa9nzWXA2R/csuBsj+5BxMEioYoZ5dKLgYIFRsvZ5dKy4GyP7llwNkf3KougmX/ABnzTnNMFoqOOGTn0rLgbI/uWXA2R/cnOqgGQnK9H9yiFphAB0rYZPisuBsj+5ZcDZH9yy4GyP7lJt6EobcbJ8vOsuBsj+5ZcDZH9yy4GyP7k2H6qq22jRzrLgbI/uWXA2R/csuBsj+5UuoOEwza2WfT96cobfWUmJEmIZI3KJUTSIlMohtaE0sk4EG0HkUKJED/AFmL1h3YlCc+FS2KMG2aawtGFOUnT7VBa2kmJOYDsngjSdwuv0J+ubrtR27gQvi/oPAPwmeN0azd6Gk77vR4jgDreF12hRtcflbdh63goOoN10awUPRd6w3rrO3m65O13b7sTVKja/gOA74TN7uAOt4cDpZvP3pyD2PDXMiPxtnnTvWC+OcHE02Wcyrc6ZnbISGKSZVEqbDyBJQBGdkNsbLEoRMWyEJAUqBbxXNj4JcM1X5QhELQIs2hw0ogzkLC6VgT9CrsvV8cH83Oi4jBcZQwBaU0iZLswFqLhnY7cnQHAUSFLudTeJurc0Bo5CqmqHLHfP0FNhgC/wA5OHJzrOAcRIsKsa7lBIxovhgF1EMSOkqBRkvnOeZACeFkmVhQ1m70yuV5cSKuQzU3NOFa1rRbSmyqdMTwRmU/8fEKNCeAJOkw8qhOcCXvbOTQg9pmCsCVUnyn0JgbIEWxZ+yrZtsqtGMJ8muFmcJ7mNqnFAI6oTJEXt0MvmqZOBNomMah63goN9kIZhCk9GJesaascmjJHOpCp1k8EYk3WC9HhkC9GHaeRR68THhrZZ7AjKYIxgrrDem1yvLnOE+Q1FTc04VrGtFsuVNpqdMTk0InmTJNm0xH1cwmnhxF7awOnpRbItcMzlE1SnvsvV8w+awWou9gmTJY3IZRJMqQLUDb0qI+GAXXuHIHS5QC3E8kGeZACcnZJlYbmBKrClPoTA2QcLYs/ZWdtlVoxhWNcNIXSzefvTkGNZU58R+eWdOa4UvbjCMRjg8AywSgwvbWfZnaosnt9WZOtTXMw6jJtJxpwLaXNsI4JaM9X5QoFBAe2kP5wFGgiVEU5XIn6FHYM7nBQDbOGJSDy3vCAvQcai7LMx0qmI6p1DrehRqrA+VJGaShvdS6IC6Y5ZlOLspzqlC+L+gqM/M9gbvUMEZGcxHGfQpht7ZnaHTB6Myk38MM95QiNPqzOoc6gMdKmDnGeySGs3enw2ymZ49KEVszg0yEQs3JjRDBc0ZQeQR0pocZuptPSFGtk8xK2FQTJrnNh0OE0GnHMk9KHW8F6UDYIuLsQLm5LSMKI500+yiHTkVVWoy9mMCfkCiScLy5hAH4SVDfEAbexmONQ9bwXowErL263mknRBUahKyIWy7E0MZJwbIPa8iXmmzxzCY5wmwwaSnlzg519Dm84lJRIrxIukJLrDeosNspuL5T0lNiNmZNpkIhbuTBewXD2g8gjpUnmbpWlMd7LXxJ9qjCoUSbe+gzkr88BuDSBNRNUr0hvK47l6N+KE2RAeWzs5QpGEHGqrjDMdKAe6ZTmtx0Q97k2Iw+rNrxzyxqDDcBTC9oZ7g63gvSgbBF8kC5uS0jCiOdNGyiHLIqnaulm8/enKE+l5aIkSdLSdyjPY0gFoaJi02p7hWbAOLpzqKw1TfEqEmeKiSDrIwfkzsl3qK+3CxTbT3KbrXvtceCNJ3C6/Qn65uu1HbuBC+L+g8A/CZ43RrN3oaTvu9HiOAOt4XXaFG1x+Vt2HreCg6g3XRrBQ9F3rDeus7ebrk7XdvuxNUqNr+A4DvhM3u4A63hwOlm8/enJzTEg5RNsRcZA2q4yBtVxkDarjIG1XGQNquMgbVcZA2q4yBtVxkDarjIG1QjXyDKo+3zLjIG1XGQNqi2+Qbf+RPaYkHKJtiSXGQNquMgbVOaIkHJOJ88y4yBtVxkDarjIG1TY18gyET8f+JC4yBtVxkDarjIG1QJiQrYbcb5cq4yBtVxkDaprREg5QxROdUXyDYT7xcZA2q4yBtU6USDY38fOFxkDarjIG1XGQNqmxr5Blhe3oXGQNquMgbVEXyBtVEBiQbSDbElmC4yBtVxkDapgD4WPM+ahsvkA0tA41cZA2q4yBtU1ofBx5ok01l8gWWcYuMgbVcZA2qDb5Byhiic6LDEg5R95zrjIG1XGQNqqb5Bt/5E5hiQconjOdcZA2q4yBtU5t8gWiXGqIDEhWunbEkuMgbVcZA2q4yBtVUYkHChtxvlyrjIG1XGQNquMgbVNjXyDK329C4yBtVxkDarjIG1VQcw4TBgunn+9ORc5j3ziuADBbjURohxYbocpiIJKcwslzdYSWMLKHasoLGrDdGk7hdfoT9c3Xajt3AhfF/QeAfhM8bo1m70NJ33ejxHAHW8LrtCja4/K27D1vBQdQbro1goei71hvXWdvN1ydru33YmqVG1/AcB3wmb3cAdbw4HSzefvTlAhuJsjOiOkJ2TK/8AEf8AT1VPa0twZWZ16Xe3ve2gWXqgTToloixPRzIfh5Ar2IESqj1tQsnzr0gthSeXyxZql6YIc3tMDKEOi3QoEUgh7oDgB+HkTXVvqDfWC9S7TdGk7hdfoT9c3Xajt3AhfF/QeAfhM8bo1m70NJ33ejxHAHW8LrtCja4/K27D1vBQdQbro1goei71hvXWdvN1ydru33YmqVG1/AcB3wmb3cAdbw4HSzefvTk95AvlonWMU5q+yw6aZ1jF2r+wX9gv7Bf2C/sF/YL+wX9gv7BCLZKZ9ocgX9gv7BFolb/kE9pllE5QX9gv7BOa2WS72hyL+wX9gv7BMi2SESeUPwkL+wX9gv7BTMrYbRlDnX9gv7BBollD2hyqgymCfaHKv7Bf2CNMrB+IcoX9gv7Bf2CbFslhe0OZf2C/sERZ8wUSqVpByh+EL+wX9gmASx/iChsMptaBlBf2C/sE1oljHtBNYZTA/EF/YL+wQaJYx7Q5UWGU6j7Q5V/YL+wVIlb/AJBOaZZROUOVf2C/sE5olaJZQUQGVrp5QX9gv7Bf2CqMsKG0ZQ5/Nf2C/sF/YJsWyVvtDmX9gv7Bf2CqH4mDHz/enJxeBbEdmx2ogMk4YwWrIb2LIb2LIb2LIb2LIb2LIb2LIb2LIb2LIb2ICQlUdwWQ3sWQ3sT8EYuRRJtGWVkN7FkN7E6QAwHblkN7FkN7FkN7FDEhK+/oKyG9iyG9iyG9itA4pnishvYshvYhJoym5udZIxnNzrIb2LIb2KwDJ8QshvYshvYshvYgJCWF4LIb2LIb2J2C3FyKNNoOEPytWQ3sWQ3sUOTRleCg4IyBm5lkN7FkN7E2TRlDMoeCMXIshvYshvYhgjKGbnVrRlOzc5WQ3sWQ3sTsEdidNoy3b1kN7FkN7FEwRknMo02g4fgshvYshvYshvYnTA4pm9yyG9iyG9iyG9iAkJYXgshvYshvYshvYrBK1m8/enKHEdkB8QHmtUS82yAm9qdQW/6enCkcGaEOI6HQY2KeDLmVLSy9352fA6U+bWupjgCzNUE8MvTW0DBLpcuJB0pTHAGk7hdfoT9c3Xajt3AhfF/QeAfhM8bo1m70NJ33ejxHAHW8LrtCja4/K27D1vBQdQbro1goei71hvXWdvN1ydru33YmqVG1/AcB3wmb3cAdbw4HSzefvTk7Xdvu1ywpSRIGVj4Y0ncLr9Cfrm67Udu4EL4v6DwD8JnjdGs3ehpO+70eI4A63hddoUbXH5W3Yet4KDqDddGsFD0XesN66zt5uuTtd2+7E1So2v4DgO+Eze7gDreHA6Wbz96cgIjmsa577XGWdMvYbN1RnOyQKZbChzqnfHZwmXtgBLKzUm0NaG01GahOc0BkXJ5eE7rflCbDiPN8wCHfiBIUSIGC9wzJ3Kn6FDvLiDfXmX4lEiCZbemkN55lXqIBUW1CSdqO3KI4uN5wWkfh51Q3Ce577XZgCjMSc00lQ/ifoKeyI81ltTHcqiFrQWwsqedBwzo0PLHFkMTGkqCHYLmzERvQoTnMAZFyeVDWbvUJ0MmTWuc5n4sJRnNwwXNDBpT4TwK2gGzkXR4hRq3EwnRKR/iVAY3CeYdRc5B8pZiE4j8L/BNhveb4Cw1fiBIT4lIvTDI8qdoUV8MmpjwZcuCEPSHuDRFshh7pADlKLgWGTqS8GbQoTsEzdjaZhQnzJhNgsrb4pwbhOfFpbM2CxPa4ScwyMkNYKA5pNDYU3N5bVHpw5xAGW2ZIT4bwK28i6w3qGYRJprJZ+LCUV7TWDQGDSnQogFbQDYnKFeiZ3yIS38VqfEbNzb22TeeZV6iAVSqElE1SheXSdfj04OJOi20iFOnnmhCigAubUJXIlDi117h2jS5QQ4ye1xEQdChPcwBkXJ5bjiPwv3BNhveb4DDNX4gSE+JSL0wyPLc6Wbz96cq/wvfvTaHkObO3SmGHELS2eac5pt7iFpAlPlU2zyaZJmGS2HkN5OFTy1D6QoLCT6qUjoThWQx5m5vKn6FXPIiOUZ9vrQJjkV8c8vdKXQnajtyiF1oiC0JjWRHVMnJx51KcyTMlQ/ifoKbAJODidnTpPLWvyhyqQVJMsCGd6bH9oCWlMwyWw8hvIhrN3psWeIObLpUQAnDdVqlOeXVPdjK6PEKKw2iI6rQoYZEIcxtNXKEGNVPKHjcoIJIMKUinCs3txmWp2hRx/kPytUOGHGcPJcuOdVOc0wDO+ZUOJ+KE0SVLHESfW08idbNzjMlDWChxf+OmSeGuNr6x/inOLqnuxldYb0Is7QXj6lFkThuDtUpz3Oqe7OnIPnkPfvUZ0z6yVnIq3PrdKU1E1SnPnkRCe5RX2+tbIhVueXulSOYXHNJl6uHvcmR/aaJaUwVksZkt5LlPLWNygtJIMKUjoThWb24zLbnSzefvTk4vcGi+Ox6UKozBPlci6tshnmr3fWV/hnaqK218k1OsSnLHnVLYzC7kDkaHtdLkPAGk7hdfoT9c3Xajt3AhfF/QeAfhM8bo1m70NJ33ejxHAHW8LrtCja4/K27D1vBQdQbro1goei71hvXWdvN1ydru33YmqVG1/AcB3wmb3cAdbw4HSzefvTk2LSXMDogsE5WqAWwyAHzlLEgPdvw3dChPoiCcaqdBxYh4IMcYkxFqxCWPlUMzfK/zolmmvS6WTqAp57EHSi03qVTxLPwBpO4XX6E/XN12o7dwIXxf0HgH4TPG6NZu9DSd93o8RwB1vC67Qo2uPytuw9bwUHUG66NYKHou9Yb11nbzdcna7t92JqlRtfwHAd8Jm93AHW8OB0s3n705PbOGcI+1z6F7v5j5IulCmceEfJS9XLWPkvd/MfJe7+Y+S938x8l7v5j5L3fzHyXu/mPkvd/MfJNi1MyjZPm0L3fzHyXu/mPki2cMT/yPkntmw4ROV/C938x8l7v5j5JzamDBdn5tC938x8l7v5j5L3fzHyTYtUOyJin/AInmXu/mPkvd/MfJe7+Y+SBqYZw259K938x8l7v5j5JrZsyh7R5dConDMifaPLoXu/mPkvd/MfJOwmCTeXnHMvd/MfJe7+Y+S938x8k2LUz2rJ6OZe7+Y+S938x8kROH8x8lEFTDMg4+Ycy938x8l7v5j5JgmzHmP8KGycM0tAnUfJe7+Y+S938x8k1s2Yx7X8JrJwzLPUfJe7+Y+S938x8kGzZlD2jy6EWThnCPtHl0L3fzHyXu/mPkqZw7f8j5JzZwzhH2ufQvd/MfJe7+Y+Sc2cMTEso+SiCbLXTx/wAL3fzHyXu/mPkvd/MfJVVQzVDbn0r3fzHyXu/mPkvd/MfJNi1Mz2T0cy938x8l7v5j5L3fzHyVU25TBYef705GwkmI6QGe1EPF7cBPCVkVh6yqDhTyzVdTaeWaqD2kcoKmHAjlmrYrB1lOoS0qRe3tuDSdwuv0J+ubrtR27gQvi/oPAPwmeN0azd6Gk77vR4jgDreF12hRtcflbdh63goOoN10awUPRd6w3rrO3m65O13b7sTVKja/gOA74TN7uAOt4cDpZvP22X3BZfcFl9wWX3BZfcFl9wWX3BZfcFl9wWX3BZfcFl9wUWszkmxZEhr4gMucprwDQ1ptIxrDZ/8AcnN/knPhCUOtptb4JwcbIj24oZGLHYo1DbL602tNg5ZKLRVxrCCWKD6u0RGzs516TDDDRIHTZiXpDXMJeYbQLOZNDscrUNJ3C6/Qn65uu1HbuBC+L+g8A/CZ43RrN3oaTvu9HiOAOt4XXaFG1x+Vt2HreCg6g3XRrBQ9F3rDeus7ebrk7XdvuxNUqNr+A4DvhM3u4A63hwOlm8oBjpCSy+5ZfcsvuWX3LL7ll9yy+5ZfcsvuWX3LL7kwF9hPJ9rH6E7XdvuCoTkZ3AZWhTlby8BzwMJ2O4NJ3C6/Qn65uu1HbuBC+L+g8A/CZ43RrN3oaTvu9HiOAOt4XXaFG1x+Vt2HreCg6g3XRrBQ9F3rDeus7ebrk7XdvuxNUqNr+A4DvhM3u4A63hwOlm8oav2kPWH2sfoV5YQC5z3TOlQ2zpyw6UMuxKFKQc5lRAbNejPa9rb7jFM5WJ8OIbQ+kGky7eGNJ3C6/Qn65uu1HbuBC+L+g8A/CZ43RrN3oaTvu9HiOAOt4XXaFG1x+Vt2HreCg6g3XRrBQ9F3rDeus7ebrk7XdvuxNUqNr+A4DvhM3u4A63hwOlm8oav2kPWH2sfoRMyHB7pEaUylz2Fs8R5UJFzbJWHGoTROULJRdU+RdVTOyfDJGMVflCFbvXCi3lBIT3UThsMnOmn6Ey9f7r6m8oT3VThXprgOkq9vZQ6VQtmnajtyc1x9TgjQVTKuIXvlmsBRMpEGRCh/E/QVEER3rQ2pp5QnUsqbDyzNAjEUb06T6IYHaVB9nGIjeQhQyWSZEyDPGhrN3qHTbDAcXt6yjGdTZtDAOdOY5tL24xOa6PEJ0DKe/inf95FiqYw0OfPOnMayxppJqt7E4jGGv8EKzKMCyZ5QSE51HqmmRdNO0J15OEYzenACY+r1d7c4hNa+HRUJttUPW8FBmfUXplXNzp4OG4xaWBOBFLmmRCGsFCimZhFsiOQqkiuKcMicqQmCGyqptVpkhrN3qGWWsFZe3mqUUzqbg0Ac6cxzaXttlOacod7xXyIXN5RNPdOcO9tLQOclXt7KXynjmomqV6nHfTNv4sFGJV6q9Vq9vZQ4ioWzuRDCdJ97hyPS5QPZNRbEbzyTCWSZEyHTuOIxgP3BCsyjAsmeUEhOdR6tpk507nSzeUNX7SHrD7WP0JxdPjHCxpOdCJMyOLBM+xNpdlYkAHWkkYuTGgA60z7k4F0qRMo0k2ZiJcGnlqH0hQG1ydCpt5ZKIwP9VEM3CVqfoQfPIiPUYh+DEAkPwq+xHAulSJBO1HblFrtbEAsTJRZxGk4RGOaNsy4zJUP4n6CmQq5ObicnhsSTYmVYgBmVM5YEM95TY4dKyTm8qhBz5shZNlqGs3emxZ5nNl0qIBExvDm/4yT4j3AvdIWBdHiFDiTyJpxAhyc6q1mF2pryW2GYIbhaJqnlDxuUGT6XQ5W8oCcyv1TjMiVqdoTrZUxQfpCiRKpNe0gt5+VNfEeHUCTZBQ9bwTHm0OgtbJCUXCa+tpKc5xm55mUNYJjJysCvkoZdKnDbNNhAspAlhMTWznItFulCJPFWJdZRQH2OcHN/xknRHuBe6ywJya+eQ9+9RiHml8qR+FX2I4F0pWBRNUovnkRSe5RnVYMVsqeRCLEeHODaRIXHNnL1cM97k2OHS/EOVQ2ufNkPJstuU8oeNyggPk6HK3lAT2V+qeZkStudLN5Q1ftIesPtY/QgxsF76HueaZcp5Smi9PwHuqaCJqGHgsk95wXcqYHVAB7zMOttNih4EV0i/IcJ2lRA/Kc0St506I5rxZLDdM8EaTuF1+hP1zddqO3cCF8X9B4B+EzxujWbvQ0nfd6PEcAdbwuu0KNrj8rbsPW8FB1BuujWCh6LvWG9dZ283XJ2u7fdiapUbX8BwHfCZvdwB1vDgdLN5Q1ftIesPtY/Qna7t/2Y0ncLr9Cfrm67Udu4EL4v6DwD8JnjdGs3ehpO+70eI4A63hddoUbXH5W3Yet4KDqDddGsFD0XesN66zt5uuTtd2+7E1So2v4DgO+Eze7gDreHA6Wbyhq/aQ9Yfax+hNhVFrCYhsMp2qBKLEM3Ukh+NH0cPdhkFpniGf8A7zpkQPfhRqZVWSQfJ877Ta4UynyKGJPlf5VzzTXpLr5E9WLJuJzK9EmRh1Sc+rgDSdwuv0J+ubrtR27gQvi/oPAPwmeN0azd6Gk77vR4jgDreF12hRtcflbdh63goOoN10awUPRd6w3rrO3m65O13b7sTVKja/gOA74TN7uAOt4cDpZvKGr9pD1h9rH6E5sVs8NxkW86Alk4sHEi9zs1LZNxJoDJFssINtVdIr5aVKnEZ5OdGzKx4ONTYwNPM1Z+xZ+xZ+xB9tMzm5gs/Ys/YnATnLkTw6eWcyz9iz9icGzOC7NzLP2LP2LP2KG+2kROT/ErP2LP2LP2LCnxbM2lZ+xZ+xACc6m5udSM5zObnWfsWfsWDM2cnOFn7Fn7Fn7E19tOFm0LP2LP2I48XIotUxNwzf4hZ+xZ+xMlPK5FCaZzDBmWfsWfsTQJ5QzJjTOYHIs/Ys/YgBPKGbnUnTnU7NzrP2LP2IgTnoTg6c63ZudZ+xZ+xPAnMtOZRap5fIs/Ys/Ys/YiXTthtzc7ln7Fn7Fn7EH204WbQs/Ys/Ys/YpjFNm8oav2kPWH2sfoTqnxKqnWCK4Z9KlXFn8Z3msqLtneayou2d5rKi7Z3msqLtneayou2d5rKi7Z3msqLtneayou2d5rKi7Z3mhCqiU1H3h5AsqLtneayou2d5pzg6LMD/dd5p7nOiTrOKI4LKi7Z3msqLtneac5jok6HY4hOZZUXbO81lRds7zWVF2zvNMh1RKTE/3D+E51lRds7zWVF2zvNZUXbO81JzolkNuKIRyrKi7Z3msqLtneaDmuizqGOK459Kqc6LMk+9dy6VlRds7zWVF2zvNGh0S1ueITnCyou2d5rKi7Z3msqLtneabDqiU4XvDzLKi7Z3msqLtneaJqi4v953mope6JY4ASiOHshZUXbO81lRds7zTC10THniOKhOc6LMsBPrXeayou2d5rKi7Z3mmua6JOoY4jj4pjnOizI/3Xeayou2d5rKi7Z3mg4OizqGOK459KLnOizqd713LpWVF2zvNZUXbO80XB0WY/5Xeac5zos63Yojhn0rKi7Z3msqLtneae4OizAPvXeailzomXKyI4LKi7Z3msqLtneayou2d5qTnRJCG3FEIzuWVF2zvNZUXbO81lRds7zTYdUSnC94eZZUXbO81lRds7zWVF2zvNUgulUzKcTnPKhq/aQ9Yfax+hGMMqHEcdImmYRY+M6p0lCbW4vcXYgJ2FQQYhaTEc0lssyw3l0ojm855FEiOjFsRjjkgJzDfIjQwGdlmNBwxHgDSdwuv0J+ubrtR27gQvi/oPAPwmeN0azd6Gk77vR4jgDreF12hRtcflbdh63goOoN10awUPRd6w3rrO3m65O13b7sTVKja/gOA74TN7uAOt4cDpZvKGr9pD1h9rH6EarZRHZ+dXxxdikAHESVOFKqYwjYhQyUsSDqLQ6oaU5lOC60qpwM5SscQpDFwHdb8oTIcR5vmAQ7lBIUSIGi9wzI8qfoUO8ukb68y5VEiCZbemkN55lXqKGzLahSnajtyiOLjecFpH4edUNte577XZgCjMSc00lQ/ifoKeyI81FtTHcqiFjRTCyp50HDOjQ8scWQxMaSoIdgubUIjehQnOaAyNk8oQ1m7030gTLBMPb040GRIjGxHis3x0gOZQyKGh4ynmzRNDV8Qo1biYTolI/wASoDG2vMOoucg+UsxCdL8L/BNhveb4Cw1fiBIT4lIvTDI8qdoREJ1Lr838gTYlshDdUznCYyK1uGJiSh63goUSZMJsFlbfFODcJz4smzxCxPa4CphkZIawUBzSaGwZuby2qPThVRAGcmSE+G8CtvIusN6hmESaayWfiwlFe3DBoDBpToUQCpoBsTlCvRM75ENP4rU+I2bm3tshzzKvUQCqVQpUTVKAguk6/HpwU6LbSIU6eeaEKKGzc2oU3IlDi117h2jS5QQ4ye1xEQdChPc0BkXJ5RcdL8L9wTYb3m+AwzV+IEhPiUi9MMjy3Olm8oav2kPWH2sfoRbS5znPfJrdKZ6iKasWLxKdNrgWkNIV7vb8qiqyU+1Sk6mqmvNNNdI2vo6U8GBEbRlE02d6opcx0pydnHAp5S4fSFBYSfVSkdCcKyGPM3N5U/Qq55ERyjPt9aLRyKtzy90pTPInajtyiE2iILQmNZEdUycnHnUsczMlQ/ifoKbAJODidnTpPLWvyhyqQVJPsQzvTY/tAS0pmGS2HkN5ENZu9GGTIOnvQe15Y+Up8yDRFcBKRnbNNYMQbLvCisNoiGrQoYZEIcxtNXKEGNxBU8oeNyggkzhSkURWb24zLE7QnzOTFB+kJ8X8baXDlQc55fSJNnmUPW8FDifihNElSxzhJ9bTyI2zc4zJQ1gocXPe6ZJ4a44T6x/inOLqnuxldYb0Is7QXj6lFkThuDtBTnlxc92dOQfPIe/eozrfWSs5FW55e6UpqJqlOfPIiE9yivt9a2Tgq3PL3SkJ5hcc0n3cPe5Mj+00S0pmGSxmS3kuU8tY3KC0k+qlI6E4Vm9uMy250s3lDV+0h6w+1j9Cv0Okua57ZOMs6hE0za6ZQc20NbN458yhPdCZxlZk8zt6EBJtIfXVMzxzxJjrKxFrNpxTXpEnSvgwTyIRS2G0UUyaZ8AaTuF1+hP1zddqO3cCF8X9B4B+EzxujWbvQ0nfd6PEcAdbwuu0KNrj8rbsPW8FB1BuujWCh6LvWG9dZ283XJ2u7fdiapUbX8BwHfCZvdwB1vDgdLN5Q1ftIesPtY4AmbEaYccTM/Y81kR/oWRH+hZEf6FkR/oWRH+hZEf6FkR/oWRH+hZEf6FkR/oQdeo9U8eB5rIj/QsiP9CkYceXURphRxMz9jzWRH+hZEf6EQ6FHNhHseayI/0LIj/QsiP9CBvUeoOqngckuVZEf6FkR/oWRH+hTbCjjBDfYzdKyI/0LIj/AEK2HGNs/Y81JsOPLqLIj/QsiP8AQsKFHNn+HmsiP9CyI/0LIj/Qg69R6rbcDzWRH+hZEf6FK9x/oTi2FHFVvsckuVZEf6FkR/oQJhRjLU801ghx5NEhkLIj/QsiP9CE4UY/J5oNEOPIaiyI/wBCyI/0K2HGNs/Y81JsOPKZPsLIj/QsiP8AQpGHHl1EaYccTJPseayI/wBCyI/0ItMOPI6icRCjCoz9jzWRH+hZEf6FkR/oVTYUcGkN9jN086yI/wBCyI/0LIj/AEIOvUeq23A81kR/oWRH+hZEf6EPVxMoTLqc2hDV+0h6w+1dgVT50TfHjkAps7kA5lTs5njXFfUuK+pcV9S4r6lxX1LivqXFfUuK+pcV9S4r6lxX1Jpc8v8AxAyt7lxX1LivqXFfUuK+pcV9S4r6lxX1LivqXFfUuL71xfeuL71xfeuL71xfeuL71P2Pw/yuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL71xfeuL70MbW5wDjUr2ely4vvXF964vvXF964vvXF964vvXF964vvXF964vvXF964vvXF96qlKyX2kPWH/uSHrD/wByQ9Yf+5IesFxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VcU/5VxT/lXFP+VSvT/lXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sXFv7Fxb+xcW/sTPVuyhmX/8QAKxAAAgECBAUFAQEBAQEAAAAAAREAITFBUWHwEHGBofEgMJGx0cFAUOFw/9oACAEBAAE/If8A5RUGu1rsDi706r/vGl6ADQzDDBgEMxN3q6uCFOWDIELzV1MphCmwUEefDDqpcjlXWdUP1AYhkhDVKqF2BpYwiUiNVwLPisAlmjVICK3sZiUrLamsYVwlooODERkaD4mCWekZvSFTyrbVoQjCmJhDIMZagSrDKYDHUnNhTLHCUi2TgFioZVAtzJHWGSYHLqziRUlgQEarPOEjNcFgOMZsa4m8FL+AII4GVz8wj0oidPJO8HAOWAwfWADkYWCYKs6n7gNzgDIFvNXUxkDBQmgoNZUlnvgEhCh5DEDHJHVebAa8oG5DTQQZqszoQ+YIU5YMgQvNXUxfNgjWLWB5htkFm0g6hAIEtZ6m8roPrhzYLBTBhZUzSdSckoSRmwCDyFB/EFsn7WKO75JhkXUvkk8twOukCxwimupHFE/hW/7pcyCbIixSp0JlzESDHWEgqpEW5RgUgABCAWpBwDlgMH1gKiDMiDdIxskWIAhUlbEktmIKvP8A0CgbziyBkAFKkC32fmX0fLD0g2gIWAGucEiEQiJkYsgZABSpAt9n5lXXBYqsoSMxnoJ81SEpAdsUKA5h/ZhThtMCC5aS0iY4HWFzAJsgLlKvQCACBHmBm+AEKNKWYaZQag1QnXCPaHBCoSP6RHIIUZKIxQqpLPOAwHkQAyiSz8mI8ShADYUvVWEgqpEW5R4EiCAlQDf6HxOUjpPmOBG1DXQwh0DMCIPxLyJjg9YsgZABSpAt9n5lBGWI2hdSo40r5XlVxyKEyQmACt8KLIGQAUqQLfZ+f+WckQXM2wZtgzbBm2DNsGbYM2wZtgzbBm2DNsGbYM2wZtgzbBm2DNsGbYM2wZtgzbBm2DO0TPw1m2DNsGbYM2wZtgzbBgs7KgXoptgzbBm2DNsGbYM2wZtgzbBm2DNsGbYM2wZtgzbBm2DNsGbYM2wZtgzbBm2DNsGbYM2wZtgzbBm2DNsGbYM2wZtgzbBm2DNsGbYM2wZtgzbBm2DNsGbYM2wZtgwFAIyUP9XZQTSQoSBYA+3AgQIECBAgQIAHghn9y7cSEkmgA4aAxFBFb+wMLiYNDhWN6fd9cEBArqmZmHqS2FMAp3sSHBATwVbtOu3cCN07y47BAqZd2iziroJrvVTwQE6i+UWYEyi5s12EBiRIuTeCApDXH84NLwDxXcCRAqcKggwPBARcsWzTO3iYmJJUAFfggCkwERA3ISIgq55kzRBB/BANUqpTWOBMSbM68xGu7DBwQC7YihXyJhMt4lX94wIAlUXSizAmV2iCUxQQAJEi7vBAvooGb+wWqERg0K1Y3p931wQAMxIZy5yywBMAhgD6IECA/fuBVi00NbD0QIECpVTm+pvE+iBAgDETZVZ1Dp/q7KbPn9vs5BygHjUA10EgpQ0c7rEACGP4GEgASVaYkWqgAk0qYVmw54kA0vEXZsgE0Ozlk1ZVGPC8vKj1WsYsOVako0lM0gqVhOMwAcg0lvYS4C5hDSbVlgEgOdJtGe6E0MGI0sAG6hVMO8t65nsgc4QJSM1gumYi76yEWKJD7Ta8pHIAd1SqXF0EWsaNzvMEEAQ5JjKHhAxpDNRIVAYDBYc5sNUUYc7lCcdkyGjnHlKWYkFXIqhbAdimQxdUnY+NrbRBIAcySy2JUAZAP3CaqBDdISFHSDLhLEDGyAASAc3mYIcEFUEiSTIDrIoqJ6Qu3gtwHIJ3n2Dht9PRt/6k7KbPn9sQRMCZEHmQaYPqAGpIMsExY2ndY048uzpFAABCLIX/AExuTWCQXJnDSbDni3gg2aldgAAHMBFRAFJwgscPIVVG0LGVwAQoACIx68DhY6oGWKHNk4p2IBaoG02rLCrNToeCwBLF3B+QAGDMiEeZNZb1ztQxO5hRwCUIQVzBcBAGQBQCESNgAiX6b4tcPqANdDVyMWJneIc2coGdLwCFwBgcqEGJFDIOw0E2GqBB1EOiiVYhGphTK4hO4oIC1Km4jQ1hcsVicYYhuYInNFeANcswSeQmlbDWGBALCyNBo4cB0EOjQBwJg4gB/kv4SsJiOBqcLGCDiJTNwLWOmTOBQAApMQLX3A2gIxSlqkuEvsikCxJNYzrqS8xQtMqXtnMVEDXZKEwXzEKLEgJEkGoYNcjZi5glFmIA08hGUlXVBBUMZqAFYYwJtCJYQQUERC/hpJ22UKYwASv64MxCGYAAavGlust/6k7KbPn9tGBQRwEkKhQRQyr9wuyFIZzhGFzJc0oBMDdRZRreEtPiBDGJsjOO0AASLC5/MwMBRG6GASKgqZyiwcwhKWLxGEtJ9AKksoYJNhOOCUgQQCtK/cAipq4pXSJzhtKLCtqjIyxgLkumE7XAkFRtiu8Qgm3CDQ6wjJktCxW0AOtQhRtamJDpxEU6iIQ5LmmJ/kevQnGqWDRATJnLiiEwGHC77QqBqYlgK+JQkZGQmswaAYMRWN7EQhnMEYUMm2KAH+zEkWcpmruFgIFasqUapQhqAYfYkDci6BhEDgWEHU4RpEkF3ZRZNTXh5kZR66U+cFUk7hwxtTUtAH8lzCvlghTKAgauAtQKQSZGzUGoRAaoy6AOwsQBAK7IzjUAWV0DQMUBLCu5Gcd0BUkWAu4pnyRADS7ZhHlOXQQwfqCJECMGbEQiJJPyZhyWUAmwPiYPa6Am4I2AxjSQHYEiQM2FDxFk1VzhsGlIUSrGBlAWdJMowQtTg/yEBhpijnFvRnC7d8pb/wBSdlNnz+3QNFmrkeBjVBIUJJEqxRihULIoICPDAYs/iFbg02BJNDS6rTWAIskJqBCQjQmJRiCQQB8T4JCVBQcAiH+AUo76wO9KagZUbQiKSQdrN/EAkiJpOU18y67CNkdo7UabyNR2RjSQMSQAFpSZmAxYh0sWhzBBFkK2X1hoTIFdSRLNzFYIXEZMIKyFxAJ6rGJQVpKFjgKisczABkkrpWIFqyifMJBJJuIFSlIXmKlaoWVKcCMsHJu+VYs4bNKQItfIiSqUiGhEFjAWRSVQgPiXctWTGMRzRBdkBTjImBAkhAoisIHHnrENBloCCoLAoyelAEYMhAOdBmUyqFawNTTWBWmkXSHb4CAgTKIdyszcpbYaEGMxDYWiGCEitywE3oCsWSRRsQLA5fkzGjBiQctI3wIKrnDGBxe5wNI+pEDEMEAfExRANwlyhJiKzkRD7huFESW5ksPrWxpBc3EAAJynOT6ECj1lCAMRygJDygkgxogjqymouJT4hEjNSRQAUjX2wBHNCEzADRgzcpTgLQJS3/qTsps+f3vu6zb8+Ow55Y5e0DjtWWbnm429fr3949BLYapu+TjtmcJzAvIYCdFirwzICyFmP1ErURoBgprCURoBEFxc492U3/Px2bKABt6MQeEAZfGCKMAsMMaQgEWzQQFeoguOwDGDgVTC8YxFAzlQJULkAQhPrO/LBEn8w1jFKKG8eMEABUmAAQxKpIYACDlXaSahdKIZmD1QF09jLf8AqTsps+f2wOEACoZX1EcqkvA1q6HUbGFk7rCHNCIxBOS49VB5OGAREyC7B/XNhzw2CSQkwdiKjCrGFSMzBJIic6rCAMSgJw04xijwyuMEDVJ3DgWAGgFOTmXgEoSb4luxkpAabVlj1AkAV1X9hAAQ7iAgCBPJyvhAAzi1Jb1zFNIeToFb3lADBTBQMWYGg7wBxArdJPQjoI0IAUFytVMRGFk7xEfNqQCmIJWesKnwVhAZsKwEqAfibDVDHHEn5EjWXsZOdcNsznY+DDIdoQII+NFeNIgxFBJNUTctTtw7KXGBDVA2mfmNZkEmuXfThs2U7zwGGnXKJcDOHHgwMbxNs8VU2+nCSAGSojrlmZb/ANSdlNnz+2BAR4MrFFLUtCAEVyBed1h1MggVW8JSIxXCvAAAABgJsOeMR0i8KkRgYtwEAkMG2KwFCyloBGIjuleB2go4YmoSjN4KQTIFNqyxaqhardC5jIRSAIIWlvXMCQK5KECZgsVUcEYEtM1AUYtpCIkuIF53iFEBIQSLSf2BeLCyAJsNUK5wLYtRx2zOCaTEAsSc8IIm80wMq+rwuzBiiQAZMyrhME+N2UBbLIPHAEEOGzZRlHaACQBYdMYYsFUhQ2lQmtVaGadxNDTreFigCBZq0rEDAANXQqmEQQZgD0QGXOyIoOQ6KFAsFjNRXZvUDBWWFY/xBYSgabyomhQlhElVC5yhRACAJf8AqOymz5/bMONPCzlFhw7rHy6i4a0ohYCJaNxaj6cNhzyjL2AxmrHiYBzaVoJgtyA4nBCEVIqrWU0XgnSDtUk8NqyxmBUfJON0tK43uhE8LeuYSxRJRAYJqp4nBkFiwKSIoACPqaOHeIc4LhiQzcJc9qyyQh634bDVHowriEFoIVjXZVTZz6wh8IgL4m2ZwgRKhSIyKuIMjACAGES+OCbugoUBQrXEiTPqJsK/YBr4Y5jF+Ucw9ydlCxgSdwMDWVvOtAqzEB5pC1x6zZsooJZCQIUWI4YR8k7wvCcqhHYFP6EaCIFUTuAnMmNdFZu0aBMWDMc8DiIQJKQcaS06ioqDIOwl9oBTxBYjQmkWsMiriCGEARA/1HZTZ8/ufXQ4CsuHdYWXdGi6OotAUZvW+GeGw54UABojYYsHAEFwACAgqQZmlphCFzfiAGzjmX5iFoU0IQsAOG1ZYLiHeKiH7xv6LnHhb1zczkalk/3ifYUGREs7qikCm8zQcO8Q04UCjBwyMRAiVYumeGw1QZ/KvQV2islDWxpkfmARQEBNsznY+NrbRHph0akDkDUR+BWAIDGJQPidlMxBMq4gR7gQahwPKTUkWJJZPyZs2U7z7Bw2+no2/wDUnZREG9qtxQ9u973ve973P8pgsb8b3F2oZFyLEytMu6HG97JGX2kCBx97ks0LDUbvZjr6L3uJD4OSm9Ap1+eN7lbNV2DOEZvUEYuN71U+ir8lsPj0XvdwVd+iviPjje5YAwBUTNosK7F2GhA6cb3NhoKYKhwMLjwsZW43u6LmrHIwKPHYON7kzOKWDOUpvQjFlxvclEtwyElv0qrM043uZdUm7EBmGCm8KFUPRe92U5EmhKinI/Pove7gK79lfEfHove47XMjAb/U7KCiZSazC2sQkejQ4k4QggqboCV0a5mmkiqXIEeECBIOzJgkKygIFC3rDbqggDfIbQAhQMGcA5QEACCwcR6fu6zb8+Ow55Y5e0DjtWWbnm429fr3949BLYapu+Tjtmc7HxtbaJc492U3/Px2bKd59g4bfT0bf+pOyj20kMVJgjKFZKjbC0CMasVnIPQCBmBkRRrV6QIqBiDTuJUABIAMY+2OlUlnvAwbDxIP7GeTWCBUOEGGIBux9P3dZt+fHYc8scvaBx2rLNzzcbev17+8eglsNU3fJx2zOdj42ttEuce7Kb/n47NlO8+wcNvp6Nv/AFJ2UJg2LOq6jzy+fL58vny+fL58vny+fL58vny+TSQxjKzHownl8+XyeTgFAK0idGWqbF1o88vny+WIWLH0IED7c+Xz5fKhQmhMgbj0MWnl8+Xz5fNGQZYqLBdrPL58vkkR1SjOBUlDKkBIYp8vny+aOCwCPYLCeXz5fPl81jlbFlmr0YTy+fL5DISla5BegATkxyGwU8vny+coIkEhRwSGQEhjoFSfL58vlqymPFksJjIoJWny+fL5JHcBGcGEmcKlZjE/nPL58vkoJ2QRk2Y2LMVZ0fGeXz5fJbPA0B1EgJdFIkxQwaeXz5fPl80MQExkqGouePzPL58vny+bSV1ss1ejCeXz5fPl8rEEXArhtBr/AKuymGjdBsTnGsCMFI1Au4W4Fhiw81bWF8TABWPyXeUwXjch1XeHaYFgwFV0GEBK4Y0FhfCkI0GjYIED++v7us2/PjsOeWOXtA47Vlm55uNvX69/ePQS2Gqbvk47ZnOx8bW2iXOPdlN/z8dmynefYOG309G3/qTsoTUskOyRcAw5AxMKCVD6qPCICQ1qNjrygT3KjIBCoJzlAIhgRhZoHqoLAkuUnCeN4MBxzASIXRzizcNRNQEAPCnr+7rNvz47Dnljl7QOO1ZZuebjb1+vf3j0Ethqm75OO2ZzsfG1tolzj3ZTf8/HZsp3n2Dht9PRt/6k7KbPn9seLAZUoSABmV98O6zrIki4BOaUwsCx/Dw2HPKBnaAwjOwCeYKPA0eWpmTKsoCw+FLgGT1kvLinHhtWWAWYIc0UItXA6g+FvXN7PQCGZYGcMBAT4liQwAGZQ++HeIaAhwVHMCEkhULcNhqjJEFgIwhoSXIavw2zOVqIUpFxpCikkOrkZcLW2iC1kghqXEAgRNQVR8OyjIEGKKFHD4Ek2qjy4bNlDYkWTQmxDgkqsoOJTyCaVnAuYlAAMOKAkEyjNpoSjAucVv8A1J2URFByAQObWCCVXmygc9BHAEQGQqKzMq2VxPyqLjp7lqEDCmDg4JHRzJSqmou1eEVCBVGvldozLvVx7OR4xrlnfaGtCYujoZzGXefX81DANA4Siw6RKkWL4tOt5sOeANaxluigIBKGZfaEStkKzenC9vRSmbT+D0hMWis1SL5ucuXVALAQQEGAoERHR9PqE5sznMltWWB2pGbgpMAiAIaB8JU3uO0Rb1zJOIEGsfsJ2aJsf+sI61Vl9Zq6KbXlJ0hNBax0MO0DEtdFHdZmYgIuDejGo6sYYhhaC6uThIXNl2lQEQAcobsow4YNdKyHeK/jAInwv3mpQMM5nmYVEIdM84/M4EAaGAs6Q1ZXC9oKBzdjOpRdEHEFEKCAdOBkIgUi8R7ml5aGKIFShzJT10ajIiCJADcByipJFo4kucqJMoqKVZYGCGgUmCKZm8MoQSDXABBEGtRnYDBgLf8AkqgrilKt/EAYAsPoHKL6OIi5qs1VpTBDuZeDtGe61QvjL11VkRt9JbYmKzh06xwAaWDrpWindKI2EknnDCLf+pOylErm6B+xhVMdSNv5EMohlGXAiEAAsIgcPS8hlEG1Wd1m75xQACwmw55Y5RBJBcQUElEMvRig2ptWWbjmiEAAtLevhokhxehEG1Wd44EkElSIJIKU7l03bJCAbiIG4E2zOdrhANxCAbgS1tol6cQDcQgG4E7Kb/niBuIgcBNmyneYIJKkQSQXHgogkgoABabfThQGEAAsFLf+pOyjMDvaAP8A2INaCMEmhiSWUGgYtsJiVZZzHLAA01urqgOSfoQMhq8IcjSRZo4MzXChsv8AMrgE5QFKTsb0Gnq+7rNvz47Dnljl7QOO1ZZuebjb1+vf3j0Ethqm75OO2ZzsfG1tolzj3ZTf8/HZsp3n2Dht9PRt/wCpOylaaIFdDWOwmPMNBkjgICwvisBgoCKkknF1MRgRoaVbvk8J/wC+CyV3jZkAAMqKNXwgaADliZrpn19X3dZt+fHYc8scvaBx2rLNzzcbev17+8eglsNU3fJx2zOdj42ttEuce7Kb/n47NlO8+wcNvp6Nv/UnZSjntEYbqR42XjZeNl42XjZeNl42XjZeNl42R5YZyOaeNl42QpkMhVxT30iK63pHjZeNkCqyl9kBY+mXjZeNkcpVBhVHd4LrPGy8bLxsgwYLJOayh07zxsvGyIFLKAyoYw9CZ0eNl42QatRTYOeNl42XjZLOrs7Fe08bLxsiAOAGlIvgAoxUWOmpdJ42XjZHggFKBhQ5weMKFpK0eNl42TBISAz6wQAcwlMeNl42RQdKAGVDvNZZ0eNl42RMNLhSP0+0sJBx42XjZEuBJSuASqi8GNBWkeNl42XjZNOyJczTQ6d542XjZeNk8Grt7Fe08bLxsvGyG2GKubMn/V2UMUoWSSqcqwvlQmABAxB54SiJ0AVym6LdIDaInjjyW6QCqQQY4Y0W6Q8nBdEZnjbSMABEcFvWGk4xRQUdoBEWCGyQIBr1Hq+7rNvz47Dnljl7QOO1ZZuebjb1+vf3j0Ethqm75OO2ZzsfG1tolzj3ZTf8/HZsp3n2Dht9PRt/6k7KGb6yCWQzEPxjMGUKrdYpOwCiBSx/2EfACM0gAAEIhkLdhIqDgdYD3wCCKhAML6waBhgQE5JRzpK1QQkxnC5XVSNAz98TiLkQcCmFkFgwqOhhETQ1BmROE7rEEiOcFWIgBvUU/iFZwENolnWbDngwNzARowgseEJLBaV2rOUJGynGxxnCRgeUbswATIQ+ZwgLDESiJ+NU61j8qJjMrASvWAI0MbBXgskgEEIU4GCBUURqVDzgaFMSXIOJg3DayjOkEALGPljABOzlHDRCuR4QIZO4erJ2lb8I3J1p0kv1dJdFLs2YO4gCkkPXozrNT/Yu1HfCJK/YxYEEajMO82GqDQhflMUB5wIEgLwJPRnC0hoUQQiDqJtmcCCqcQ2h0gQCk5FWA/NYCYWSQEcwZa20QC0JjFrAHlWATih8ziYi4RDoZ2UXHMiN0eUoMlwwQvyQiBqSGKl6QjLID4hHJh4p0HlBFRiAcQoRVYklLC9Ly+SzCgKZnkxqFrA1UU6psGsD6wAJIqtS8J0kUQYh0MrcFl2r4d+FDCX6uUUaXZswdxHQSg69GdZb/wBSdlLoFBLHDoBUh0RAVEoYuk+g+/idTVVZSdJq+MeeMATKUCHUKWSQrT05jifBQEKJgShoQD8hQQ4kmhSb0u4KBrgMAan1CjZhsOhM+YKKDggksgunKbDnltdwrgF4gjOVazDglQDSAurCAxTiSgYTQ5qP7AQippC0T+JU5oD4Yi5kYQciotSHBjeVHFsjlCsEB0lmIYDBRxzeAI5pxCrdxAWMcASSTmTUbUR4ecMRqE1bJiA3U2AQS6gbwMWPnDnm6deD3zADSDogtohairVKFMo31kB1MMhDOLHI0UCnJkGOWMVsFFhY5aTYapfQ9urUptcQbhdBq5j7LWiU2zOJjSzri4EMqAWToNJU9iBmQBn8y1tohBylnUoGAk5NyCj9S8IoAmjqVznZQiOBgDm8OPyNtVWLGUAFUfMHnMa61lNeY6GUBBpB5JebWJloURAYHg6jmsb9YbjUuWVgzwYWaEjUByKjSHBiIAoq1ZA0lAIjZ5zm30lFIAigdEBwSFSKtUodIXLTHU2QS3/qTsoADSEHAKkrk4LRqpQhWU0EjKGPbKLcBVR5qi5fMS6ByOip2kqWgq5ILggardukK/iKlyFGCvME3qU8whLIcJjdT6vu6zb8+Ow55Y5e0DjtWWbnm429fr3949BLYapu+Tjtmc7HxtbaJc492U3/AD8dmynefYOG309G3/qTsocxAwrtw3A3AaLVMgCadITASKVGFb2N999999yLogVgv0477uWRSGIMII1PHfdlRhGvACAOL77iZURtajOvo333CqBQwW+leO+5ZkFoawGfZ9Acd9yviKtidLejffd3MkOdm6cd9woqhTbYDQRGx/OO+5U8h0QscIfKISMIcd97i5UMbxMSNxN9ybwsGwRTqLYuR477lzmiGeUYVyPHfcB2nDUgfaoiIigw9G++9BgEGKx7fQ333djJHnZuno333DRawsTLn/q7KWweAYFmZQEA9Sv/AGFAM2iwJDBgN3faKKKKKKLg8op3WbvnFFNhzwKOUUXAFRRcMVFNiyzY80UUt65qKLg9RQfkcCSim41Td8kUU2zOdjiiljbRLs5RTspv+eKKbNlO8wUUXBgoopt9JUUUt/6k7KZcFnEcTKk3HpQGziBnDRJa2/CYIoFHTu+ecJYY7AYpSn5YAq6ljc0DpNC77+kkFEoB5MsgElIu1eHdYtYQCa1YRp0wM1QM+Gw54MIOWhaORmoaiY4AMAAck4TImDvwvnititksZJUFYE34bVlgR7hMPUhoSCsAbcLeuZoHWCDAK8GWCYIwRwIVtpIgJGEIIAElMnh3iURRBkzJIVUMNVcNhqllYYtVKXNhFGx4bZnDhSAFtQIcA4dAtHI8LW2iNKYSqqhQwiANuHZQaU0DWraNIFQy1QOGzZQ6sQAm5LTRK6qrjTdGGTMSFVeDU8QVtpIgKSMIQQAJKZNuNv8A1J2U2fPxNQoxVBmXr7ORkmvY4Mf0gBQIDuSoecr5mIglqwAUhQgAyHdYweI5NeQIHd9psOeFOoj4LjVUgn2EwusCoxFiJmIC/USsZtCTKJmCWhyCMPErrYObA0IQJyZ5iFuRheJnkCbV3oI/wxhhyLNTlNqyxlgTrg5G0OZlQVyIAMvcG6up27y3rm8SidUXXPGNCOABFVbQtxKIChsQuDrFIwQAQcZbllzKq6qkODFrCsRAhUq7gXDmQYRyCLgYRTwKxzsuQxqGzkLETYapdWQGirDAr2YgK1zoocbgw3IQM2zOF/AFjiGx+5UotIkhLJYbMxkw1OZkRyijxBzCQECKwtUila4C4t6hSEvAhuHuhujyBjXAJZCcIvrJAEpRzRHIjCQylS8nNmygiBESguCgxZ4AywDK8sYfJ/DiAj7fbhbpSORuTDDCigxOjJDhQkAmMVFR6OPbSE/kFDCJGCiQcaSXI3fcV6UiRWkKxECFQcijpQ5khhLf+pOygg5aGwRbKOFkcfqAJI4A9l1zhTpX/TIc41EjTHOLN0oL1qR8fcxkwTRPIeHpAIDBGRI9YSNktHVLnO6wyALhkzMFIIrBnGyCuN5sOeFGiT5BgN9oc84sY37HAEAIUjMAW+4VhCiJ8x2hSAAPXNyVYERihw0MOM2rLCliEWh5zXdF0OgQNTrLeuYHBe2UZoucwXU3rmuDwwF/LKAyI40yjEwTZbhWEeUDMtRsOroh8CRxmw1QIEGEdCiRxrQ7omeG2ZwCZGhihCWNphCEVKZQQBAID6EAKFSYyHgAwDYiAEIUlKQSgABACHQBfMmcw4wBKwZxshrm5mzZQYQkEsqJp6EuMoQJCRuePABMXSSeYswAQuF3+ZT5G+s2+khoPcyiIiPLKGCQEbluW/8AUnZR6+zYFjgUlFB9Rw+I2SKwdesPkYhIICFlHrAmBQP7EQYrOqwghbGnsfd1m358dhzyxy9oHHass3PNxt6/Xv7x6CWw1Td8nHbM52Pja20S5x7spv8An47NlO8+wcNvp6Nv/UnZRKBaIUKuvt4MGDBgwYMGDAS8zGrDbnz44MB2BA0hwJYlCFNV44MC6u0WzmwFA4gwYCDdIPQqNY6K+PowYMFYCZJWeChCnHBgJA0EgI1AXeGh2URsXHgwCjBCPmK3f0YMGBLqBYzVMA588OODA3Eg1AbSFXENZ259uODAUjErFji8ChRFgxbiwYAieQiF83gaKsNLjwYCOsMARsxeE3YIIxoQvx4MBCBVEATkqoGiFCF144MB1AGxCMXjIDQVJX0YMGARdnElZmm1Cnf0YMGAhe9XNUyc+fowYMACU1Y8bMsv9XZRZTthDU5hGhFggQBcnrH4a1Aocp8yokqnW1BDLQc060iGYEqgFVULvDmUIBKB+x93Wbfnx2HPLHL2gcdqyzc83G3r9e/vHoJbDVN3ycdsznY+NrbRLnHuym/5+OzZTvPsHDb6ejb/ANSdlCSFCgLIZiEAsA8gKrdYtOciLTQhcCBYIiiqcYKRnJBIhVOMd5MDRghV1hYhW3UC9JbwIhACj4JqFR0MqMVKo1M7rAaSuhjXTkl4lY5dzCkThAwi/wAQTgAVUI3wNMhqA0Y1wWo4ggjGFNEG4OUwqLLmLJrKwi/JlzgSLxTE5RQFBFghpE63MRxEYnNRAWlMXc/Bm1ZYYlcxNfQwilC7ZqGAXWlYRmigLGMDcMHkAYOtYJnsvTDRIzFwtJhyVD5MYuOcd0ThSRiJRA3tMQNstGK61jqphyr9gIAJYkzE2GqJhknVFRQarId7IgNWiIsQ2m85yuBLHNodItJSBVjf2LYE0GiJa20QaSSblh6GELQ5YNVLALeggZwQpotUSnjX8BVEIKAOFyx/BEkQ1IrObNlCrBAYJVDsI0g1MWQXPKFmATBcBekEFAA4AjAoWKwMmFVjcQFvmZokfg8MfBadhqSofJDFxzjNqcCpGIjihgG0xLf+pOyljGAsIjAJWAlLocXlAhzhJNWoRqAMEDdIKL6FpCJBZYW5x8oXVtekt0IEAmCxnQgH+QQLgkjUDekFA1wiYxTgBMebywPojF7ABnORluUQFpc0K2QO4IL/ADB0G0RQqqGJlaICw04AhlQGiL0q+xCESMLaFQihACmSxK0g1SYrshFdwEWWYTEGOKUbCimE2rLBYEuMF8Fop+OG2ULIAi3PyIi18uYY0cGB8CgoBoloVcwYYMGkrMif7wfYihIXwRrVKtI6EoCO7MgPDUHblCWtzZRLAJi4uOmMFhiAVGM2GqAZyLmhh7QRoRo3DmrBBoMaPNk5wSAk6s51iiEl1gMRCZwgq1pAQYcAloDzLW2iAiIRgOQsqwxzmUGMRKLMnqMomy5kUUGpdSEFwyD3AIz5hcmIWxbmzZS1xQryQkVTkjAVyIwAgEh5sDLcOeHiSz84wpJVV0ku4EPQyRb04RMIQphw2+ksoAoEXwR5VKtI6EoCF1qEPHUHblLf+pOyhcGGJWTkMGBs1aSJoeeMDti8nQ4XKzjEKKrSiOEKIjAhW2IObCBjuzu1OqHEY1WxPsfd1m358dhzyxy9oHHass3PNxt6/Xv7x6CWw1Td8nHbM52Pja20S5x7spv+fjs2U7z7Bw2+no2/9SdlGTFsAhl2nhH5PCPyeEfk8I/J4R+Twj8nhH5PCPyeEfk8I/IQctCrBfpPCPyeEfkGUKq38j5ikAQeYnhH5PCPyN4sNugDAHYfk8I/J4R+S46VqwDzrPCPyeEfk8I/JQQ4E2Xcqzwj8nhH5CDQS0CaAbKMI5wEYnSeEfk8I/IRgryErMytPCPyeEfk8I/JcqEKii8B6Twj8nhH5LmAKz8jKBaAhSt0nhH5PCPyGiyGQyNDhCBrBAVQ5Twj8nhH5KopSgEa5QoTEal/J4R+Twj8hNGw2AmzBR6mC1EXI5Twj8nhH5CMW0UE/wAhpwvgBDI2U8I/J4R+Rc5zJj0gaZogEKC4nhH5PCPyeEfkskgAGw18q9p4R+Twj8nhH5LgQjUVXN0nhH5PCPyeEfkH7flPVf5/1dlKyS1CJKUOoNKvWVYGAxcIkAoCo2D9SkTSF62jwSKd4AhIIBdGVgEZqKwGEAJF0fV93Wbfnx2HPLHL2gcdqyzc83G3r9e/vHoJbDVN3ycdsznY+NrbRLnHuym/5+OzZTvPsHDb6ejb/wBSdlBltcKADDWGYXrCIBI4RiEGaMK1PSJWbd4cA3YQyD5ly5ePaFRAFGkqqQGTMdZlmLUAA6pUBizvJlT09X3dZt+fHYc8scvaBx2rLNzzcbev17+8eglsNU3fJx2zOdj42ttEuce7Kb/n47NlO8+wcNvp6Nv/AFJ2UFpg54HY9Zh/5BONMb9ZpjfrNMb9ZpjfrNMb9ZpjfrNMb9ZpjfrNMb9YV/HwZ6TTG/WaY36yocFDzysiPOJ1M0xv1mmN+sEgDjYiYGAYAQ36zTG/WaY36xUX5/QLGaY36zTG/WaY36xJRitDUdZpjfrNMb9Zc8JeWBzmiEGe1mmN+s0xv1jXzfMM9JpjfrNMb9ZpjfrFuuQ5nNpNMb9ZpjfrAuqIW8wINjKGBidJpjfrNMb9YLeD3MDkZXrFV8DnNMb9ZpjfrKmB13HQy1+RX7zTG/WaY36y/QfixzlMELzyOc0xv1mmN+sN6yjeZee67I5zTG/WaY36yqcODy+cw3SoYDMzTG/WaY36zTG/WYEwGgc5jTG/WaY36zTG/WLdc9ZzaTTG/WaY36zTG/WBEpWAnFlz/wBXZQ9UQBcSaASYFiJ4BPAJ4BPAJ4BPAJ4BPAJ4BOU4qkvAJ4BBiB7wJIk3yNZ4BPAIdimCNcQZGSeATwCct4VI+ATwCeAQ7aSGJ8AngENQJvDRgqSc3zqTwCeASmkyaE/AJ4BPAIVopU+ATwCawkHchjCXgE8Ah2AOQaoUcv8ArJ4BPAICIE3Bqh5CcrHgE8AhoAzdGhCQkm+YvAJ4BByAZUGsk3yNc8AngEGMPzkOxB7jRPAJ4BPAI9EkMQ8AngE8AgxlKVpPgE8AngECgLIj/UdlAWJHjAjQT8H5lVmMMJ1APKJAw540a794v+QQQ0w7sIpMoVEAMPwISx0fCVAPCIKC6jWxK9ECjh6/u6zb8+Ow55Y5e0DjtWWbnm429fr3949BLYapu+Tjtmc7HxtbaJc492U3/Px2bKd59g4bfT0bf+pOymz54lEMo0UpU0g7IJPVEMogcB7H3dZt+fHYc8scvaBx2rLNzzcbev17+8eglsNU3fJx2zOdj42ttEuce7Kb/n47NlO8+wcNvp6Nv/UnZSl1l4MaoFz64agONiaQNABUQIt0zFA8IIsYexVEdo1u0poow+g9RkgFEUkQIJ3fXwgwghXBqVyJWTXKtBD0QNGAd1+MQPmUx2E6JojuJsOeNCVgaERSFNoZCiMNUghFmOE52sl+oOoeYg4T0CKtDK+YG2AYhJCBYUDokoQaMfTETJKEaKMPpNqywlTYaAu6woJFlFKB8QYJkmSa+jLeubl0vOAEORiqQhU7cBXBnIEFH6hEkIIWRhSUasmrVX8MCW+Y1K5E7rMNgs0GuDHJjDGjcwzSC9abYwhi5zhFDYwOdJyCLOUrHTZCr4pCIbJBZzbM4CbsnwxcxAzEU8aDJ8QRYknCQbS1tog2gnGy7rlFFxbCj+kAosNpBf5Oyh8WCBoAKkAviTuowIwC1S0ibNlCUK9TooFoBI7v3swELPCOxoU8iGO44ELNBF4SKcFKcQ3wbxgVJDQww+BEsIISRFDrBq+FGAbfMalciXlv/UnZQVSWKBm//EAYVlV0JkKU6kJJCoZPzA1FygKNwZIgF3NuOO7gZF1p6q2KBQB9RJe5op2hykox9p3WCJkCaBm6RbSAYJBlj5hbSKSEo2HPKMlA9kAoNgIVUaqvOEAEQIxMFhznrQxisgKXlYyLpSAHQACEYglLoTj9kFmBYNYFcXAyLrSbVlhlQ+oH/kELgI6FlGZKAoVBYdzLeuZIUki1IW+IC324HmRuCGJuTcmCIZQcdJJFAg3ICodKCHElD7nnO8RzOFIDbBFCtAoCCZYYY5LKBCmSmSZIMbRbXAlBEmNdOkuSpACRNw8TNszhxxL5JNwar10khpGrKNCtaWttEYBRPMpShAkZFQusdiIATCoLCdlCPIFMZsoAiBFbAYLY61hDnFSQSE2bKGAQIQZsRCU+jI/OEVg4QtiHA6wGMaSO0kEEBYdYcJdsPtjwAQygLOklogYbmih0pDqSi9zz4W/9SdlLj+JrHDQHwYQGIAAYyNgbc1MqjVyjPtlKapJPYmmfgTDoHLqy9f3dZt+fHYc8scvaBx2rLNzzcbev17+8eglsNU3fJx2zOdj42ttEuce7Kb/n47NlO8+wcNvp6Nv/AFJ2UMUpIMRGkocjBgrJYCsOhoDTO4+JUoD5DAJ1FBJm1iWp05YXgEUYHpQZWzjSwgIpCpc+kmlFh6/u6zb8+Ow55Y5e0DjtWWbnm429fr3949BLYapu+Tjtmc7HxtbaJc492U3/AD8dmynefYOG309G3/qTspdTO4XZRqRAF7WVyMIVhDqRNSJqRNSJqRNSJqRCDnccg+k1ImpEpGBODPVoQTNo1ImpEzSecwAAKxNSJqRFvq1WtBaquakTUiakSgjdExa61qzUiakQqldklgMZrRaiNSJqRCFz9OwJqRNSJqRMQshVx/DvNSJqREIGE4MQSwwRS+neakTUiLCJqpJoYCinBUQjUiakSlDWoRxigD1iI1ImpEJC12MhFIUq5hGNSJqRClCxwHb87hcio1ImpErKG1iAz/FGCKCNSJqRNSJZaJExY12tXtNSJqRNSJiBkauyk1ImpE1IgxjgAxVWgz/1dlHMD98TQs3pAhbN2nYqCN95NE/At8w8CNwCBAk+FAKIaRrIgIDGJwDJsgMAJsCHp+7rNvz47Dnljl7QOO1ZZuebjb1+vf3j0Ethqm75OO2ZzsfG1tolzj3ZTf8APx2bKd59g4bfT0bfvJt/lNv8pt/lNv8AKbf5Tb/Kbf5Tb/Kbf5Tb/Kbf5Tb/AClr8CoBnEHHNSxO0Fn2FJiqI8oKtTFcQyjD6QCkFAs2E4fEE80y0ggSqJhWMYYI0HUQBlQqcMKoKkRXA4SxpUeUAYtSBgoDrLAV16tTSWPIDm9H3dZt+fHYc8scvaBx2rLNzzcbev17+8eglsNU3fJx2zOdj42ttEuce7Kb/n47NlO8+wcNvp6NuI5IPYZmbIfk2Q/Jsh+TZD8myH5NkPybIfk2Q/Jsh+TZD8myH5HBAQaM/d7L+ps+fgFCkBriOBOaBsFVEUYg1ClT6F8EAndW9P3dZt+fHYc8scvaBx2rLNzzcbev17+8eglsNU3fJx2zOdj42ttEuce7Kb/n47NlO8+wcNvp6NuJ277PubBn7vZf1FBSITQGXrCRGFhyTAoBAdGyCN/zqYB4iGVlWcaUKKRUHI2c/a+7rNvz47Dnljl7QOO1ZZuebjb1+vf3j0Ethqm75OO2ZzsfG1tolzj3ZTf8/HZsp3n2Dht9PRtxO3fZ9zYM/d7L+obLbtEMnKkIQBrHE3FAFRFgSXWcxNOkJDiBHhC/B6zGyZBgeNRDIjPHdSmDyZM6YgTusudZMiqohsAAzIPyVf1SgRNhzxjo064/sNtLCSjFz8QTAeOwIlJp6GBiuNfpKxULJUdBjSDKmBiHMRihGcailyYwFo2R+OjqMKTassJPa/VIoY5ONYhYwEBCI/g0BGxB6GW9c2YJLRYYuAkgmBJB4DTnGoaVEOeiHDREHpJg6JwZg6gymDOL4HllO8ReyhHBZlYQNSsQR3vH9mMHzyM2GqVRAUV5FOSOyJWuDvleZ8WbU2zOFJDRQ8ojnaIVyyAYAlQImAmshmZtGSVgMOFSyo5XgZyGRxBsiQ+BUCNi+k7KFiuiVooXVz2CB+QkspAQRNmymIpGJgAFQV8IiixZ7wHoxbgx61HCmAiFXrkACyPneeGTGD4HCRMGJw6JwZw+DKeM4+geWXC3E7d9n3Ngz93sv6lLuRAZJbACAoxzkAHCL2PtL9axScL8o2sBVXJQyMQAEcSMFCKp4CXJLiS+D6WbJ2QCBoxRalO0CAR3AADKOZll7yV3SEuAUm4EmnUwVWrSADrNhzxtyIciEWGa2THUSoX1ZMmAwZzgyl0fI5GFkVZyxsqfEDYQITIw2sixIQyFKU4hW16CDPKbVljYoFMu3/kCelSfIGogczkoAANfZlvXOz3AV2IbhBkBAtlQjPpw/BHDqucxIhaBkBeAo/EAMR3eADO8x30PvMDDDrmuHxGtBKD1M2GqERBcMaf+wYGJoR3CRzpCEJeICFlNsziurEayLgKNQqdQxjiwjmEkZUZVFxomFYqa7KCAmKH3VAcoEcgsAAPM7KWNWauygGIFDeCTTRmBnRvpACbNlLAKQrsRLmiksbZIg5EKiAAp9aDgo8QLI0pPIITSlA84hk9j0Azwcuqx0kV+PAXgKPxAJEdzgA8LcTt32fc2DP3ey/qBOslIbgAoawhqeG66irSrnBgIDptgiRWHMOq0QMij6SsBZIheUyaHR6KOoIjn2hS9j7us2/PjsOeWOXtA47Vlm55uNvX69/ePQS2Gqbvk47ZnOx8bW2iXOPdlN/z8dmynefYOG309G3E7d9n3Ngz93sv6mz5/e+7rNvz47Dnljl7QOO1ZZuebjb1+vf3j0Ethqm75OO2ZzsfG1tolzj3ZTf8APx2bKd59g4bfT0bcTt32fc2DP3ey/qGaU0uEKQ+pgaHDIQlcqSrwfMcA+kEoooMoAi1riIGE/JBVXWkBTRE9KLKXcVixFVDyE1l7LbBsB6ev7us2/PjsOeWOXtA47Vlm55uNvX69/ePQS2Gqbvk47ZnOx8bW2iXOPdlN/wA/HZsp3n2Dht9PRtxO3fZ9zYM/d7L+pjb0RxSwqqFv4hg5RgKCBvXGABpBC5DVSn5Zv6lEhIhqZrSqd2a+VICiwJlFPia3yzW+Wa3yxaLE2lrfLNb5Y5YRAB5SoLbs5rfLNb5YMJJnM0SV+Wa3yzW+WNEFRJbL+5rfLNb5ZrfLAmIACIVYTrfLNb5Y39mmSBywUXzTW+Wa3ywJkRXVDW+Wa3yzW+WAQQMw29prfLNb5YCQWJY4BwYhVUJ/k1vlmt8sF7k12RiFQEh6FTW+Wa3yyrkcxnE6kCHmt8s1vljyRzWSFilk+ea3yzW+WOGFauImNXZ5rfLNb5Y94AAfKDFDYVZCa3yzW+Wa3yxDAAYLYfoJrfLNb5ZrfLAIKFSpsp1vlmt8s1vlgwOo2Qodu+z7mwZ+4CDfJ/qFfTYAIWEAxihcVx7QUKFChQoUKFED13XmN48RQpiOCK8Upc0RPIHiKFAI+oJmYEOKhQoIenTdT1U7gegUKFBoueLkajQ1txFCgSgthZgYYOdIGLAcQoUIIO90IZpf0ChQpCK5LF628TxFChSaCIitscAAbYHU8RQqp5KkDLHAmFyzhfJHEKFGsghL5GClbxK+IUKHqiyFmBg6cVoAvFhxChV6FAzwIp4URAhYcQoUFnJA46h9aEAIAhgD6BQoUEr9wKkWGhrYegUKFIRXJYtsTeJ9AoUKAC7KquoM7d9n3Ngz9tPOXnb/ANQwG0oZhjeUaXuRWAqCoNgorjAlwCDGg+JUaU8IIrBYQ0AHqQFEUUGcICIrC4pUTAG1NUxNoRFgYPr+7rNvz47Dnljl7QOO1ZZuebjb1+vf3j0Ethqm75OO2ZzsfG1tolzj3ZTf8/HZsp3n2Dht9PRtxO3fZ9zYM/aTQX49v/UH4kCkwF985afrNqvQ7UIKglfHuAW4UQvJAEoE3paWAYNkWMJkBiXczHVSoDIo1gEAAAgB6DJAKIpIgSBu+vjEKZ1yalciVk1xlF0aKGjAO6/GIEHWnGxNEdxNhzx8ysjQiKQttTISCMMjEQizHCc9Se/UHUPMRYrUG1oZXzA2wDEowgWFA6JLAHEfTETJPgcBh9JtWWF68c4Og1hIDQ6xYBKpyHGQVAmiq4C4uFW44AXQxdYgqTsy5gzkCCj9QiSRBCyOUp3ZNXwowJb5rlcid1lM2VRd8E6RC6l3WMGFnAAA5uywM2GqAxpGQRZylY6XqFXxSCzMoDRzbM4CDslwuPMQcxUuJoZPiCLEkm0gy1togWhV1l3XKKLkthR0dIDRcbSC/wAnZQ+LDANABUgF8Sd9GBGF9SwibNlCcL1OigUYBI7tnsxjnBxEYXQQx3HAlCoIvCRDwtTiGfI3gonSQ3Aw+BEsiCEkRV+wavhRgS3zXK5EvLcTt32fc2DP2cEejt/6gmUNBkAmakCHselFrlQMWcgxAbKWOsIQlnlQ9XaAl3JQPlz7KYUVaZl/IsbBlpQ8CMPjpmjmUJ9AnqCAD6yRjuaKdpTko7FzndYAmQJoGbpLwQAwUZY+Zg+KBKNhzyjLQNZAKB4CFVGqrzhABJEIuTBYc51ghMFkoLwtYF0pADAgAhGoACl0Jx+yCzAsGsCuLjp60m1ZYRYQJI5ovYUQbg+xgA7kwCWiSNJMtSFviAt9uB5kbhmG5OJgmSh2iQRJCDcpUOlIcU5HE853iHEgVrGZAtlwurnHn1ACibDVG0WSuBKO5CZjZclACbuHiZtmcMePQk3BuvUSVNI1BRtLWlrbRCDFE8ylKEKcqoXWKzQAmFQWE7KFaQKYzZQCEIitgIFsdaxmcaoJCbNlDgIEIM2IhMfRkXnKFg8C2IcDrAGMaSP0kGEBYdYEDdts+AGSgPYkFGSMdzRQ/EOochyefC3E7d9n3Ngz9htB6e3/AKhYNBGAQc6OUHGgOtrpMCNHJ/7MwI1yNJZQc8Id41ppDB1gVFzKVQ/MLIzEAXoUaisyCbBbIr6/u6zb8+Ow55Y5e0DjtWWbnm429fr3949BLYapu+Tjtmc7HxtbaJc492U3/Px2bKd59g4bfT0bcTt32fc2DP1WjeXqYiAgzvDpEKrxFxuv3N1+5uv3N1+5uv3N1+5uv3N1+5uv3N1+4rQCNWIAfSbr9zdfuHJgqHYwiKBldxjdfubr9wR2DcYgoUN3vN1+5uv3CPpI1zdgzdfubr9zdfuC6RitQZd03X7m6/cTgcAR4C4JWmJTxF5zdfubr9wREWAK0VB+k3X7m6/c3X7iUADEqa/ibr9zdfuEhINN3K+ABB3J9Am6/c3X7jXqMAmFFJKlo6zdfubr9wnJQIKcF7AIV/U3X7m6/cKi4AjwFwRwIkHiLz1m6/c3X7jUBXD/AFDWCJXiLjdfubr9xCAI7mA1ZQDu8Juv3N1+5uv3HEgitQIruTdfubr9zdfuJQhiYl/E3X7m6/c3X7hNS8lKQAicWs7d9n3Ngz9JKHsDl5yJSppk2IOpmKPQwbclNvhNvhNvhNvhNvhNvhNvhNvhNvhNvhDRTd0i/NYiORAR3m3wm3wm3wm3wm3wm3wm3wm3wiuz6m/xm/xm/wAZv8Zv8Zv8Zv8AGCskF2AFeWjpN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jN/jFEAMz6lBiEgGLT8qb/Gb/Gb/Gb/ABm/xm/xm/xm/wAZv8Zv8Zv8Zv8AGb/Gb/GI7Og37mwZ+glIS3+8hMQAMf8Af2DP0Aln/gv6QFhj/vbBnwTzl/8Ah2Bt/wB7YM4Fb5082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082nm082l8+VPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LPJZ5LCCQgMJPOf/aAAwDAQACAAMAAAAQ88888888888888888888888888888888880888888888888888888888888888888oo8Uc4cw8cc8Akc8sckk888888888888888888888sAAAAAIEEAMUAGICIGIMEMAEAAEMAMEAAAAAA6888888888888o888886cJXzYQptrtCqqcc33VfwHX3Db/wCsvsAPPPPPPPPPPPPKPPPPPCi9+LL38JTm+35//aNrd5DpVg+26/ikAPPPPPPPPPPPPKPPPPPG92dtf9uMLPlNtd8fGPBMGPFKJZz47lQPPPPPPPPPPPPKPPPPPAHLPPKJfBOLgHAHGHOd/EddyIqJ+IZNwPPPPPPPPPPPPKPPPPPBPFODOHPHPPBPJPJOLGHOJGHDFPPPNPAPPPPPPPPPPPPP5Uqid1PFPPPPPPKPFPPPPPFPFPFPFKFPPPPPAPPPPPPPPPPPPPvOOvPNLNPPPPLPCPNPPLPPNPNPNPNKNPPPPPIPPPPPPPPPPPPKvrHv/GPGPNOMPPLPFPMPOPGPHPEPFKEPNPOPAPPPPPPPPPPPPO654JPIpA9tnBOQKgkrshCLKXQTwbcPMfKOC/wPPPPPPPPPPPPKRk90vFPFPPPPPPKPFPPPPPFPFPFPFKFPPPPPAPPPPPPPPPPPPOjDgCDJDJHLHDDDCDJDLDLHJHJHJHBCJDLDLDIPPPPPPPPPPPPLnFJsPDmP1jmEAIJGGkC2/wDeZ6tzLaGTXgyB98Dzzzzzzzzzzzyy4/8AP8U8U804848s8U80884c4c4U4csc80808I888888888888uyjFMMIMAMIcMMMMMAMEMEcscAcIcsYMMgMEMA888888888888u4N288ysv2VFwKsqoQov/wC93nve2Qdwl/3VP/wPPPPPPPPPPPPOrDDPPHPHPPPPOPJPHPPPNPHOFPFOFLFPPPPPAPPPPPPPPPPPPKopvfPFPHOMuPPMKOFtMNNtFNHvFMEoFNNtMOAPPPPPPPPPPPPOhZsvPJDNPDHHLPOHJrrbXvlTBnBbFqJPPnrbwPPPPPPPPPPPPO+MNMPFPFPPLPLPOPFPHLPLNPNLNPNKNPHPHPIPPPPPPPPPPPPKTX3bvFOFONOPPPLPFPPPNOHOFPFPHKHPPPPPCPPPPPPPPPPPPOwDCDDJHBDDDDHDGDJDLHLHBHJDJDBGBDDDLDIPPPPPPPPPPPPLkIHvPHMFtNsMNNLsEustPMFtG9EvEqGtPvvsAPPPPPPPPPPPPLhLOPPJHJvHLPDPOLFvjHDPFPFvFHBCFvPvHHAPPPPPPPPPPPPOFg888GNGMMNMNMJMGMONMN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" width="300px" alt="які є техніки тест-дизайну" /></p>
<p>Тож тепер нам доведеться згадувати, скільки часу ми&nbsp;відвели на&nbsp;цю&nbsp;активність, і&nbsp;віднімати її&nbsp;від загального числа для Global Header. Коли у&nbsp;нас є&nbsp;оцінювання щодо кожної підзадачі, нам легше додати або видалити якийсь елемент. Тестування методом сірого ящика – метод тестування програмного забезпечення, який передбачає, комбінацію White Box і Black Box підходів. Тобто, внутрішній устрій програми нам відомо лише частково. Але, на жаль, найчастіше функції цих спеціалістів виконують тестувальники.</p>
<p>Набір тестів будується послідовним розглядом всіх можливих зв’язків в такій таблиці. Розглянута</p>
<p>Коли у&nbsp;нас немає усіх вимог, ми&nbsp;повинні базувати свою оцінку на&nbsp;певних припущеннях (assumptions). По-перше, час, який ми&nbsp;витрачаємо на&nbsp;оцінювання певної задачі, ми&nbsp;закладаємо і&nbsp;в&nbsp;естимацію. Розглянемо приклад Work Breakdown Structure як&nbsp;ієрархію списку проєктних активностей на&nbsp;зображенні нижче. Ми&nbsp;бачимо prime degree, наприклад Global Storefront, Global Header, Global Footer, і&nbsp;розділення на&nbsp;підзадачі та&nbsp;проставлені години.</p>
<p><a href="https://deveducation.com/uk/courses/qa-at-engineer/"></p>
<figure><img src='https://deveducation.com/wp-content/uploads/2023/03/dreamstime_s_185098258-min_11zon-336x260.jpg' alt='qa automation курси' class='aligncenter' style='margin-left:auto;margin-right:auto' width='409px' /></figure>
<p></a></p>
<p>Software testing та&nbsp;QA в&nbsp;цілому потребує інновацій. А&nbsp;не&nbsp;постійного переписування об’єктивної даності.. Варто зазначити, що&nbsp;QA&nbsp;Test Execution я&nbsp;розбила на&nbsp;три колонки (desktop, tablet, mobile), але це&nbsp;можна підлаштувати під ваш проєкт і&nbsp;відповідно видалити зайве.</p>
<p>Ми&nbsp;плануємо час на&nbsp;1&nbsp;template content material page, але додаємо час у&nbsp;ризики на&nbsp;те, що&nbsp;контент може мати різну складність. Тобто враховуємо можливість тестування потенційно складного кастомного функціоналу. Тут усе залежить від вашого досвіду, але не&nbsp;хвилюйтеся, якщо його не&nbsp;так багато.</p>
<p>Наприклад, якщо ми&nbsp;вводимо правильну дату народження, програма обчислить вік. Якщо ми&nbsp;вводимо недійсну дату, програма повинна вивести повідомлення про помилку. Залежно від обчисленого віку, програма повинна показати відповідні повідомлення (особа неповнолітня, особо доросла, особа літня). Техніка «Equivalence Partitioning»&nbsp;— це&nbsp;спосіб створення тестових випадків, який дозволяє ефективно та&nbsp;економно перевірити програму/ систему. Замість того, щоб випадково обирати тести, ми&nbsp;розділяємо можливі дані вхідних значень на&nbsp;групи, які поводяться однаково. Вони [групи] можуть бути позитивними та&nbsp;негативними.</p>
<p>Ви&nbsp;вже могли читати мої статті на&nbsp;DOU про&nbsp;те, як&nbsp;я&nbsp;шукала роботу в&nbsp;ІТ та&nbsp;як&nbsp;пройшов мій перший рік в&nbsp;ІТ. Розгляньмо Task Estimation Template, який охоплює все, що&nbsp;я&nbsp;розказала. Спрямовані на виявлення найбільш імовірних помилок, передбачається, наприклад, в результаті аналізу</p>
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