Учителю для урока русского языка словесник /index.php 2017-02-28T11:39:10Z Joomla! 1.5 - Open Source Content Management; jQuery++ Intergator by tushev.org Что мы знаем о русском языке (8 класс) 2016-09-28T18:13:06Z 2016-09-28T18:13:06Z /index.php?option=com_content&view=article&id=831:-8-&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p align="center"><strong>ЧТО МЫ ЗНАЕМ О РУССКОМ ЯЗЫКЕ (8 КЛАСС)</strong></p> <p align="center"><strong>(методическая разработка)</strong></p> <p align="center"><strong> </strong></p> <p> </p> <p><strong>Тема урока</strong>: «Что мы знаем о русском языке» (8 класс)</p> <p><strong>Тип урока</strong>:  смешанный</p> <p><strong>Модель урока</strong>: перевернутый класс</p> <p><strong>Содержательная цель:</strong> формирование системы понятий.</p> <p><strong>Деятельностная цель:</strong> формирование у учащихся способностей к структурированию и систематизации изучаемого предметного содержания и способностей к учебной деятельности.</p> <p><strong>Задачи урока:</strong><strong> </strong></p> <p>1) Выстроить систему понятий, изученных на уроке и дома.</p> <p>2) Найти причины того, почему мы не всегда понимаем речь, звучащую, казалось бы, на русском языке.</p> <p>3) Познакомиться с особенностями говоров Вологодской области.</p> <p><strong>Личностные результаты</strong>: понимание языка, литературы и культуры как основных национально-культурных ценностей российского общества.</p> <p align="center"> </p> <p align="center"><strong> </strong></p> <p><strong>Предварительное домашнее задание</strong>: (для формирования ИКТ-компетентности обучающихся возможно выполнение в Google документах, открытых для совместного доступа. Доступ обеспечивает руководитель группы. На странице прописываются состав группы, задачи группы, план рассказа и др. по заданию)</p> <p>1 группа</p> <p>Задание:</p> <p>Просмотреть видео <a href="https://www.youtube.com/watch?v=Ie8mz9jwiEo">«Восточные славяне. Образование древнерусского государства».</a> Составить список ключевых слов и  план рассказа, отвечающего на вопрос: как знание истории образования Древнерусского государства помогает нам объяснить родство русского, украинского и белорусского языков. Подготовить рассказ по данному плану и ключевым словам.</p> <p>2 группа</p> <p>Задание:</p> <p>Посмотреть презентацию на тему <a href="https://yadi.sk/i/cyghAgaavrmHa">«Русский язык в семье славянских языков».</a></p> <p>Выполнить задания:</p> <p>1. Составьте план рассказа о старославянском языке. Подготовьте рассказ по плану.</p> <p>2. К данным старославянизмам подберите  соответствующие русские слова:</p> <p><em>Прах –                       Глава-           Нрав –                       Елень –</em></p> <p><em>Невежда –               Чуждый –     Страна –                  Краткий –</em></p> <p><em>Врата -</em><em> </em></p> <p>3. Прочитайте и сопоставьте тексты. Найдите черты сходства и различия. Сделайте вывод, какие из данных языков являются родственными и почему.</p> <p> </p> <p>3 группа</p> <p>Задание:</p> <p>Опираясь на рисунок <a href="https://yadi.sk/i/VV243UgGvrmVv">«Карта диалектов»</a><a href="https://yadi.sk/i/4ZsJuWSWscnzP">,</a> подумайте, какую информацию вам надо найти, чтобы составить рассказ на данную тему. Найдите необходимую информацию. Выпишите определения понятий наречие, диалект, говор. Составьте план рассказа. Подготовьте рассказ по плану.</p> <p> </p> <p>Примечание: члены групп по желанию могут получить дополнительные отметки, во внеурочное время рассказав учителю подготовленный рассказ по плану.</p> <p><strong>Сценарий урока.</strong></p> <p><strong>Этап 1</strong> (мотивационный).</p> <p>Обучающиеся слушают и смотрят фрагмент видеозаписи <a href="https://www.youtube.com/watch?v=A1uKf6299-c">(Сказка «Репка» на украинском языке</a>). Можно предложить и <a href="http://tvoyaskazka.ru/?page_id=4553">печатный текст сказки.</a></p> <p><strong>Этап 2</strong> (целеполагание)</p> <p>- Какие вопросы при слушании у вас возникли? Попробуем сформулировать задачу сегодняшнего урока в виде вопроса (почему мы не всегда понимаем речь, звучащую, казалось бы, на русском языке?)</p> <p><strong>Этап 3</strong> (актуализация знаний и их применение).</p> <p>- Итак, сегодня мы будем разбираться, казалось бы, с русским языком. Работу эту вы начали еще дома. У каждой из 3 групп были свои задания. Проверим их выполнение.</p> <p><strong>3.1.</strong></p> <p>-Перед вами в виде графического изображения представлена картина образования, в том числе, и русского языка. Вторая группа, опираясь на схему и домашнее задание, расскажите нам, какое место занимает русский язык в семье славянских языков.</p> <p align="center"><img src="/data:image/png;base64,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" border="0" width="223" height="284" /></p> <p> </p> <p>- Получается, что общим языком славян до 5 века н.э. являлся праславянский язык. О чем говорит приставка пра- ? Подберите похожие слова.</p> <p> </p> <p>- А что мы можем сказать по поводу этой таблицы? Вторая группа, вы проверяете и дополняете ответы членов других групп.</p> <p align="center"><img src="/data:image/png;base64,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" border="0" /></p> <p> </p> <p>- Обобщим сказанное: сформулируйте и запишите ответ на вопрос: «Чем объясняется схожее звучание некоторых слов из разных славянских языков?» (ребята записывают ответ в Листе контроля).</p> <p>- Вторая группа, представьте правильный ответ на вопрос. Обратите, пожалуйста, внимание на пунктуационное оформление предложения.</p> <p><em> </em></p> <p>- Одно из заданий у второй группы звучало так:</p> <p><em>Прочитайте и сопоставьте тексты. Найдите черты сходства и различия. Сделайте вывод, какие из данных языков являются родственными и почему.</em></p> <p>1. Я оставил Пугачева и вышел на улицу. Ночь была тихая и морозная. Месяц и звезды ярко сияли, освещая площадь и виселицу. В крепости все было спокойно и темно.</p> <p>(<em>А.Пушкин.</em> Капитанская дочка)</p> <p>2. Мин Пугачев яныннан урамга чыктым. Тqн тыныч hэм салкым иде. Ай белэн йолдызлар, яп-якты булып янып, мэйданны hэм дар агачаларын яктырталар. Крепстьта тыныч hэм карангы.  (Перевод А.Шамова)</p> <p>3. Аз оставих Пугачов и излязох на улицата. Нощта беше тиха и мразовита. Месецът и звездите светяха силно и осветяваха площада и бесилката. Навсекъде в крепостта беше спокойно и тъмно. (Перевод С.Андреева)</p> <p> </p> <p>- Так какие из этих текстов написаны на родственных языках? Может, смогут ответить ребята из других групп? Что  добавят ребята из второй группы, работающие над этим заданием? <em>(Родственные языки представлены в 1 и 3 текстах, потому что в них есть схожие слова и по звучанию, и по грамматическим признакам, и по значению. Например, слова оставил -оставих, тихая - тиха, морозная - мразовита, месяц-месецьт и т.д. Эти слова похожи по звучанию, у них одинаковые грам. признаки (гл. оставил, прил. морозная, сущ. месяц), лексическое значение слов тоже одинаковое.</em></p> <p><em>Язык, представленный во 2 тексте, не является родственным другим, так как нет сходства  даже на фонетическом уровне).</em></p> <p> </p> <p><strong>3.2.</strong></p> <p>- Восточнославянский язык называют также древнерусским. Почему? Кто, кроме 1 группы, сможет ответить? (ответы ребят). Первая группа, поправляйте, добавляйте.</p> <p>- Итак, русский, украинский и белорусский языки являются родственными, потому что …  Продолжите фразу в Листе контроля.</p> <p>- Первая группа, представьте для сравнения свой вариант ответа.</p> <p> </p> <p>- На этой схеме не отражено еще одно понятие – старославянский язык. Почему? Отвечает вторая группа (это первый письменный язык, на Руси появился вместе с христианством в 11 веке, и вплоть до 17 века существовали два языка: древнерусский и старославянский).</p> <p> </p> <p>- Какие русские слова соответствуют данным старославянизмам:</p> <p><em>Прах –                       Глава-                         Нрав –                       Елень –</em></p> <p><em>Невежда –               Чуждый –                   Страна –                  Краткий –</em></p> <p><em>Врата –</em></p> <p><em>(Порох</em><em>, голова, норов, олень, невежа, чужой, сторона, короткий, ворота)</em></p> <p>- Все ли соответствующие русские слова  совпадают со старославянскими по значению? (невежа - грубый, невоспитанный, невежливый человек., невежда - малообразованный человек, неуч; человек, несведущий в какой-либо области знания, профан. Это паронимы. Паронимы - это слова, близкие по звучанию, но различающиеся частично или полностью значением).</p> <p> </p> <p>- Закрепим услышанное. Задание 3 в Листе контроля.  Соедините стрелочками термины и их определения.</p> <table border="0"> <tbody> <tr> <td> <p>Праславянский</p> <p>(общеславянский) язык</p> </td> <td>Первый литературный язык славян, созданный Кириллом и Мефодием</td> </tr> <tr> <td>Восточнославянский (древнерусский) язык</td> <td>Общий язык славян (X в. до н.э. – I–V вв. н.э.)</td> </tr> <tr> <td>Старославянский язык</td> <td>Язык восточных славян Киевской Руси VI–XVII вв.</td> </tr> </tbody> </table> <p> </p> <p>- В сущности, мы готовы с вами озвучить 1 причину того, почему мы не всегда понимаем русский язык. Почему? (возможно, это один из родственных языков, а не русский).</p> <p><strong>3.3.</strong></p> <p>- Попробуем определить еще одну причину. Посмотрим еще одну видеозапись.</p> <p>(<a href="https://www.youtube.com/watch?v=lp_xhM0GYbo">сказка «Морозко»,</a> записанная в Кич-Городецком районе Вологодской области, в пересказе студентки Вологодского университета Кати Куваевой).</p> <p>- Вы, конечно, знаете эту сказку. О чем в ней говорится?  И эта сказка звучит вроде на русском языке, а не совсем понятно. Почему? В этом нам поможет разобраться третья группа.</p> <p><strong>3.4.</strong></p> <p>- Третья группа, расскажите, что отражено на карте диалектов, данной вам для работы.</p> <p align="center"><img src="http://www.uchportal.ru/_ld/292/41111007.png" border="0" width="325" height="245" /></p> <p> </p> <p>- Таким образом, какое наречие характерно для Вологодской области? (северное). Интересно отметить, что даже в разных районах Вологодской области есть свои отличия. Об этом мы можем узнать в книге «Культура Вологодского края»<a href="https://yadi.sk/i/3MB9_MbBscwmR">.</a> Давайте почитаем об этом<a href="https://yadi.sk/i/co4doyg3vrmjp"> (стр. 168 - 169).</a></p> <p>- Думаю, что, наверно, кто-то из вас запутался в трех терминах: наречие, диалект, говор. Третья группа, помогите нам в них разобраться..</p> <p> </p> <p><strong><em>НАРЕЧИЕ - </em></strong><em>совокупность местных говоров какого-нибудь языка, обладающих общими диалектными чертами.</em></p> <p><strong><em>ДИАЛЕКТ</em></strong><em> — (от греч. dialektos – говор, наречие). Разновидность общенародного языка, определяемая ограниченным числом людей, связанных территориальной (территориальный диалект), социальной (социальный диалект), профессиональной (профессиональный диалект) общностью (Новый словарь методических терминов и понятий (теория и практика обучения языкам).</em></p> <p><strong><em>ГОВОР</em></strong><em> — разновидность языка, используемая жителями одного или нескольких соседних, обычно сельских населенных пунктов и обладающая некоторыми специфическими чертами на разных уровнях языковой структуры (Большой Энциклопедический словарь).</em></p> <p><strong>3.5</strong>.</p> <p>- А теперь проведем небольшое исследование. Вам в группах нужно будет определить, какие особенности вологодских говоров проявились в лирической песне <a href="http://cultinfo.ru/arts/folk/demo/audioalbom/nikolsk/08_text.htm">«Летавши по воле».</a> Записана она была в Никольском районе в деревне Калинино в 1969 году. Сначала<a href="http://cultinfo.ru/arts/folk/demo/audioalbom/nikolsk/08_182-03.mp3"> прослушаем песню</a>. Затем, воспользовавшись материалами страниц 169-170 <a href="https://yadi.sk/i/3MB9_MbBscwmR">из книги «Культура Вологодской области»</a> и текстом песни, вы проведете это исследование.</p> <p> </p> <p>- Что выяснили? Не показалась ли вам эта песня знакомой? (похожа на стихотворение А.Пушкина «Узник»). Предлагаю кому-нибудь взять эти тексты («Летавши по воле» и «Узник» А.Пушкина) для годовой исследовательской работы.</p> <p> </p> <p>- Итак, мы определили две причины, почему нам не всегда понятны тексты, казалось бы, звучащие на русском языке. Назовите первую выявленную нами причину (текст может быть на языке, родственном русскому). Сформулируйте вторую причину (текст звучит на одном из русских диалектов).</p> <p>Запишите ответ на вопрос «Почему нам не всегда понятны тексты, казалось бы, звучащие на русском языке?» в Листе контроля, используя вводные слова.</p> <p>- Сравните свой ответ с ответом на слайде <em>(Нам не всегда понятны тексты, казалось бы, звучащие на русском языке, потому что, во-первых, текст может быть на языке, родственном русскому; во-вторых, текст может звучать на одном из русских диалектов).</em></p> <p> </p> <p><strong>Этап 4</strong> (рефлексивный).</p> <p>- Оцените свою работу на уроке и дома и работу членов вашей группы (задание 5 в Листе контроля). Руководители группы, оцените работу вашей группы в целом и обоснуйте свою оценку.</p> <p>Закончить урок можно прослушиванием и просмотром видеозаписи песни <a href="https://www.youtube.com/watch?v=Wk9peGS4snI">Б.Гребенщикова «Вороника на крыльце»</a><a href="https://yadi.sk/i/wi3f32Inscpcf">,</a> с предложением проанализировать текст этой песни и ее художественное оформление автором ролика в ходе годовой исследовательской работы.</p> <p> </p> <p><strong>Домашнее задание</strong> (на выбор):</p> <p>1) Вологодские говоры в  лирической песне «Летавши по воле» (письменное оформление исследования, проведенного в классе)</p> <p>2) Письменное оформление любого фрагмента сказки «Морозко», записанной в Кич-Городецком районе Вологодской области, в пересказе студентки Вологодского университета Кати Куваевой.</p> <p>3) Упр. 1, 4(1) из учебника для 8 класса «Русский язык» под редакцией М.М.Разумовской.</p> <p>4) Сочинение-рассуждение «Зачем необходимо сохранять  и изучать говоры?» (объем - не менее 2 страниц)</p> <p> </p> <p> </p> <p align="right">Приложение 1.</p> <p align="center"><strong>Лист контроля</strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong>___________________________________________________</strong></p> <p align="center"><strong>Ф.И. ученика</strong></p> <p> </p> <p>Задание 1. Сформулируйте и запишите ответ на вопрос: «Чем объясняется схожее звучание некоторых слов из разных славянских языков?»</p> <p>__________________________________________________________________________________________________</p> <p>Задание 2. Продолжите фразу:</p> <p>Русский, украинский и белорусский языки являются родственными, потому что …</p> <p>__________________________________________________________________________________________________<br /> <br /></p> <p>Задание 3. Соедините стрелочками термины и их определения.</p> <p> </p> <table style="width: 618px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="246" valign="top"> <p>Праславянский</p> <p>(общеславянский) язык</p> </td> <td width="372" valign="top"> <p>Первый литературный язык славян, созданный Кириллом и Мефодием</p> </td> </tr> <tr> <td width="246" valign="top"> <p>Восточнославянский (древнерусский) язык</p> </td> <td width="372" valign="top"> <p>Общий язык славян (X в. до н.э. – I–V вв. н.э.)</p> </td> </tr> <tr> <td width="246" valign="top"> <p>Старославянский язык</p> </td> <td width="372" valign="top"> <p>Язык восточных славян Киевской Руси VI–XVII вв.</p> </td> </tr> </tbody> </table> <p> </p> <p>Задание 4. Запишите ответ на вопрос «Почему нам не всегда понятны тексты, казалось бы, звучащие на русском языке?»</p> <p>_______________________________________________________________________________</p> <p>Задание 5.</p> <p>Оцени свою работу в группе над домашним заданием:</p> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="126" valign="top"> <p>1</p> </td> <td width="126" valign="top"> <p>2</p> </td> <td width="126" valign="top"> <p>3</p> </td> <td width="126" valign="top"> <p>4</p> </td> <td width="126" valign="top"> <p>5</p> </td> </tr> </tbody> </table> <p> </p> <p>Оцени работу группы над домашним заданием:</p> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="126" valign="top"> <p>1</p> </td> <td width="126" valign="top"> <p>2</p> </td> <td width="126" valign="top"> <p>3</p> </td> <td width="126" valign="top"> <p>4</p> </td> <td width="126" valign="top"> <p>5</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p>Оцени свою работу на уроке:</p> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="126" valign="top"> <p>1</p> </td> <td width="126" valign="top"> <p>2</p> </td> <td width="126" valign="top"> <p>3</p> </td> <td width="126" valign="top"> <p>4</p> </td> <td width="126" valign="top"> <p>5</p> </td> </tr> </tbody> </table> <p align="center"><strong>ЧТО МЫ ЗНАЕМ О РУССКОМ ЯЗЫКЕ (8 КЛАСС)</strong></p> <p align="center"><strong>(методическая разработка)</strong></p> <p align="center"><strong> </strong></p> <p> </p> <p><strong>Тема урока</strong>: «Что мы знаем о русском языке» (8 класс)</p> <p><strong>Тип урока</strong>:  смешанный</p> <p><strong>Модель урока</strong>: перевернутый класс</p> <p><strong>Содержательная цель:</strong> формирование системы понятий.</p> <p><strong>Деятельностная цель:</strong> формирование у учащихся способностей к структурированию и систематизации изучаемого предметного содержания и способностей к учебной деятельности.</p> <p><strong>Задачи урока:</strong><strong> </strong></p> <p>1) Выстроить систему понятий, изученных на уроке и дома.</p> <p>2) Найти причины того, почему мы не всегда понимаем речь, звучащую, казалось бы, на русском языке.</p> <p>3) Познакомиться с особенностями говоров Вологодской области.</p> <p><strong>Личностные результаты</strong>: понимание языка, литературы и культуры как основных национально-культурных ценностей российского общества.</p> <p align="center"> </p> <p align="center"><strong> </strong></p> <p><strong>Предварительное домашнее задание</strong>: (для формирования ИКТ-компетентности обучающихся возможно выполнение в Google документах, открытых для совместного доступа. Доступ обеспечивает руководитель группы. На странице прописываются состав группы, задачи группы, план рассказа и др. по заданию)</p> <p>1 группа</p> <p>Задание:</p> <p>Просмотреть видео <a href="https://www.youtube.com/watch?v=Ie8mz9jwiEo">«Восточные славяне. Образование древнерусского государства».</a> Составить список ключевых слов и  план рассказа, отвечающего на вопрос: как знание истории образования Древнерусского государства помогает нам объяснить родство русского, украинского и белорусского языков. Подготовить рассказ по данному плану и ключевым словам.</p> <p>2 группа</p> <p>Задание:</p> <p>Посмотреть презентацию на тему <a href="https://yadi.sk/i/cyghAgaavrmHa">«Русский язык в семье славянских языков».</a></p> <p>Выполнить задания:</p> <p>1. Составьте план рассказа о старославянском языке. Подготовьте рассказ по плану.</p> <p>2. К данным старославянизмам подберите  соответствующие русские слова:</p> <p><em>Прах –                       Глава-           Нрав –                       Елень –</em></p> <p><em>Невежда –               Чуждый –     Страна –                  Краткий –</em></p> <p><em>Врата -</em><em> </em></p> <p>3. Прочитайте и сопоставьте тексты. Найдите черты сходства и различия. Сделайте вывод, какие из данных языков являются родственными и почему.</p> <p> </p> <p>3 группа</p> <p>Задание:</p> <p>Опираясь на рисунок <a href="https://yadi.sk/i/VV243UgGvrmVv">«Карта диалектов»</a><a href="https://yadi.sk/i/4ZsJuWSWscnzP">,</a> подумайте, какую информацию вам надо найти, чтобы составить рассказ на данную тему. Найдите необходимую информацию. Выпишите определения понятий наречие, диалект, говор. Составьте план рассказа. Подготовьте рассказ по плану.</p> <p> </p> <p>Примечание: члены групп по желанию могут получить дополнительные отметки, во внеурочное время рассказав учителю подготовленный рассказ по плану.</p> <p><strong>Сценарий урока.</strong></p> <p><strong>Этап 1</strong> (мотивационный).</p> <p>Обучающиеся слушают и смотрят фрагмент видеозаписи <a href="https://www.youtube.com/watch?v=A1uKf6299-c">(Сказка «Репка» на украинском языке</a>). Можно предложить и <a href="http://tvoyaskazka.ru/?page_id=4553">печатный текст сказки.</a></p> <p><strong>Этап 2</strong> (целеполагание)</p> <p>- Какие вопросы при слушании у вас возникли? Попробуем сформулировать задачу сегодняшнего урока в виде вопроса (почему мы не всегда понимаем речь, звучащую, казалось бы, на русском языке?)</p> <p><strong>Этап 3</strong> (актуализация знаний и их применение).</p> <p>- Итак, сегодня мы будем разбираться, казалось бы, с русским языком. Работу эту вы начали еще дома. У каждой из 3 групп были свои задания. Проверим их выполнение.</p> <p><strong>3.1.</strong></p> <p>-Перед вами в виде графического изображения представлена картина образования, в том числе, и русского языка. Вторая группа, опираясь на схему и домашнее задание, расскажите нам, какое место занимает русский язык в семье славянских языков.</p> <p align="center"><img src="/data:image/png;base64,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" border="0" width="223" height="284" /></p> <p> </p> <p>- Получается, что общим языком славян до 5 века н.э. являлся праславянский язык. О чем говорит приставка пра- ? Подберите похожие слова.</p> <p> </p> <p>- А что мы можем сказать по поводу этой таблицы? Вторая группа, вы проверяете и дополняете ответы членов других групп.</p> <p align="center"><img src="/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAd4AAACqCAIAAACMOLn3AAAgAElEQVR4nOy9Z5QUx5YuOmvWW++9+967d66bO/fMcZKODBIS3rX3vhsa742EACEhCSNAeNPQBtp7AzTeSkgCIYOE99Deluuqrja4pl2ZdBGx9/sRmdXVDqFztGbmx8m1V62sqqzMMDu+2PHtHbv+Af9+/P34+/H34+/Hf7DjH/69C/D34+/H34+/H38/+h4uaGYIFJEhMsYIAEWkiErvi+HfunS/8UF6n1NERARea0Q20DnpfU7cLmBaE1G3T/pc4C6oPc79gN4fst7nFBHcxPVQ2rsM1K3MIqKsvZURJbcb/mL3wYt18XOuYW41cpWZak392x79iwG9z1nv9hzwYM/9dsDrae+quXdEHxVivcvw4sMHtIKx3m9f5KC9L/7FR0O/MgMi7a35fQaFu8q5epZq30LvOz//6NM+rscNdrGrVO7iGobuVXY/798dv6pJ+5eBt4+CqLgNeaq9HewArZVcb0FrTIIoIhJEJ6LIv34eNDMmd3U9q6goufTzD3fv3KisKLl/7+a1qz9d+vn761d/unXt8oBy79b1kru3uDy4c/P+7Rv3b9+4d+v6vVvXH9y7WXLvZsm9m/fuXL994/LtG5fv3b5W+uB2ecmdspI7ZSV3KkrvVpbfryq/X1l2r+zB7ZJ7N+9r8uD+rbLSu1WVJfV1lQZ9jdFQW1dbUVF+v7LiQVVlSVnp3fv3bpaV3q2sKCl5cK+ivKS2psKgrzUZ603GeoO+Vq+rMRpqjYZaXX1VVUVJWdmdmpqSqqr7VdUP9LpKfW1Zg7GqqVHf3GRobjI1N+mbGvWNDXVNlvomq77Jamg01zUYqk36ygZDlUFXYdRXNhiqDfXl+royo668wVBtNlaZ9JX6ujJDfYW+rkxXW1ZfU6KrLdXXlZn0VRZTrdlYa9JXGeorjLrKBkO1SV+lryuvrymrqy6tKr+nr680mWobjDUmfZXFVNdk0TU21Bl1lUZdZaO5ztqob2yoM+krdbWlutoyQ325UV+pqy2pqy7R15U2GGoaLXWNlnqLqbrRUmcyVFaU3CgvudFgqGppNjZa6vlDDfUVJn2V2VjHxWKqtxjrGxt0lgadSV9dV1NSU3m/rrpEX1dhqK+oqy7R1ZY3WXRNFp3ZWGuor9TXVZj01WZjbYOh2moxWhuNZlO9ob5KV1tpqK80G2utjXpro95iqjXqKg31ZQ2GSou5ttFSZzZW6etKdfWVuvqq+rrKmuqy6qrS2pry+rrK+rpKva7aaKjl57r6qtqa8qrKkory+1WVJZUVDyrK75eW3CkrvVtTXWYy1pkbdHpddU11WU11mdFQ22gxGQy1D+7fqqosqa4qLS+7V1X1oK6uzGCotpjrLRadxaIzmWr1+iqdrkKnq9DpKg2G6oaGWrO5zmyuNxlrjMZqi6XebK5raKg1GmsMhmqdrrK+vqK+vqK6uqS6+kFdXVl9fXltbVldbZnRUN1o0VubDC3NppZmY0uzsaVJ32SpazRVNxgqjbpyk77SbKyymGoazbVWc63VUmdtrLc21jc16niHWky1ZmMNVwN9Xbm+rtzVNbx3LKZaa6O+yWpssuibGuqtDfUmfVVjo85srrM06ixNBrNVb2io1ZvqzBZDc7OltbWptbmppam5xdrc2mx92GppaTG3tDS0tppbW83NzcamJkNzs7HRorOY6y2W+sZGnbVRb7XqrVaD1WqwmOsb9FVGXYWutrS26l5N5V1dbUmDscraWG+11DVZdU1WndVc12CoMurKGwyVjZa65ia92VSjqy3R1ZYY6ssajFVNTYbmJlNTk7Gp0dBkNTRZDVaL3mqu58pjteiN+hqdrsZkrDca6iwWQ3OzuaXZ3NzU0NJiaW42NTebmpoMTU0Gq7VelaZ6q0XX3GhsbbG0tjS2NptbrAarub6lydjaYmpqrFcLZtVZG+ut5lpLQ5XZVNFoqWuyGqxWQ6O5vtGi46rIG1xfV6avK9XVlujrSo26coup2mrVNVl1TU2mpqaGxkajxaw3N+jMDTqLWW+1mhothgZTfaPFYG00NllN/LW5qaG52dhoqbVaapub6pqbdM1NOmtjrdlYqastra95oK8rNdSXuwa49vRas762qUH/sMn8qNX6qLXxUavlYYu5tcnU0mRsaTFaTNV1VfcspurWFtPDVlOzpcbZ/bAvNANT4R8Y0WAaM9KTX3v1pSFv/OWdt4e8PfSNP/7hX/78p98NeeOVIW+88trLf+ovr770x7eHvDbynbeGDx0y7K03hr31xrA3Xx/25uvD3npj+NA3Rg1/a9Twt4YPfX3oG6+8+dpLb73+8rChr48Z+faYkW+PHjF09IihY0a+PW70sPFjho8bPWzsqHdGDnvzrTdffXvo68OHvTlyxNCxY4Z7e40LDfGfGBMeER7k7+fp6THG02OMx4TRY8cMHzN62PhxI8ePGzV82NujRg4fP26Ul+c4P1/PwACf4CC/kGD/oEAfb69xnh5jxo0d6ek5OiDAY8iQl/7853/x8hwdHuIbFR4QGxM+bXLk9CkxU2MjY2PCYyKDp0yKnDY5amps5KTo0OiIoMiwgPAQv0A/jyB/z7Bg3+AAryB/z5BAr7Bgv/AQ39Ag35BAryB/z0C/Cf4+E/x9xvn7TAjy9wwP8YuOCA4P8Q/08wzw9Qj08wwN8gkJ9Any9wr08/TzHj9y+Js+nmMjQv0jQgNCg3zDQ/yjI4InT4wIC/IL9POIjgiKjQmLiQwOC/YNDvAMCfQOD/YLC/L19xnnMW6k14SRAb4TwkP8osICI8MCggM8fL1GeY4f5us10mvCCG+PUROjgmOjQ8KDfYP8vUKDfCNC/KPCAqPDg2IigydGhsVGh0+MCg0L9vXxHOs5fpSf9/iQQJ/gAG+vCaP9vMdPmxw9NTYqJjIkPMQvNMg3MiwwJjIkJjJk6qSoKROjYiJCI0IDw4L9IkICoiOCYmPCJ08Mj44IDA7wDPAdHxLoFRMRGBsTEhHqG+g3LsDfMzDAO8Dfi3eBj/f4AH+vwABvLn6+Hn4+E/z9PH28x/MO9fIc6+U51tWz3l7jwkIDIsKDggJ9/Hw9goN8gwJ9xo4ZPnLEUE+PMaEh/kGBPgH+Xj5e4/x8PYKDfPjFEeFB/Ct/P08/Xw9/P8/AAO/gIN/QEP+w0IDQEH8uIcF+/IaBAd7+fp7+vh7+vh5enmN9vMcHB/mGBPv5+Xp4TBjt6TEmMMA7PMw/LNiHK0xMZFBMZFB0RGBkmH9EqF+Q/4QA3/HBAZ5hwT4RoX6RYf5R4QHREYExkUGTooNjIoOiwgPCQ3xDg7xDA71CAr1CAr38vMf6eo3x8x4b6Ds+2N8jNNArPMQnMswvOjww0Gf8iLff8PcZFxsbHhkZEB0TEjM5InpSxMTJEeFRwSGhARGRIbEToydFRUYGB0cGB8dEhEVHBPMaRUYER0eFTowJj50UOWVydFRkSER4YER4UHhYIJew0IDw8ICgAE9frzH+PuP8vcd6e4zyGDfc22NUkL9HRKhfRKhfTGTQ5IlhsTGh0eEBYcE+ESG+MZFB06dETZkUHhbsExLgGRLoFR7iOzEqJDYmPCo8iCstP48IDZgUHTZlUmRsdFh4aEBoSEBoSECAv3dQoE9EeFBkRPDEmPCpU2ImTQqLjg4OC/MLCvIKDJwQFOQRHOwZHOIZEuQdHREcGxM+OSZiamzk9ClRkyeGTZ4YNn1K1LTJ4VMmhU6MCowM8w0P8Y4I9YmK8I6O9I0M840KD4gM8w8J9AoN8g4P8eUnoYFeft5j/bzH+HuPDvAdE+Q/PiTQIyzIMzzEJyoiODoqLCoyJDwskOtAeFjgpIkRE2PCw0MDoiKCo6NCo6NCoyJDIiOCIyOCIyMDI8P9I8N8+HMjw3wjQn1CAj39fcZ6e4zy8Rwd5O8R6Ofp4znWx3NsgK9HoJ+Hv8+EmLCgieHBMeHBsVFhEyOCwwN9An3G+3uN9Z4wwsdzhNf4Ye+8+dKEMUNjIvwXzp2ydtXS/OykQaFZw2WKiB+v+GD0qGH7ivLOnj1z5vTxY0eLz5w+9tXZU6dPHT11/MiAcvzIwaOHDhw9dOBw8T6XHDm4/+ih/ceOHDh25MCRQ/sOFRcW788/eKDgyKF9x48W8w+PHN5/5NC+Y0cOHD9y4PiRA8eOHDh6eP+hg0WHD+8/fGjfweLCfUW5+4pyDx0sOn7s4Injh44eOXDoYNGhQ/uOHN5/6GDRweLCQweLjh87dOb0yePHDhcfKMzLzczMSElL3ZOakpSSnLh3z+6E+B2JCTvTUpPy8zOKD+YtWjRr5Mg3P/54aW52enZmSnZGSnZGcnZGcg4/yUzJz80oyM3Mz8nIzUrLzkzJzkzJTN+7N3FXcuKujJSktOSE1L0JackJGSlJ/G16cmJ+TnphXmZBbmZBXmZhflZRQfaBorziffn7CnLystJyM1Pzs9OL8rP3FeYUFWQX5WcXFWQfKMo9fvjAiaPFhw4U5GWnZaQmpSUnpiUnpqUkZqbuyc1KLcjNzM/NyM1Oy8lKy81Oy8/NzM/NyExPTk7alRS/Y29CXEZKUk5Wan5uZuLubQm7NmWkxWemJ0VHBAx59Y/bt6zbX5iTnbk3K31vdlZqXk56Xk56fm5GQV5mYV52UV7Owf0FB/bl5eek52amFuRm7i/M3VeYk5edlpOZWpCbWZCbmZOZmpGalJ6SmJ2RkpuVlpuVVpCXXZSfU5iXU5iXXZCbXZCbVZCXkZeTXpSfXbwvvyA3PS87pTAvo3hf7qHi/P2FWfk5qfv35RUXFxYXF+7bl1dUmON6e2B//r6i3KLCnKKi3P378vbvz+e9vH9//oH9+fv25RUWZOfnZRYV5hwsLjx0aN+BAwX8t/G7t3P8LSzMOXa0+GBxYXFxYVFhTmFBTkF+dn5uZl5uRn5eZkF+VmFBdl5uZk52Wk52Wm5Oen5eVmFBdlFhTlFhTn5eVkZ6ckZ6cmZGX0lL3ZORvjcvNzM/Pys7Ky05OSExYWdS4q74XdvWrflk47qV2zav27VjU8LurYm7tyXs2hoftyU+bnPCrq17Enak7NmVlhyfkZqQnpqYnpqQkZqYlbEnKz0pIzUxPSUhPSU+IzUhIy0pM31PUvz2hLgtyUlxacnxaSnxKXvi9iTsSIrfnpywY+6MyX/5079uWP9pTvbe1NSE9Iw92bnp2bnpqel7dsZv27Bx7YaNa7dt2bT58/Wfr161ce2azZ+vXb921epVK9as/nj9ulUbN3y2ZfP67ds2xcVtTUvdk5mRkpG+Ny01KTUlce+e+KTEuMTEuKSEnclJcWkp8ZnpSZnpSempiWnJ8WnJ8WnJu/cm7kxL3p2TuTcvJy03OyUrY09melJGamJuVkpedmpmelJm+t6MtKTUvfGpe+KTE3ft3rklOWlXVnpyVnpyctKu5KRd2Rkp+bkZuVmpKXsTEhPidsVt27Rx3YbP12zZvH7rls/jdm5JStqVlLQjIWF7XNymrVvXbdu2dseO9Tt3fh63a6PnhJGjR7y9+tMPd8dtTdy1dU/C9sTdW3fv2Lg3cUdBXmpu1p605Lg98VsSd2/em7A1PXVndlZCyp7texO3703YHh+3OXH31r2JO/YkbE9O2pmavHtv4o7kpJ2pyXFpybtSk+P2Jm5LiNsUt31DYvyO5L3xKckJyXvjkxLjEhN2piQn5GSnZWYkJyXt2rtn99698Xv37N6TtCshfkf87u27d21LStiRuHvLzm3rtm3+bMfWdfFxGxN2bdm9a8uuHZsSdm1NS0lI2bN71/bNO7dtTIjblrhre9y2TTu2bNiwdtXqT5avXLFsxbL3Fi+cvXDu9MULZi9eOHPxwhlL35u9fOn8NZ8u3bJx1e6dn2/d9OmS92YMQmgA1U4IIl20cO7MGVMoETVy5N/3cGf0/uqDuH5+/PiBmOiQb789+5sU7sWOAUveh4H6K+7pzlCrJFpBXnpkqF99bdmvv+G//fEiPHiv4/Gjps2b1m3cuFb7oD/H94LU+a89QKMX+x9/o2aiRmUCIpw+VhwZ4tf+tGnAMlAmaVXmQ7U/v/yLx3Pa5zkVgYHIXOzNcVOEwShXNtBz3dlthohrVi5/f9G8h81m7VulN5VPNT+KiChpDK+L+ZURFTesGLAMivZDdyfQi7PP/OfyIE3B3KpP3X6iIEhMsVPFjighEmQOKnep50gRsclau33LKv4DN2jWhHHzGQgifXfRvMXvLUAkjEqK7ASQAWRKBESCTBlYQEHg57Kb8A8lBBlB1goqI5OQiuonfb5FBUFm6rdEEwVBBvUa0utzJIgKgMwYAUYQtAtAQVCA8TsTojiBitzDeehQYWCA57lvzmqNCFpTUgRAIIwQZPycIqMIFIFp53yFwV8BgSCA+kOXSwQ0YbRnLQIEgSIQYAqjMjI3NwIjSBVgCgLh7Y9IkRKmyEAV9aGMAZGJJCCVtacAUAUJQUaAyQgiUAci5uWle04YWV56G5EhSGrz8oZ16yxg2hORV1B7NBBgiuamcC2ktEZgDBlFyoUgJUgVtWqakwRYT08xKgKT1E7XisGYxJiEIAOTQOt917lbLyuMisylJ6gg4uPHzatWfrRkySJERCSSaAOQGZMBFLcCswHK7y68sgMKUkQKfdqnR4jq9gG3817f8pvwBnHHDlWBoaeCCqICVCSyQxFtVHFyzD1xqGj08CFd7Y9cyEWYREEBJAyJWzV5RRTkncV7DQg/ASCIFIBw0Yra23sJBJnSM8qAAJPUWjACTAY+eHldVA1hiIBAgEjaxOAm6g350CNUESmVtHGqNQ6TEWXNay0BCIiiJsqKj95funjho4dWRAQmIAiIMqKMIAC1ITjcLhYRHQA2zYEmIgoqZIMA4ESUuACIAAKAoKFqHwDpQRJgEiUCc40XV2eBrBVDUgXlPirtpieu5u3zLEW9CYrIHEDtiAIyByU2RMlqqV758bu9oRl6eotRRYvQYEveX7T4vQVEERiTEYmqUkyCXnDZS0DVG9JLTXuK1U+0WgEqPU0APXXmYxVczcQk5nqr/apH6dWZkCFyreopJ6jfEkoESp2IWFSUHeDv8f135xERGENARECmvgJjjHBcVs+BMUREAKAMGEdkQARgAIwiAwRAhgjMzefMv2Wg8ficOAKgjBFGFdcnKtEPlFEFqAJAGSWUEGTabAwAAMAAAfjT+XOBASLwwlMiAhMIsSFCXl5aWLhfTU0pIoMe7dH0DzRhRHX8AkNgABSAIjJABkwzVXqmFgaMAGXAwM1Jrtoy0KOOCm98YLI2R7oBE5Ogvw64OpRDs2tIaPDd+1t8+NC6ft2qD5a9RxQBkXINYUx2NSmoiz9t+kSGjPZv7YECKriBQhkdON4GgAK4zBe3OA3QFp29BbixwpXZNYKYBEziMxaAzKioyA5JtCmyA0FBhJOH9/l4jH7yqIkSFSidok2hElPbmSIStd1AQSoBk7nR0L9S3FgBt17WupIy6jJIeeOo9iZjHNCp9kOX/wkAGFCKiKquAgXNnnNzUxFVB0ChVGJUAlAYlRhVZ2KmmkcqbjLmZMyB6EQUEOWPPnp/yeKFLS0WRMaowIGVMSeAwJgD0IkoADgAHABOADuAjTEbgBPRyZiNMQe/gDE7x2v+cy4AogbTEjCZ9cYTZL2NmF62oAK9zxmTXAgDoICmfj0jhcmgCMgkPvsCcQKIiDJQAagDwYngpMTGqB1RRHAa9aWfrV46ADTzzgPoGYfvvTt/xvTJtu52bbxJCDJjEqXioNCsDniZMZnx8QmaKd0Pjt0F3Gen/nrc/yeua3qZ2y7GXOkNDcQ1oyiKkxInIh48mB8a6vf99+c1GOVmqDvoIFDQYAgooUQhPaiESAmVRQkBgQEltG9UTy+BXnyR+1BnRBvDFIG69JtRSgnteRxHTg7yvGwcJZgGicAQFK7HiJCTkxoREVhbW86XhACy20rC3ZIaGJtcMESJzIeo1rBUe6hLkC8s3EBBW6+4FMNduXlHuHpZwykX+HIDGdygGfpBc0uz+fP1qz/5+AMOzZQIjEo9JVRhyG06YQQYYVThnUoUSVGknh5xiRucqTbKYNJjJD6vAXsMyX7WGfZYFW7WA8h81XX6WLGf59gmi4ESkY8phUoMqDb/U+At7A4lQIAS5t5TbJD+1TSNUcW1/gNGtMnYFabV/4fAtc5Nq4HbGQgUGHWZ6u5rWc3oVtR+Z5JWU5GbzJQ6KLUjOhGdiMr778+fMjlar6tGZAgSgMSYwBg3eAVEAdGpQbMD0YHoYMwO4ACwM2ZjzA7g1K4UtQlAdgmABCC6Jgl1Sddvyd5LOUF2aW+/H7qGlVujqbOajETTcw7NTECQEARkTgQngECVbkZs3Mw36Eo2rP9oAEJDs5d7AukWLpgTEx3e/uwxIrqPJTY4NKtKRiVKREpERiXk+Ah9sfhvErex3Vt6rOa+ojU9oyIwERGPHdsXER6gEhoD4SmRFZfhjACMMkooc7MZGWWKrPBzqhBG2KDQjNDLqhpotLgQRLsMBr1bH+EQCbzWXAsxPy8rIjyotrYCkfUmhX4BjntsQ0YQKKMKJbLTYQNGEIFRAv0L5j7me1b0ihs6D9SJmt5DPztlwMnbTfBha+Pn61evWvkRv78s2bVleF8A4nMGaMYHJQpRJEpkQpTntcDgoNy7jwbpzb7yvMHSTygifnXmmOfYEWZjHSJDJgMSQAAEN6uZt5WIzIkgIMgIpNeyYDBo/nUl7/OTgTTcrZrACcze0w/0IABxRz0XNDPmBHBwzEUkK1cunztnutFQiwiIMoAAzKnxHs5+Yke0c4AGsAF0g2ZB94bmF8eQvkv2vjRsz+cSJ23cOq5fv4P7gyQEEUFEkBixM6VbnT8Yp2gEo770BaGZLnl/0ayZU23d7YgIoPRiDJ+rXozJhIqUSgxk4LTDb4jLfws0g+wGzfsjIgK/+foLHORglHIWQVEURZYZZRzEAYASKksyACAipVRRFP75YLcCYMCIupLoYXtcTCUFJAwULoB8CfmiPiVQD4ZIQOXRMD8/Kzw8sKamXHOkuLSnjwL1Y2C1goFWHsYURRY04lJRqUa3mUG7DwF3zg5lrTCDdt9fDc2PHlo3fL7m4xXLEGREqi2QSa8quBHHlMqCYFNkJ6UyUURO9DMqD1r9wWloplFA4Ab6vzk0f3nq6OhhQ2qrSl2zKSByu5RxkxkVja51IHMgiNw+dXkIVJb8+VV7MWh2qyxz17s+CgCoMHB1uowoA8oAco8L6sWgedXqjxYsmNXQUI+IgDIDgTInosRAAHT2EzugHdAGaGOaADoAOfXRB5rdMIqKlAi9TOZfhmYZUAKUGIgMREARUHZDNtJ/EPW+raQR4hIhNkXuBHACOEElXpy6+gfr1n34QtC8dMm7c+fMsNs6ENFFaPSv5ADQDDJlEmX/kaC5Zw7nS348caI4MjLo7JenfhH1GGOMMX5CCOEfUko5FjPGZFnmS7vBbqN6Y3qagjCQCRUVIvC3XK25aNewwR3lg0OzOjYwvyArNCygqqoUEZ9rL9MBexBAIVSkTOKeA6Yx9YoiMCBuA5L1aCES917uBc39oBbcTOa/ApqfPG7euOGzD5e/j6j0mJB9J2MVEQBkRiVCBMYkAEWlCFSfYe+L+/22v/zbQPPZ00eGD32tsvw+aq0NiIQxwigFhsgAFW2BbwfaDczhXvIeW3UAG8VVl78FmgH7aRHvcVDXbRKgyEBkzH3d/KJW85x5MwzGWkTgbAahDo5rg0Ezg26KXQxtGlLbOTQDCoNBs6I4ZclOieAi0xAVdHNrDQTNEqAIKDIQGAiAAmh31uqu9JFBoZnaCeninDilNm4163Qln3++4kWgmS1+b8G0qZO6u55pw9tt8DwfmrEHZfoP2n9HaGZUBMbbCM+cOTJxYtgXZ04MpGpcI5mGj8AYpVQhRAagiiITIiOCLEuKIvMrGaPwPNqRotpbvAtlBpKsOGTF4epaBhIXDdRedL3phhHUBc0FhdkhoQEVlSWIOMitUPP+D9jIhDFJIU4+6hhI6vzBJDcysVfb8lr0+MRRBJfN0s8e4csX1Q/2a6CZMQmRtT1t3bxp3fIPFmtYpvQaYL3vQxQnoyKAQokAjJOGiiI7BlanX1CwXtOna6L9TYUi4tdfHB35zhvVlSWuzqIMGSChjKoMrwLAAxLsVGmncgeqvKeiLQ0HWsX3qtqLllytKRDN+HAfLG52D3JD0qnSwegkYKfM2TMZvBA0K2vXfvLu4vlmix4RERUOzYAiY/1x2Q2aoYthN7ihM1MN598WmgVAJ0MHUw1zwU3bJdfodskg0CwC8CqLjDkI4cyGaDSWbxkweK4/NC+YPzs6Kkzlmt1HIJN+uSPdtJabhP/O0AwyoqKGxaCEiF9/c3Lq1Ogzp48PBs3I3UGMaK1Ee3wsyKkMRRAc3IaSJGFwA4oCyJSJXDj4IioMJMrEwaFZeUF0VqEZCb8ngArNwSH+ZeX3Nfz9tdCsECIIQhcioUxkIGpX9o5l7CVyDxb3QLOAyF0ffV1/fyU0UxGRtj97tGXz+iXvL3TBPVU5jQGURKM7GA+E0Nb7Pb7H/4DQfO6rE2NHDqmvKdf0kHGXMPd0IAIDGZiA4ESwEfGp6HxKFYd7INOgbfhXQzMq0CfwrkcNeHc7AZ0q7Yt2BjaFdVH6q6F5zZoVCxbOMTXUIyK+GKHBoVmTboY2pkLzoFYzJYI6Z78ooSEhqgX426FZq2wvaDabq7Zv/+yFoHn+vJkR4UFtTx8iMvfefUFodv/kPwg0E9WVLyPihQtfzpoZq0HzAOt6XoX2jif37t+6dv2S2WIgRGJMtjY3XL588c7dG6JkZ6BQJjGmOIVuGMAR33MrCiKhDkIdDAR3CHN1LV8l8W+1hdKvGzkcmhnIiFhYlBsU7Fdadk8bRX1A2bUsJX1KwmPgBaHzzt2rJ04ePOe3du8AACAASURBVPvVySNH9504efCrr0/evXeto/MxuMaYhsjutXC50bWBKiAK/bWf4/JfAc3AJETW0f5408a1C+bPIoqTUhFBZqxvk7riZNvbW+/eu3b16sWrV384f/7MuXNn7t695nC0U+p0XaYFvYoaOykOJu7T5/P49B7h3fRCCyBXB53/6sTo4W/UVpf1gWYuGjQ7ERwINtn52NbVIgkdWhiDpAXwDiiiWzVfaLi5VdYtYrfXDD0ANFPokkk7pfZfCc1kxcdLpk2PrddVITIGImjQDM8hNNDGcZmwTsI6CetiYB+c0GCIFFhv5H1RaHbwxzG0AdoAHdhjRztdQ9glg0EzY2psnxuhITY0VL6o1bxwwdyoyLCnTx4iUpXL59Vzm295ZI822z8fmvvbWS8opM+rup1B9X4qbidukZXu4KWFiCiKoJlX+P1338yZPe050MzXzhUVpZNio/77f//PW7Zu6La1I0JRUe6bQ15dsGB2bXW5urRkMqViD3ep7gggGg/LQwMlQIkyJ6EOzYcgasSczI0CbiAwEFwDHsC1jWJQaGYoA/RQ2Byai4rygkP8S0rvDeT6c4fmAa1mJsv24yeKX/nL7//80v9e9O7sDz9aPH7CiMlTIhsb9YjoFs0mA7iCk9xPBESBgYOHMQGKKvCp5rMa0st6uGalR5f60L49418DbsTOjiebN62bM3uGJNqJIqhd3FN+rRggIYLZXLdgwYz/9l//KTjIa+XKD8LD/UeMGLJvX7a2EUtEEBFFoDy2ifvQtQKjjCgCExBFZAKiCExyZ6W0nuqv2+7qR7E3Y/tLDDWeO3ti+FuvVZbx7uO+jV7QTJnEqBNBQOaQnE+6Olucjg5GxR5jTUPV55k1fxM0uwYav6bXOgnQScEuk+dazSDzuZbHLGvQTD/5dPms2VP1+lpOaABIDEQAmTFBQ2e3V3AwsDNQAZqwLkK7COtmatRzH2jurVe9oENGd5sDZO5dU3erqdolumYCzdno1KDZHZcll3Bt7zsBoEypQyF2bWZSN9E0GMs3b/ykFzRzRekdzIiIuHz50unTpzx79pRHL3InrLvrA4AqiqQoElc4ShXGCNc87VxVR+a2++PXC+v9SgmRGFPQtXeDEUSKwHikFwAlisxLyN9SIgNTAzk1qhTPnzs7b+7ML86cHIjQIIiE72JijH7z9RevvfLH1Ss/Ep1diHju6zPLl7579/ZVIjm0tnIBsWsvKWj3QUQgikOW7aAa9URzbfPoTnC7AyIybVHCDxmZpHYT33/B4ZhKLiwjVGRMcXUKZ2CKi/dHRUWUl5c+h64ZaHHqErSYdTOmxwYF+rS2WiiV79y5+tlnKxoaahGRuoKIkfAACUoFjunaTI+IQIiDSDZUeXNechlBBOpkxMmYK4ydT4SEs/kaa9RjNPQrIXR2te2O3/HuuwsZJYjImOu5Lhx3vRIAlpWV+s7Q1/NzMgilra3m9NSE3Kxkqji0TRa8CwgQAahEZScyV78gIqgUJJOx10FEoYvrkusTBKn35EcQgQ8QShUujBFZFgmRB3dO4Ldfnxn6+it3b13jxaOUMABAZACMe6ZB6bFOmEAUhyQ5KJMYkymTmGYwaRFBA4rSfwH+S+sAqjWLFts/sC5R4LvPtB8ylDjVBup2J9fuRG63SW5eCli9esX0abE11ZWIqNq23LADGZgIwNlhvmVUYsxJqYNSJ4CTMQeldg3oRf6VNsVqiwYt/Lf3zrgBpQ/s8PWle9ye+yZGGVFBlaaTtDoqiApjAiVOzp5pZitBNVaCm4nqTZotNbu2r30haF62bMmUKbFtbU/cxzZHwz67FRgQSmVFkShVGFBCJEIkSmXGFBdG/7Wg/DxAoVThT9EwWgEgwAhRRGAEGSGKxCtFqezaswRIEfGnn35YMH/u6dODQrNm/zJ7V/uCOTM8xo24c+sqIp48Wrxt83pbdztjstWsv3X9klFfI4m2BkNt2YPb7W0P2589vvTTd5cuXvjy9LGrVy467B2ITFFEp72j2Wq6f/dGWckdWbIjEsHRWVpy++6dayZD7bO2hzXVpZUVD5zOrranrdXVJQZ99bNnD60W3fUrPxh11ZSKmuNC3cvDw2A44quR/xo0Hzx4ICoqoqys5BegGdSdhP1AEK2NxkUL58REh7W2mDlAPH3aJAjtfF3V8fRRyd1bd29d62h/yojotHcy4rQY6y7/9N2li9/euXnp3p2rtu4niLIid1WU3bx66Vxd7QNJ7EBUkImUOBXZodXFNa9wbQQNal0HuBWMQ/OzuLgdCxbMJ0RBRObaM9lvwcShMzsrdeTwt776kve1gkjt3U9loYspDiI59LWVt6/9bNTVUCIAERgRRUdng7Hu+uWLl3+8UH7/VkujEZnc/rRVV1tRW1V6++aVivL7DnsHguxwdNbWlF+5/KPJWEeJAEzp7HxaVnr3+rWfL3z71U8XLzid3bx3XLjMncmi6KR8C8xA0PzdubPvDHnt3u0bvOUBKMdCwihhlKpGDwEqA1VXhCocIAUghMj8Kc+djHv5pX8lNP/C4R41hCgxjQiiTKJUIkSmVFHxpFfInYSIq1d/PGP6lNqaKkQE5oqloTxLhObIdW1G4xtYJMacotgpip2MOQEk90VPL2hGEUDQoPn58NJH+kCz0Isa0ghVxmS+75FRme9+dN8azkCmTGZIASlz0bwg8QVZx6OGvPT4F4LmJUsWT5kS297e5j49atCs7t9jIAMoVKU4CaBCqEjUPSk8PFZ2wcevl0FRW+1RGMQY1xZQrs2UkuSgVEKk6kYYxIsXv5s/b+bpUwO6AfvcB784dey1V/6we+cWe/ez9JTEnIxkRJQke1Fe5shhb+5NjGt73Dxz2qQFc2eUl9z54tTRN19/2XP8qHcXzPbxHJuVvlcUHJTIP3z/9fvvznlv4az5c6YePVQIjNi7n25Y96n3hFGnTxysrXrg7zNu+pSoliajQVc5NTZi3uwpFaV3jxwqGD38zZ1bNwKTiOIURRtq26xdgWtukxPvRDx0qDg6OrKk5P4vQHPf4dpjNbc+tC5dsmjM6GHbtm0oKMg4fLhQr69ClIBKj1ute+J3Ll28YNb02N07tzx51ISIsuQ4erBg/Jh3JkWHjBr+xsToYLOpWrA/zcveu+S92cven7N40cyvvjjidHQgKowK2gpAtVB4sVV8Zax3JGJfaO7qao+L2zFv3lxZlhHRDckH1BnMz8v88x//94fL3ivel1uQk3r18vd2+zNEFJ2dRw7kL3tv3uoVS5cvXnDxwld8p+jTx81rPvnAe/zImLBAr3EjCrPTkIjXL/8weWJYdETwnFnTQkP8r1652NX5LD5+x/x5M2fPmjpn9rRr135GxJ8uXhg96p1h7wyZO3tagL/XnqTdlBJCZEkSJEmQZbG7u3NwUFZH3/fnvxr+1hv379zQCA0KCIRR1pMcgDIiMVkAInJ9oESklEes9riC2GADRBtEA8rgP/mVUUNqRJ0LmxRAHinfAzX9oXndulXz5s7S6+oQEYEwqu2H1ggHoBJRnEQRiCIw6gQQCLEzJmg7/QRKnYQ4uDU9IDQDE/G3g2YAzXHSQ8S5dFVGFDkBCEgokygoDBmHZnVVwURQ7Iiirc16uCjjhaD5gw+Wzpo1w2br4te44hM4QeG2elKD5BiTCREplXhzq1tOgEfe/JbQDKhQkFwNAaDw1Dbqnv3e2TP4+oLyVQZf4jEZEc+fOzt96sTnEBqqUBkZ7Wh/OjU2KjTINzMtaU/Czgf3bvA13Y8/nA/08zz31enLP3330QeLL1/6gTFy9dIPf3np93sSdiqSY+Pna3y9xt25dcXe9XjZ+/PmzYpte9SYnrwrPMSnu/Mho47Tx4uHDf2LyVj9sNk45LWXUpLigInIxHfnz/jko/cR8dqVHybHhJ3/5ktE5ECj9ZrCbRDKREI4p0Sp6jDAo0cPx8REPXhw7wWguXeQvAZnDx9a58+b+ec//W7Hjs2bNq4ODfWNjg6+ffsKURwnjxXPmTn50sULd29dCQ/x25Owkxfp9s2fV3685PqV7z9YMnfbljVO59PvL5wZNeL1L08fsnW3pafsmj0j+saV793NKz5f8ugXSgczyqBP2Wz2jt274xbMn68oBNF9d87A0Lx/X94ff/+/JkaF7ty+5cOlCz3Hj4iP22y3tZfev+E5dlhRXnp3x5OUpJ0x4QE/XzzPmIKIWakJmakJRw7khQZ4fnXmKCIadZWxMWEfLFt87+6NwoLs7y58feP6pQnjR508cbjJagoO8t2yeT0iVJTf9xg/auGC2XZbZ1pq0rBhb968ed19swYfSpQqg1u1+N25L0e+PaTk7k2eUoMxyoCJskQoZQBuc5UCVGKK4MpJxHguEdXloLA+4dsDQO2vlV8HzQwkBqI7NHNStOfKvtAMGzZ8tmjhXINBxxXElXHBlbOBEoFpoU2IIqVOQuwAAqJMqVNRuhlz8nNZ7uodFCEgCprLV/mVFR/cagZJTYpEJS34nYOMogG3wKigEk1IQLOaqWo1i3xDYPtDU37Gc61mAHWELF++bP78uQ6HDRH7KBPl3a/t+uPdzJgsyQ6+jYIxWSE8LxLlIPIbQjMDmaHssp05QnEVpESkitpGHKDdYZoSHtdMEfH4sUNRkSHfqJA3MDTLkoMRibfGvsLsN19/+aU//T5x93ZGuGcAH9y/FRbst3zpu+PHDP/u/FkOIiZ9zdtvvnagMAcRv/nqtOf4kXnZqZSIt29c/PLUwXNfHZs5NXLC6LeePGxQpM6TR4t8PEbcvvXz9s1r/t//8x8LclKo4kDEVZ8s9fMee+L44ZUfLw0N8rl26cfuro47t6/l52UdPrS/rq6KUJFQSdsYQgjpIfcR8dixIxMnRt+5c+uXoHlAoklBxIctlgXzZwUF+nDD7d69a8OHv7FgwYzWZtOyJQsiQv0yUhN3bls/5LU/fbZyOW/SO7d+jo/b8KjVsH7t8oTdG1qb69avXR4T5WcxVSHizxe/GfH26/sKMtufPfnizLHkvfGXL/3gdHRRRdJoDOJuO7sdrnLy0Qh2R0d8YtyCBfM4oYHqfh8YSGcoIh7Yn+/tOfbL08cQUXR2rP/s46FDXv7qi6P5Ock+niOM+gpEKH1wfdTw13dsXStLnYiYm5l0/GjR2S+OTIwKvPTTOUTU1ZbMnjExIWG7KHQTRXzW9vDRQ+v5c1+eOnmksCB75IihCfE7EMFkql+0cM72bRu5evj7e+3eHSeKzoqKskOHik+dOtHcbAWgvL8GIzQufPPF+FFDK8vuIRLkgfMAkiITRqnGKAISBJkpTqo4GBUplbldgkgokymTuR9icGh+UZz9K6THagYF1CRtRGNdFM0/xLDXHkJ1w8GaNZ/OnDGlrq6K2x+opTAEJhHCIVUCEAhxcFqZEDsnmgmxMWZnzMGYg1IbpTYNQ3mctQOQp93gpvRzZqwBRXkuoaFQKlIiuNJzMjU0U0aUgUmUiC7eH0DhuEyY6Jbg1NnSUBXfJ3jOBc3oRlki4tKl78+ZM6s/NDNGCZU4Jmr72QYeTtye1RZWWra2F5TBwxJctgDPteQWw0ABFElycEcEUQTQUqvwV8JRGwkiHthfEBkR8sMP32qlHQCaHfZORqWO9qetLdaaypLIsMD/4x//IS8nHRF5qMCdm1fGjh42/J0hb7z2UmL8DkVxIrKKsnuv/eWl/UW5iHj55+9Dg3xyMvciI5cvfrP64yXrVn4we2qUz/hhbQ8bZGd7bkbi22/8aeGcyds2rBr+1su56YmK0I5IPl/3yegRb27duCYs2Hvc6HduXP25s+Nx8YGCkGC/2ElRF3/8lhARETl9xBlMrvGcaz569HB0dOSNG9deAJoHZBVVrjkqMqSt7SEiSFJ3dHTw0KF/Kbl3bebUqAlj38lKS8jJSk9P3X3vzmXepLdvXdyw/iODrmTr5k/jdnzW0lz34QfzYqL8zA01iNhi1b/z1uu7dmxuadSt++wTjwmjkxJ32W0diuzUSsKLBIxRN0IDeuMyh+bOuN3bZs+dIUmCGzQPNp3jwQMF/r4eX589xRX71vWf/vyHf16zcvmS92aHBHlYLbWI5MmjhuCAcWtXfyCL7YiYnLTtxPGiiz9+FRHm/e35U4jY1Fj3yYrFK1d+IIrdiIhIOtofHzta/MGy99Z+9ukbr7+8besGSmVLg+69d+d9vn41IpaX34+JDt+2bUtnZ/vBgwdiYqIWLpxfWvoAgGd3G9RqvvDNF97jR9bXVrisNk5o8FRasiJRKgHycQqDLDUQEQj5baH5RW1MLX+WosGTyJiIPUwLdW1cAlC0DFaqG/DTTz6YNDGyqrIUEbWUZ5xMlykREGREkVKHRmIwTUkkLQqNHzKjdmB2LbLeCczBBcHZ47j7VQISTxeHICD0BPMgSgASI06gWv5SJiITEURKuU/SFQ/DLUsOzRJhTv5zvuHeaizfPliERh9oXrRoweTJk7q7O9GN0ABglKOtZo0+edx688aVL06fOHL4wKFD+08eP3zzxpXOjqeIFJhCqUQJp54Hz/4zoPSF5p63rsy8aqZBpIzKTkeXrbu9s7Pt8aNmWXYCKLLkUBFczZqokhuMyYhYfKBw0sTIK5d/eg40Uyojkj3xccsWLzTqqvck7IwKDywrua0hGt67e8Pba1x62p7du7aNHvXOvbs3ZFmsqSl/c8irB4sLEfHUySNTYiMv/3Sh/N71yEDPNSve72prPn/mSJj/hCdNBip1nTpc+Pv/+U9rPnq//aF58dypxXlpSB2I0ofLFi5fupBR59EjRZFh/jev/YzIurradLrqmqoyp7OLUkkU7bLsJFRyBTZoDhY8ePBAWFjo5cs/a635nHXJwNDc2tq45P2F4WGBXZ1PELGr67GPz9i33361rubBh0vnB/qNM+nKXRjw4P6VQ8VZ+4vSdsetN5vKP/xgzq6dazs6rBvWf+jtOcxirkVEXW2Zr9eY9JR4RuWO9kcNJl1zk1mWHOriBhQXY0ap0nvjWZ/5A7tt7du2b5o6Lba7u9MNmAaF5qLCnFEjhn5x6ii/7nBx/v/6H/85bvvnu3Z8PuKdV6orbyOyupq7o0e+umXTp1+fPXz552/yc5OuX/vuu+9OTYz2/+G704hyS3P9xx++u2jRLEmyIVJKhPy8TE5oINI5s6etXrUCQG5uapg1Y/KqlR8hYkX5/Zjo8Ly8bEqVR49aq6oqdLo6h8PGw5kGgWZAxHNnT/lMGK2vr9JoCgmQUqAMKGEK5YFGIHe2P9bXld+7cenyz99du/rz7VvXrl+7dPGHCxd/vHDzxhWL2cCYPEib/NXQ/GI2puqkkTW210mpA1HWbEnSM2GoMc6umGu28tPlU6fE1NZU8PnPFc2m7lRiIqUOnl1TlrtNptpr13786cdvdHWlotD+7Kn1wb2rN6//qK8vs3U/RjUmT0BwIuPJRpyo5qV7flg36Xcia9DMQVlyh2ZE7sqTEEVGHIrULQudTlub0/lMFNsBnNjjZeWxK4ShREHgaTQQnIiOFnNVwo4+ERoqHcEDy4g2ocHixQtnzprmdHarIe7cT6rFbCmyA0FGpE1W07q1K//wh3+ZGBOeEL9j3dpVQYE+n69f09XxFBGAyYxywoEiIqOEUYIAlCjAE9VrO6GB0R5gBua+gwOYrMgOV95hRtXsd4xKRHFy596J44c2b1q3ryhvzeqPnY5OREoUJyUiapsAQXWhcjTHo0eKYydFXvr5x+dAM1ey2dOnhAT6mo11ackJ2zavlyWBUR4fzc6f+3LkiKFnvzxpMtZ5eY6dHBtVXVVqMevHjhk2f97Miz9+t+KjpVs2r+1sbzt97MCwN1/avmn11UvfTooMHPr6nw11pYw6CnKSf//P/3Tr6g/2jtZgv3Eb1nxo736iyN1zZkycFB3S3tb65Zmjw4a+lp6S2NsgYpRJfAbiRC2PIGRMYaAg4pEjB6NjIm7cvIqI2BPM1Fd4lGW/XQkyItbXV/j7e7zx+kvnz33x7fmvFiyY+dJLv9u7d5fD3vbTD2fffvOlT1cstjTUX7184fJPX8ftXPtf/8s/TpsSeuH8CaO+JDzU471F0+y2h999e8LXe0R2eqKlQbd29cezZ8RWlN1FRCLznA/Y08VuGeIBqObid/cmuVI0gN3evmnz+vCIkPb2tl+CZoYIiYlx/89/+r9XffyByVB3YF/2a6/8YcLY4RWlN/R1pSOHv5qavP1ZW+PWzSu9PN65evnc0vdnvfPWn/Jz97Q9Me8rSvMYP/TokTxEYm2smxobNjk2/OnTFkQQnF1Llyx6/bWXzn3zxZdfnHjl5T+8u2huV9ez1hZLVGTI5Nio6qryvUm7YmOjGsx6cPvjDy2azWUOk94Zrxgifv3lcT+vMZaGekTKmARMAWSEEQqEgno9o+Kzx02ZKQljhr81MSokYfe2hPgdWZkpGz5f8+aQv0yMibh/7yZjClGZaPWhlIq0J7qLp2xmbjOilgZWS9DMv2JaylBgsvv2MR6TzhlkbZGqCqMSosKYePLkgZSUXXm5abk5qYKzC5GBmuiDr2VlRkVQLVknIlv72SczpsfW1arBc5Rqq36QeCI6QvgfhUiy3HnnzuXQUL/X/vKHg/uyZOGZvvbBewtmvvbqyxvXfdz5rBlRRhSA2jkoAzhlsYMp3Yg8lZ3kyvjhyheKqFDqFMUuRAVAUhQ7pU4tAZ7AiB1BRJSJbKPEoYbwg4AoMeqQxE5EIjrbz545vHH9p4cP5iXEb25q0iNSxpyAMqGCpDgoSMC3I6AMIDDGk+c5nzTXZ6fu7APNijtL4JpR31+ycPac6YKzG5G53L6aA1dhVASQiSJIQndKcsKf//S7rMyUrs6O5ibzxyuW/evv/mdBfhYiIsiy7NDQXOAdI0sCMEWWBb60IYrIgGiZwIBSWZuiEZE6nV09Ziz/jxWkCIoiO/j+EcokRCUnO+3toa/HRIcFBfrYup8hMgSFUVGS7HyrLkdnqqYXwGPHDk6MCf/xxwuDQbMW+wKnjh+JjQ6fNX3SpvWr792+xtdZlIrdXW0njh+aPm1Sfl5mk9W0ZfP62EmR33x9prLiwfBhQyPCg+N3b09JTqipLkVEq6V+w9qPw4K8Vq5Y/NGyRYvmTbt+5XvB+awgJ/W9BdO//epkyd0rS9+b++lHiy2mmiZz/ScfLl6x/L3Se9dPHjsweWJYQW4GI6IsOXoHpVD3/nLFSyLiseOHomPCbt2+hgiDOeKhh+fqI4ogdP3449eLF8+NigpatnThZ2s+WbRwbnZW6rNnDxEpo47Dxbkzp0XNnhG9bfOasgfXr1/5dv7cSVs3r3zyyKivv7/0/ZmfrV7S9sQkOB9dOH9i9afLPvlwyacrlt28fkkWbbLsVGSn3dYuivZBDDG+L4NpuMxjvPhuQxGR2uzPPt+wJjDI99mzJ4goy7Isu2LF+prMRmPd+nWrvDzHz5g68fPPPlk0f8aK5e/duPoDMBGY49zXRz/9+N3lS+csmDvp5PFCUXiWm5UQE+X39dnDguPx8aP5M6aF7y9KA+asq7m3aP70JUvmP33SggiSaDv3zRfRUaGzZ01NiN8xc8bkVSs/ajDVW8z6mTMmD3njlaVLFn2yYtkPP5xnyCNY1eGjWTmuOalPUARFxG/OHvP1HNlorkMkPD06IKNAKRCmZfgDkBmV87OT//m//adli+c1WswNDfrW1uZvz5/9yyt/jJ0U+eiRFRG1FL4KJYIk2hXFwZgLW3lCRAWRKbKo/XOS+kc8lMiS5HSRwtxmkmWHJNoQAVHRmF/qllabarvhFVl2ABMR5TVrlvv4jAkO8Z4+fZIiO0TBxpfRmtNMZkxgzMXh0s/WfBQ7KZJn5mJUJISHXqg7Nnl+Z5eudnU9iowMePutly+cO4UoOB3dO7et/y//3/+1bctnjCqasewkUie/nirditiBKBDicNv/KVOqBkErik1RbIQ4GBMRCS8b5dnuUQEmymIXkWzABEocTLETuVN0PhMcbaLwjFEHotLV3hIft/G1V34XGugxa2ZMQ0M1IspyN6UCA5kwkYCohU5IAE5GbQh2BNvDxpqslB0vAs2wcNHc2MnRNlsHt5o1okSmTKJEzd7PmIRADxYXvvLnfz1yaB+/4fUrF//8x3+dMilGdHaJzi4qO2ydbYKjs+1xs9PehagwRbR1tTU26BsbDKJgB8YU2UlER2ODvraqTHLakMpdHU8qy+5XVzxwdD9rtpqqK0uaLMbOZ4+6Op50tj+WhG5kkuDo7O5sUyS7JHTXVpcV789PSU745uszLc1mQeh2QTOo3mr1HyU4NB89fCA6MuR7lWsewA2o+hUVSXB0V5U/+O78lwZdjSzaBEcXv6Es2dvaHprN+pZWi8PR8fhJs9Vqevr0kU5XPWLk23uT41tarN1dba5R19HWWlF6x6CretJisZjq2tseCvZnTx41PX5kabEanz2xNlkMZmON095h63zSaKptaTZ1dz193GrW15W3tz0E/icGA4dDUdd6E0BBxKNHD4ZHBF+/cZmHww4GzQCiuqRCVzJcEVEmxN7W1tzSYjKb66urSxoadM1NDZJoQ6R82wijjoaG+suXLujryziv96hZ/6jViOAQhWeNlipd3f3O9kZEB6LcZDXcv3O9tdmMyBBkSgQiOwShm6hMV/+1pFtqN7eUZtp+M9LZ9WTtulVBwb7tnU8Rqd3e3d3dqbmv+7ZMZ2ebyVhnMtYa9LWV5ffra0odtjZEqsh2RelGFE2mytu3fjKZqhi1IQpdna0tzYbu7seS1PH0aaPZXP34UQMwe1dnq9FQabHUK7IDQCGKU5EdjY3GO7evPWxtbGk2N1lNguDQ1VfNmT1t+QeLy8pKqipLEHpFMbkc167hNlC8Gp776sT40W/p68r5Wh5RAZ45tlfmVRkRz509Pnbk1v7nYgAAIABJREFUG7t3bHBZ5SX3b40c/tZ7i+Z2tj/m+kwke1f7Y1m0AdVSyCtOWbR1PHvUbG141NLY1fGUKoIs2oCIoqNL858rlIjIZEd3+6OWxo62x0R2ENnOiEMSup49aSaSDUGUhS6q2BWxmxFnV8djhf/3HRMZFYCJiNLVK99uXP/x9q1rf/7xnCx1EyLw/TugEscKMM4M8MzFZOXKZZERQaUldzg088wKfP+Ia1c9pTZRbCfEhigvWjQjNMSjrPQ6IgXmSNy9cfg7L39xuljNmAoOW1dr+1OL0/GEyB0Ajs6OZqf9sSJ1Ou1PgdoZtQuOZ1Tppkq3LHYyJjBq7+pobbLUP3tqVaQuAKej+4mj+3F352NGHN0dj1qthqePrd2dj4HYqdJt63wo2J44up+IQhuA3dbZUlZyNTN9d1Li5ks/n7Na6xXFzhi3vhUKkswECiKocXUOxuwIdmTdVmN5Uty6F4LmBQvnTJwU2dX9jC+fXdCs5tBxbTZHKMzP+uO//vOJ44f4DS/9+O3QIa/OnjHlcHGBn/f4DetWdXc8qSq/v2DutK2b1tq7nto6nm7bvG7h3Bl+XmMPFOVIQrdgbz9SXDh35pTQQJ9Nn68W7B3XL/84Yczw2TMmP2w2Z6bt8fUae+zw/pvXfn7/3XmL5s8y6aqPHCwK8vfKzUp93NqYlb43KizwyzPH79+9ERMdtnTJIp2uWhC6GZP41gbU/l/DBc2HD+0LDw+8cOGbwaAZQZEkB1VEzdXAL5QVxSFLdllxYo//E7TlOUXE0rK7L738p9y8LG6PM5AoEQjRHFbq7j6e5VHU3Fz8b8QYIoKWURrVVMsKv4YRQf2XvOdDM6rQHBYRdP3GZV6qwaCZgcCYHcDu5noWtfUdcfFLbonqFUYFYAL2eGAoosKo6l0Rnc8UqRNRQXQSuR3ALosdPOYEqKhIdhc0D/DPNf2hude2CDXTCKLc1f1k/edrQkIDOrvaEJkkCaLoHMRqdtWCunWWjCgxyv/3iMcOSZLUAeDQ0rkRRKL9gxHj62LNxQSiaFNkh+svV7RVF/JNBwZ9TXhY4FL1fwt7popeYaYgu2InBoTm81+dHPnOq1Xld110JwU3mhJkykTGBES8cO70mBFvbN/8mVoAhLrqslHD31q8aK7d1o6Ij1sb47ZtXDR/1qL5s77+8iQRbdxY/vHC1/NmT5saGxUa6PPRssU1lSVfnDq6fOm7G9atfvLQKos2xiREfPa0NXVv/MJ5M6fGRuZlpwCTS+5dnzIpfP1nH1tMtV+ePrJgztTCvPTvv/3y04/ej9u+obXJmJmeNGdm7M8/nutoa87N3jN9aujh4uwzJ4vDQ7w/W/WhSV/DtR2IqO7IAFGlgJkNUV61cllUVEhZ6V1EZMSVWUEE6PmvEwCnLHcCOBDJnDmxHuPfLi+/zofA9q2rX33ln89+cRBRcDofnzxRNHtm1Ixp4XsSN3e2Wx+16j9ZsWjypKCSe1cL81LDgj1379xw9dK3cdvXT5sc/sWpg4jUbKzauml1RIh3VLjf+a9PMGKrq74/b9akebOn1FeX7C/MCvL3OHQg98aVHz9YMn/Je7Mv/3Tu2OGC8BCvvJyk1ub6hN0bJsUE7CtMvXbl/NSp4dOmRd6/f5VbPIpid0pdMhUAZYYSoOD234b2JlN54s4+ERrYY1S6DQ+26N25U6bG2OztiJSoO3EVBi76XKKKnREHIjmwL2fEO6/vK8iSJJvT3p64e9vo4W8eP7q/yWqYMSU6wHc8Y6LJWDMxKvDcVye6Ox7u2rFxy8bVVy9/v2j+9FnTJ9ZW3T99onj50oXXr3xf/P9z997RVVb72ugYd3z3jvN9Z+yz9zl7bz3q1r23FcUGCipSpPfee5MuioCAShEFEUUEFekhhBRCEgihK0qT3nsNhBBCetZab5vlV+4f831XViCwZZ9vfOeOmzFHRrLyZq23zPnM3/zN5/c8yxfUePGpFct/OHfueKMGr48cNuD4kX39+3T94buvS4rzyktuNqhbq0fXdkW3cn74bs6L1Z+MX75QSblk0fxaNatv27zuzJkjb9Z5pWPHlsVFeYiSyEN0lYqYhUnUZIyZ4+MXNW1Sf8OGtVVBMxCpcKjEsUO+DyYIUA4ackywfEMSQlpS2tHbgqiY1ZIlC9q0bTH/2zmlpQVECOgBCq09pT0iU/8NhNJzI0ZuSQjL1F9o7UrlIAgiidpVXkgry8+FBbY9d6myMaxHRf7amRNWLW/WvOHOXduZwZCTqmoCyUYME4WZI8x2LPfTbLaYppVDJJV0XDcM4BF6pCtEiwx/y+A1aNu1SlyriMAiHUEVRvArGFELQqWErTyb8G64rIJtontAs7bt0slTJjZv0ai0rLDqaTXmzijlaOUYUVDhhkBZTALRVSJM5AkRMv5GWlvmYk2AZorKtLYNZ9aAAoKjpG2kZY07nGOXCy9C/gpSMssNWRlv1qk15O3+hYV5zIh+ha7U4EIFGzdanVyl5wBvyFz9UvXHTxzdVwHNKJAVoETy3w3JY+bNG9NfeenpaZPHmVmDGS+eO/7Cc08O6NvNsUrKS29179JuzOihJ47tX/j9100a1klOWMboMYmff9ww96sZ8ct/aNuqca/uHWw7cnDfztqvPP/FzGlOpNhfbBHOmjn1o4nvnz9zbMzooW/Vq33u7LEzpw69+fpLA/p2yck+8+6owSOG9s3JPnv5wvE6r704bfJ4K3Rr8odjar9Sfcf2jVrJqVPer/HS47/u3nLk4M7XXq3+zsjBrmujcgm8IGoOoBltghCzN/b9ER06tDp16ggzax2RMhxIYXiBCpLpohazRWQPHNjtjdef37t7i9bSdUrGjRny5N8eSE1awix/+Smza8fm69JXpiYvbdbotSUL55SWXB/73tv16rx4cN9P239c91y1R2fN/DAcKv/0k/HNm9Y5eXxPcdG1T6aMHTK4x75ft/bo1qpDu0alxddKi3NaNqv7dv+ep48deGf4oNHDB2VfOFWcf71Tu2bNG9cpyr+SuPKHV19+KiM1TorS5UvmPvPEgz9uSbt65XidOi/17t0+J+c8s8nbeIie0JZUFrGsDM32jezjsz+7fRuwSmiGgYP6dO3WwbLLmAHQC3qSIhRaRIh9iy1muXTx/Mce+VOHts0++2TSwH7d675e46OJY0LlBcy8dNH81159ft+e7Tt/3tCnV7tw+Fb+jYvVnno8PTWemY4c+mXb5vRbNy/179upd892qCOh8pvbNqdduXTqavaZHl3bNm9Sr2e39pMmvFtanMcsSdt9e3WeP3fWju2bevfo+NTjj6QkLmfmb+fNbtTg9TWr4z+Z/uGDD/6+f/8eWpuNJp9nEwhcmYyVx8xxcT80bFhnfWba3aC54NYNz7MYpHQioFwmBcoB7SrlCBEx0AzoGbgUymJW5tey8sKb+TmhcLHjhqSyya+70WgyJCikcjUIx40EfrhBpQyZunPfUBGU7Vujo8sgiKSSNlZs6dy22QVBrOcxc1JSfJu2zfftN7nmu0IzkUMUIYrcBs1GgsDzyqUMSxn2P9rXipNseFEkULmoXUJ/C5vIQzDzn2u8kFFFSNtaWAiCjNMzSEItPMt1w/dA5zugWQSCUB4zOE75lKmTmjRtUFScz7cbsN5+c6LzGYEAaZG/q+MhOIiO65Yb2DUdA9ETIqSUpZSltW185JSyHKfMgDWCJ4XFJIUXiYRLlHIAhFaOko7Zryspzj939kTu9SuuU66V6yfTSBhJ2CqutCpo3piZWuOFJ0+fOFglNAdZIMnMm9anvvz8Ex9NeDfKGjpxdF+1px4bPKCnY5WcOLr3xepPrktPYuaSwtyWzRoMHdynuOA6M+399eeVcQuPHf71vXfe7tG1HTPk5V1p1OC1yR+OPbD355LCXJCRnOzzb9WrveDbr5j5yKE9iSsX5+acz8u9OGRQzzdqv/DhhNED+3W9kXOemXOyT9evUyN++fcnj+1tWL/WqzWqHT28m5m//GJK187Nf/4pc96cGU89/tDHk95nDkSFTHaOPEaXwWa0CcIGmjt2aHX69FFmFiLkOKUBJcOPlwEiRI7W5VqXC1Hy7XefP/H3/+zaofmC+bMmjhv21N8eeurvD2WkxqEs+3TqhEcf+nPckm/SU5bXe+PF7p1b3Mw9/8WMD1s1e/Pc6f2XLhx58fknvpo9jZmnTxvXsvmbRQVXdu/c0Ljhq0sWzWH2DuzfnhD/vW3dUrK0f99Owwf3HTaw7/TJE65dOsPMWlj9enYcMqD71Usne3Vr8+TfHkhY8T2z2rpxda0aT/28LWPalDEP/vkPQ97uXVx8nVkjOkKGlbaRPCQjw+8RWUhhZpsxfP3y0d8aNfcf0KtjpzYRqzTYBvRneyRBZOS4hGHwLVv87aMP/3HE0P7Jq5anJC4/tH9nWWm+WZodPbS7fZumbw/olpjwww/fz3KsW4cObP/Lww9kpMUjhBBDTFZ+3vlmTV4fObxPYPblMPOZU/sav/Xan//jX6tX+3vTxvUK8q8xQ8HNq3XfqNm1U+t3Rgzq1L5FowZvGGhOSlz+Rq0X3x7Yu2PHlg0avD50SH+tjTKv8TTxEKNhoL8yXbbs+wYNXl+3ds3dEhqI0lR1EyqtXFAOogTtGmI5oKfBRRJGcl5px9xADS4zRGMixw15XphIa5RCehokstYgiRFIAWkkbXy8Ffi1La5wpHKZNYKLMoJGu5KM++/dqPKx0CyYefXqVV26tj98eJ/JitwNmplt5khgsBa1WTOmxWYJ6RhoNtxSKW0ESUpIJwLKI9IgXVTmrKQUVri8iEkQecJAHnmoLESPSXt2WEsXlYfKI1Lar5j396NiSH73gGaX2GFWtl3y0eTxjRrXLyy6yQwQQzO4M2oG7VVMaSQIHOOd4TnlUlgGuKW0Te7LCpcoaSvlmJQogmd0R437Mvj1uBXW8ojCtsqIJDMCeJ4b1soxF2IK6wNdm7vKU9wtaq5ds9r5M4ej0KxRaBToi+NUHLl2zcrnq/11yodjgoQGnzy2//lnH+/ft1uoND9r3eqaL1XbvWMrM4RK8/v16tK8Sb2TJw4y87bN67795vO9u7eNGtavT6+OzJSTc756tb/WfuW5vr06tmn51pqUuO3b1tV57cVv5870+QzkMOPlSye7dWr9r//yP/7y0B/at2nsRAqZqeBmdpOGrw8Z1LNf704tm9Vr1KD23j0/MfPC7798e1D34UN7t2vVqHnjN8eMHgoywigw2Kxi8kjbpCMMFkGIWYx7f0T7Di1OnTrEzFJGzLLGjGLjoi1luYFmY9Kal3chfvm3H44fMW/OJ0kJCzu1a1LtiYfWr11VUpA9sG/nJx7784ghvSaMHTZp/IjFC74qK875dOq41s3rXjh/+NjRXS+/+Ph382cy8ydTx9at82L25RNbNqXWeOmJFcvnmzw1QZjZFaJ4QL9Of3nwD3/+w791ad/y8vmTzAzaenfEgOaN686YNqHmi0+8+drzKasWMdmb1idVe/LBAX3aD+jXscZLT7777qCCgmxmRHQQPaEirgyDry4piGyEEGOEMZR39eS8Lz/+TdDct1+Pdu1bhiMlJvLyodnowaNwrVJEk+Wg+LiFTz3xSFpqAjObTCUpC5TFrO1IydyvZvzuX/9HuzZvHTq4nck+emTnU088+t67gyzrFjMrFcm/eaF9u8YNG9S6ctlQZW0p7csXj3Vq32zo4N4/bsmsXu2JGdM/Ul6IyevYrtlfHvr3xJVLUhKXd2zXbE1KPDOvy0h6+MHf9+vTbdfOn4YNHThwQG8pLEPSAO0yi0B70PBjPGZevnxB/Xqv3QOaiRSTVtLUNKLwLCmdaN5QKptZAwjXi5hg2aS2jf2PUo7JyCMKrV1AaURnAKTWnlQOkTIJRwMBWnuWXW7bIc8ze+KmPjVQ0WSNaGiCFdnYqqDZX+oy8+rUVd26dTh65IBPfLyrxpjHbDEFITP5XsUIttY2gq2VZSpNTe4CwCWSnhtWymEGrWwlLWbFJAgdQgeNciY5hI5S5aBCRC6CS1qQrysrmST5SXN/PatkxHFCnhc22SEiGVQ2KpOluS1qDoULJ056v1HjesWlt0zG5h5RM7MGcP27hxK1g+gEYb5kllo7pmJNa8fcZ5O+8xOd5Av/a+UgekrZTEopg/VKijCT8LyQ9MJa2lq5nhcRXoRYKXABvTv9fW6D6Tug2d8GfKPW81cunQwmKqlRKBBCudqvwzazGm9av7pWjWdmfvYxM6OymPnCuWO1X33+7UG9Xbt0+7asak8/tjo5jhlRWW1bNe7Rtd3+X3++evnMN3M+/2LmlGtXzgwd3GfwgO7MeP7skVdrVF/8w9xwecE7IwbUfKnaiqXfvfn6y++OGuS5ZczM7CHYedcvDhnUq0nDN6ZNHle92l9Xxi1gptLi6w3rv/q3R/+0ZOHXX82e1r1Lqz07NjPz99/PfuShPwwd3DshfmGfnh2nTf6AfW1FyWYkkkvaQh0hiBCEmN3x40d06ND8+PF9RFproyQnAly2iRytw4iWbRcKUSJECVGE2RJOgfaKmcWnU8c++/RDP25JF6JkzDsDn33qL6eP72YMM0UIHeEWj39/SNtW9S5dOHLl0tHXaj377bwZzDzxg5H169a4dfPCL9szn3/u0enTxjGLYFxI4ZV079qqV7e23379eY3nn/76i+mI2goXDH+7z//8n//y2bQJyxfPb1C3xo7tmUxi9y9ZD/zx/27RtPapE7u6dWs5evTgwsIcZnTccgAXSEjtBPXMgshBDDNZzFZR3oXF3828DZr9bcAYyyhk5v4Denfu0t52QkG+0lARzc6+9NywqcO27dDUqRP+1//6H7Nnf+q6NjMEiw4L0WKmXbu2/uHf/61WrefKym4gyuvXzw8e3PPZZx9bsmTe4cO/pqXF5+aej4//4dFH/+OddwacOHF48+a0vXt/OnJ4V62azw0Z1Otm3uVRw/s/8bcHt23OCIVuNX6rdvs2jQtvXV2blvDaq9Xjln1HqH/47stnnvxLRlpi9pULzZs1at+uVXFRPpFGkEq5GPXmMZiLgpnjVyx5q0Gd9evTq4Lmu/HtfeapVJ5nag4JEJUGoaLV4aQgaoRu3CGVgyBMppVQKuUQSQSXyQVtMUvQ1i/bt/yw4JulSxZkpKXcys9l5pg6iyqwpupGKiDD8erVCT26dzpuBH/voaJAkslFbUkR0tpG8LQIg4ygtlHbqCxGl8gjsEGGUduuWwZgAzpEHqCjVERrC9ABNKYPNmCE2NYYYrY1lCtVxmwzOqgco13LJrMEFpPZOVRlJTc2rF+9auXipFVL12emem4IUUQlNAEUoL+QDxi1uqy8cNKH4xq8Vaeo5CZWiid+Y/NDUSKJ5BnrOQ2265UDOIiuRttoZ5vss9KW0paR4jXzrp8fYw+17bll334za+umjNVJy7dtWW96ArFWICQI+M1mItEwn5nXpyfXrlE9J/ucuTQNAlABaVc4GiWSBvAQhBTe6uQVT/3t4dEjBzt2BNEmktu2rXv44T+0a9ckPz+7qCinQYNX+/fvevnyyR07NtWsWe2bb2YuX/5d/fqvNm5UZ/nib69cPN2lY+tO7VtK4V28cOq5Zx7/7JOPcq5eHDl80PPPPrlrx7aRwwY+98zfly767vChgz/9uCH32oXzZ462adnonRGD8m9c7tKxxRu1X8i9du761dOv1nxqQL9OpcVXv/pySu1Xq/24NZ0ZPv1s0hNPPpKRkXQ991Lnzq2HDu0HIP3EPTqGnwAQIbKDrKs3YcKozp1bHjmyW8pyxylBtLSOGBu9uzSL2SEoYw5FIvmjhvf585/+NW7ZXGY7IX7+Xx/9w9gxA8+c+vXMqT3Hj+4oKrj49qAutV996qdtadt/THvi73/6+MNRN/Ny+vTq+EL1Jy5fPJx7/Uznjo1fqfHkrh1ZZ07tXZexMlyWW1yY3bDBK0Pf7nHl0omhb/eq8eJT2zavLSvOa9W8yUvPP3vp/InkhKW1albbmJWsRPGqlQsefeTfUlMW3Lp5tmnTN/r175abe5kZjbIFkdYgFQgKJl30a2Hs0vwryxd+VQmaDfsiSu4JoBn79uvZqXM7yy6vDM0aUGq/SByY4Wr2+bHvj6pZ4+UpkyfeuHGZjfo1OgARrSPMKifn3IgR/SdPHitEudY2sXf48K9DhvRp0qRuly6tFy+eX1x8o6ws/9NPP2zcuE779s3ee2/YkSN7f/pxfZ3aL48aPvDyhZPLFs9r36bp/Lkzd2zf3LZVo+FD+hXcvLoqfnGd2i8tWzwfVeT7+bPfqlt7TcrK06eOt2/Xpm+fXteuXmFmrYRtlQfliDp2yR+3fFH9eq9nZv52aPabsZsSwkVUGiQxAAjhWex/IaEAbeIyMJEagwTpSc8ivzrLVHOa2iSPwFr4/ddv1avd+K03J45/L/vSOWZGvN8hbZ60ALCZeU3qql49uxw7eoDv6kqDzEDgMXrMhOAQOMzMrLSMaGlpESZ0iTyz04va9myzTtIm8ULkShUicjVEAqqDyz4uG0OQMFIYIGz+xZd+Zwk6gjoU5E9Ubs7ZDyeMbtvqrQ5tms789GMrXAIgiXzh78osOr9zOm74k+lTGjaqW1ySH10u3Oft0kGCztW+RJlgRuIAkdkz04+xblHKQpOMJmk75b4zKTrM+lbe5WYNX+/ZrW2j+rW+/mqmeXaIUoLQjPDbK+hioHljZtqrLz576vgh8wqSMtWAxIgESrtIilAV3cr9Ysa0px9/pF/vzpcvnmBWtl28aNE3NWs+W6/eKz/+uB7A2rBhTc+e7SdMeGfAgG7vvz8sO/vM7t1bmzR5s2uXtkcPHzh98kiPrh2Gvd3/Zm729m0bX3juqdYtGk/6YEyDuq9N/nB8acmt8+dODRnUt1XzRl07tvlo4vs51y4eOrD7peefGtCvWyRcuPD7Oc8+/eic2dO3bkqv+8aLE8aPuHH93IRxw2u98sz2HzM8+9aE8aPeqPNKVlba/v07mjSp279/98LCHGYd7OkZnWXLRL6IYWZ37Nhh3bu3O3v2MKIdDt9y3WJEK4j27gLNFCEsZwof2L+lQ7umDz/0wOQPRxKWFxVcnjb5vZovP9GlU+NhQ7qtWb04L/d0185NX6/9zLj3B/Xr0+65ag/36Nbis+ljmzau3aRR7V+2r2P2tv+4tnXLuu3aNBgzetAnU8cW5F8+fWJv29ZvtWlVPzv7RFLCopovPf3ZJ5N279javk2Ldq1bnDl5ZOH3X1V76i+LfpgTCedNnza2SaOaiavm7/xlbYMGr/bv3/3KlXMGQqVylBbEiKzR3+4WGJRrh4tyVi6ZVwmadQwfK6DyADPFQnOU6MOskaTnWczalD5bkdJrVy9eu3apuChfiEgsOdz0s+vXL3z22Ud79/4C4ASsO4pESn7d88vxYweEGyYSRIKZzp07+eO2jabaqrT01qWLZ7S0EdxbN6+WleSHywpyrl7c9+svp04c8uyyq1fO7975U+61S6DsW3lXTx4/VHAzV0o359rVgoJ80BJBg5bMOip+FAvNK+IW/3PQbCYkJOm4YZOaYAYh7EuXzl44f8qxyxiFFOFQeUHRrRzPKdPKjoRLHCfi2WE7XALaQXBcu9RzSqQoRx2JlOcfPbRnzOihfXp2jV++KC/3mpIuaHkfdbFRoEFXqQgzZ6QnD+jf6+SJw0H0fRdoRsEsrUjxjdzLZ88cPX5kbyRUyMyuVaJFGLVtR4qZPOGFPLfcJDeY1cWLJ/ft/yUUKmLWWoeMSML13PM3b15k9pQqC4VuFhRcKSu7Ydn55eU3SopuhEMl0gspERZeSMmwaxXakXxCi8gOleVu25wxanj/ce8N3/nzZscuFyJias84EMpBBEAJaGINlMr5YvaMRo3rFRTeMHvU9xk1V9yxoIDYuXXrWmnZLWYPQITDhRGr2BPhcKQoHC4Mh4sjkWIhQkpFhLQAPNctD4cKlFcmvHI7XLDo+68GD+g+cfzIfb/+rLWrwdUgHGEp0niXHMs9G2/ekF7j+ad37/jRQDOxMiUnpiZQKgdQMJPnhk8dPbB5fdrhA7si4QIiFYkUHTy4+9dft+/atS3vZrZRpTh37mhi4tItWzIdt4xZSxk+cmTv8eMHmLmsrPDQ/t3Zl8+FSm6dOn4oaVVcyqq4NSkJ+3b/XFJ8UwmbWZeV5B/av/vEsYOeE2amq1fOpyTGbd2y/sb1y2dPH0lNjv/5pw0Xzx3dsC5l9y+biwqu7d+7PWt9yo3c83Y4f/fubatWLT929MDly6fT0xO3b99YXHwD0RUiFN1zjkIzQIjZmTjxnaFD++bknGMG2y60rEKD4IFc0Z3NJgwxhZm8G9fP7NqRlbV+1eGD2wnDzK5rF+zakRW37JtDB3+OhG+Wl+YcPfTz9h/Xbv8xIyMtbv26hK1b1mzemLJ1y5pdOzfk5pxllsx2Xu75LZvSstYmaRlidm/dvHL04M7DB38uLszOz7t0cP8vVy6dupZ9btumdT9u2ZB96ezpk4fWpiceObRTeMWHD/70655Nly8fyr1+es/urQcO7HTdUCCkrJC0QqVAgB/sioARKK2S3FXLvq0iavZhy89pIDMPHNS3S9cOjmu0wGNjagNwilCBFkr6EKy0K9yIKXYkEkTqZl52Skr8h5PGjn1/ZElxPjNIYQXEKb/YD8EzCVmt3aDoVik/q4uBGhExeFxhrkHki0kyk9KeZXTgYhCWmBFBaSUItVZuIDinmbUxNl0Zv7RRwzezsqokz/2DBiA9YSnl+kGcE0pKXDFx4vvDhw2cNGnM1avnL184MfXjcV998UlxQc6mrDXDhvT/acuGy+fPfP7Z1MULvim+lZOemjBz+qTt2zIjoVurk5aNGT10bVri0UN7P/tkyieTP8y+bBQR7z8GRFMrxenpyf369jgNCVH+AAAgAElEQVTuewNWebxf4hUqL5jzxfQ2LRuNGj6wb6/Oo0cOvpp9ubQ4b97Xn8+Y/tHpEwftSHFmRvL0qRPzblxh8lanxH8w7p2O7VtM/ODd7OyzxLK4MCc1Je6DcSMnjB+xedMa0KF9e7cNH9b7k2lji0uuZa5LHDG0//49P/+4Zf3E8aPXr00+e/LAt9/MmD3r4wvnDhXcuhy3dN6c2Z8cObjrp63rP5o4Jn75QtfxdWijItQASoPQ4Jq0siesz2d92qhx/Zv5Ocxa+WuU+0NAIqm1o1Sk4Na1+BULP5k28b3RQ3fv3MYEZ88c+fijD+Z+Pau4KHfr5nXDh/XfsD5165Z1s2dP37xlffbVCxMnjpk8eXxBfnbu1bOzP58yfcr4o4d2JSUsGj3q7aysDMcLAUpikKg03i8ua2besiHjpeee/HFLViw0a1QaFDESaUAPQZBfgoTMQNoxlBLEqMQPBCldbX5X0gJwg4EjQTrR0vBgcMV+AWoh/cFlOgwjeFAxTsGwRJiZWTJTkE8LXGPAMs8lIOObL4HoSBmp0ITzkxLmuzd9+sQxY4bl5l5kZq0jQpRHNwBjGESxzSGMMFtalkqvOCCqu4QR1CHQhghkNjZcUGUI0VnBp7QHTHZkdrUKRYnthDahgz7XSwal5IrRJogy4gn9im1mtBCiMqQus8UMADai2Uz23ej9BF3AdgsMqGR54bW4RV9XguZoKiMQ6POhecjQgb16d/OEFS32xWDZSMZAJOowTVr622WAKJU04hV85PC+1q2atGjeOD0tGcBjBq08rVxQHoJQ0jEOQIYFgahiRDs1gkDlSSfCqJk0KkFakJaoBSoBwiVQoAQqjwm0cKRrE4HR90HQRCClR4xauTHGX5rZ5GR55cplTZvU37Bh3X1CMzBrDZ7Z0yeWRGr/gV2dO7dJTV2ZnBL3wAO/S1y5OD/vat03Xu7Xu9P1q2c/mvhepw4tTxw7cvrEkXp1anVo18Kxy76c9clDD/xuU1aqHSlatGDOU48/smlD+vWrF5558u/du3QoyM+tqrDtH0NzNNecujqhS+cOB/bvvqvbACMzaCVKS/KHDur18IN/+G7+l6uT46pX+9uoEQPD5QUfTRzzyH/++6YN6eHygm+/+WJA326XL5zcs3Nbp/Yt4uMWLlowt+ZL1eKWLUAt58+d1at72+TEpX16dnyj9gs3b5w7dmTH88899vagblcun+jaqcXbA3vlXLvy3bwvH37wD4t/mFuYf7VZ47q1XnnuwvnDRQXZw9/u+crLz+Rdv7BlY8ajD/9x1sxpjlXmp4YClVpE7TvkmiWXVTb90ynNWzS+VZDLrP+5qJlIai2VtufM/nTIoN6rk+JaNmvQukXDyxdP5d24/HqtGgP79Sy4mT1h3Dsd2jY9dmTfgu++evCBf0tKir+Rd/WVV6q3bt04L/dieWl+04avt2nRIP/GpUUL5jz2lwdmfznDcS2pHAClGeV9W68BM2/OSq/5wjO7d/xoqGZIkhg0KgkCCYg1oPShGQP9B5RauxWKGaR8wjUpn1OkXa1crV2lHAAPtdTSVZ5NIH1HTVBaOEyatGDSjEo5ES0cAsmotOeA9FBLBEWotXBAOFq5TBqkg379CDAr0A4qi1mAdqSwoha9TNJsw5iEfsCVcmLZysxq2rSJw4b1v3jxJDNGCxGMBPMdYi+BKBLaTDaoMILFLAhtLUOkIwgR6ZYyu4w2yHLSkQB5HUJTHm2sb21Gm9lFsLSKELpKhLWMsKlUZMWslLQQbClCCDaCjdoGETFKGgQOo0vaZnJQhxhDoEqZLNCGSRLQZ0kZr4MKBRvWhB6Cz4kqvHHhh3kzqoDmwIvEH7dIesjQgYPf7q/BC/jnKsbiD4mQiYTwlBCEWkkPUTEBgtDKBS2kcIuKbh4+vP/0qWORcKkQDjMgglYCQBsHP98gioCNlQNqJT3XtZmRUIOSjJoIUUtCYAICQK1QKwLNRAgKlEQE4TmeYxstea2EgWYlPUTtuZEg9A7GJEpmjo9f2vCtN7Oq1mu+d8jsIXoAru2UEYNllXw2Y3LTpvUikUJmWL78u6OHdzPLnt1bjxzed9bMD2dMn5R98RQz37iePWr44EkTxuTnXevUvvmL1R8/d+Yws9yza2vLZg3OnDqckhj36MN/njdntg50i+4LmgmjntacmLi8Y/vWBprvgs7IDKBdZv76qxmdO7Q8ffIQM7/3zvCaL1W3QgXnTh9p1fytLz6fVlRwff7cWYf273StkndGDBo+pH/+jauea2WsSTz46y/ZF06OHDpgzhefMPOh/T/P+GRiaUlu7rWzbVvVHz2y/4ihvad+NKboVg4z/7R1Q4um9TeuTz1yaNcLzz7er08nrcoQQl9/Oa1LxxZFt66NGzOierXH16WngF85WcWkaGody0PFU6d91L1H50iklBlivFPvOz69euXsW3VrZ6SuYuZ9u39a8sO869cuMNOIIf1GDRvw7dwvRo8YlHcjh5nXJMe9WrP6ieOHMtenvfrq89M/mRQJ3WLmYYN7TRw38vTxfaOG93/6yUdT1yQyM5EW2vW0/GdzzWveePXFc6ePMWsmiSxN1AykyWwoBT7IqBxUNqEIKnocBMGMRNp1IkjGBM4TnoVaMCOi1FpI6WotQHmeEyFQoIXrhJmUVp7nRkB5qIWWLoGQnqU8i0mB8kAJBFBCgtYIPkYLz9bSC2Q3PCltrRxTueqrHZGU0pbCMqLGWkfV7qOFJLHhsJ4w4d2ePTuePXuEGaIMTkOeuws0iyDv7wJYSkW0imgVMeQf0Baiw+yBtrQMgy/r7DALrSLomweaeiILVIRZEnpKWqAdROm5YSIJIJSwABwlQ0qGPK8cwAbtgLJQO4YCj+gCWAARhDBTRGsjomROyUJ0iSWiQFJAElAGIjZecCus/JzT876cWgmazWOOScgCkbKd0KDB/UaOGhowk2KhGYgINRKSVhoUGAsg0BJAgZZaeYRSKxfArHdQa+F5rmVFAICZtdaIqJTSWhv5R621lJIMxUwKRNRKgdbMjICgFAJqqcwnIiAzS09opYyJJQIgABGClsJz0D8NY5cZU4AeaIQy87KlP7xZp9ZdyHP3ipoRlVK254W0tpm5oPD6qHcGt2zZoLgoJ3BvtJgjfXq1ffrJ/3zwz/8yanjfspKbzHTpwpnBA3q3btFo5vSPWjZr8OzTfzt1fD+Tu3vH5jdff3nSB+9O/Wj8M0/+9ZuvZknPYrrvHCX6Fd4mXbO4W5cOJ08eYca7MDSQGcyt+PqrGR3aNjuw9xdmnvnplPpv1s7NuRAJF82aMaVB3VoH9+14/91ht/KyUVmtmr81qF/PGzlXmJnRQy03ZaW3afbWou/mMjOhJb1yZs6+eKLBmy8/9vDv//13/9eEscOt8gJm3rxxbdtWjd8dNXj251OqP/vY24O6SlGCqmze3M9qvvT0rBmTu3Rs+fyzT6StXmWWXJX2ACt0jhQzl5QWTPvk45GjhgZ70erui4N7NhR7d2yrUf3pTZlrmBX7iREEZb8zdMAjD/zhb4/8edigPgySmX/emvVC9SenTf2wVeum9erVmjTxvbKSG8yiR5fW3Tq1fHfkwKaNXn/jtZfT0pKZmVgrlALUPwnN69Ma1a1dmH89mo8iRmTQqPyoGXwPX5AWiAihBONlTMAMSgopXURNqAk0M2gtESQzGRMsAAXar2A0zfMs0B6RMowmQgnac5ywlA6AAu0iKWYyxrFaKa0VM5pRZgI1rTwAof0sn4YY3jqAF1C8gUgAWLeHvT6V3mZWY8YM79693cWLp5gR0Y6SYcDPIVTRTBhuSjoN3w7RNVrJAI4QIa0tU9sZ9XINfvACg1cH0PGDeu2aIABAeE6YyFfRA3SYHSRHyjAYdjy55oMAHCJP6wiAhWgT2UKUmSkH0TZSSkgeoEekAZXZNSE/02LmBivv6qm5X0yuImr2zf0C80ch7aHDBo0d967Pn4+aPJk0MTIBctQuk5iZfC4qRtEQDD8XgmIK4+TGzABAROa7Pz0gxpp1+t6dgT4oIzExajDBNCExMSgNGiqrPBMFXi0mQRmNtnzTE8OTRcnMiavimjdruP6+twGBSGlwjFgJMxQUXp84aUyNGs9cv34+yKHbzHbP7q0b1KsxdEiPhvVfWbxwHjPfyLkyoG+Px//68DdzZiasWPTKy88e3PcLk7Mhc/XfH3uoZbMGv+76qVP7VvO//jJIxP+mwVyhiYFGONEohCzp2KH1saMHmJFi8znBHfAFYFEyyflzZ3Xv0tZA86fTJjVrXLfw1jVm3rNz20vVnxw3ZsTkD8eGy24xya6dWjeq98aJIweYmbRnYuGaLzzz4fh3g9tIzPJ69pn2rRt2bNt4/Jihr73yXNbaZGbYu2f7a6+++EbtlzZnpQ4d3LNPr7YIIStya9KEUf/x+/9n7HvDUpNXNKhbKzNjNYJ316iZFDOHI6XTP53Sf0AvkyULmML3T1MjdWjvjmefeHTBvC+1spmR0WPWTri4X8/OLRrXGz18UP03XklPjmfmHT9u/NO//2vjxvWWxy0aO3bklCkflJfdZNadOzR/+IHfzZrx8dJFczt1aJmcGG+gGRmA6f63AYFIrVy+qFH910OlBWboAQpkQAYkQF83VflVCP5D14yKYgSvQUtm5Io6Sb+Hay1By5gOD9H/CpAdo6bMSnmIitkMK22gORiVyESEFWrgCDrIXGsmxT6NPaaj+jRHGfieSKN/ZEoxoyJw7747rEf3jpcunmEm8oVABRumgO+OenvDQMYgEMiXQc5dMktTHh2UCKjorkxM2C4QTWmiSf4GaVsfxKJ9TwRSKn6wT2Qj+rYpQfTtJ5qDKzIvSmZBLAydGTlINButUbKYbGY37+qpGVPHVoLm6Aj3oZkVM2nw3h4y4N33RvqBdRAyBwOAKsve317ofEcgoIPNgfv5uk1c32B00DmqOIBuO43KjkQVjieKmVOSV7Zq2SRz3T8DzcQSwRUyzKyUstLSEp9++rH33x9eWnrj6NE9e/dsc53CDu0aTfn4veKi7N492tWqWf3M6RP5eTkd27Vs2qheeWn+T1szX37hyT07t7hW0fZt6599+q+LFszVSnRq32rKhx84VnnAof7t0CwD+16PmRMSlrZu1fTAgT3MxLdBs0lT+uQ8YMYvZk5t0bT+/l9/zr50pkfXdu+NHgpaMXPBrZxunds98p8PLFv8HWibWWWsWVXt8b9OGDM6VFJ0YM+OA7/uLM7P7dezW80Xnjt94mC4tODg3l/y8y5du3K6VbN6C+bPvnnjcsd2Tdu0bHwt+/yeXT9Ve+qvn0z5wHWskcMGtmxeP1SWGwnlfTjxnWeffvTQ/l/Onjpc942aKYkrlLTvBs0m12zZ5VOnfdSpSzvXC0drL+8fmjUzlRTldWjdtEmDN04fPwjCOnJgd0He1fKivHYtG08aNzpcVji4X4+WTeoX3Li2cV3aH//w+yWLvy8vL5w48b3Jk8eXl+e7dknvHu1bNat35eKJvbu2dmzfYtWqOGYGELZneUr8M9CM3g/ffd3gzVqlRTej0EwMyGAGQNAx/HQBs2RSDOpOIK6q3cNa4c7XbzuY7hhxdz6mAJrpdmiuOOcoPkIsNPuiWu+9N6Jnj86XLp1lZh/NyReGvhs0V3xcxTHm5qgoHPtyVMG/BBkSr8LxhCT7ZXexJxx7UbKy02AFSyQgpAV/rZgDvBg0l2a7zjRggexViIKyk3vlxJSJoypBc2yfjupgecLq07fH20MGEGtmIp/wH/XorRq27v4YNDP+Fm+TSg/9NqAOvu6J5VV1lNgWmGQnrFzWpHH9u9i23guazeUAuEJGTDFkcUnejBmTmzWr16JFg6FD+xw/smfnzxtfefnpnt3alhReXbTg6wf++LupH03IWpf2YvWn27Vumnvtwpezpj/68B/jl39vhwvmz535l4f+lJSw9PLFM2++/krjBnXPnjnx27cB74BmEzUvbdG80R5feU7fDZpNfDr/my+qPfVYp/YtenVrP2r4wLOnj5hrdO3SJQvnvfzCMxfPnWB0UVnKC82aMa1WzRcb1n39neGDt2/dwKyPHTnQsW3L1155oUeXtpPGj75+9fz+X7fXfOmZnt3a5uVenPnph88+9bcF334954tPn/z7w99+8/n5M8dat2z4XLW/7vt1a2HB5a6dW730fLWjh3Ylr1r+4J/+Y/TIIVawDXiX3sWWVT512kcdO7W1nfJ/pjanon9qRnf7tqymjd5sULdW985tpk+ZkJ975eC+HS88+2Sn9q1u5l6e88X0//j9v4x7b/iHH7z32CMPLl78/Zmzxxs0eO3NOjXzci8W5me/WbtmgzdfvXD28Iql3z72lwcmThrrOGEi9JTrKu+fgGZmtXzx9w3qvFqYfz2aYScGjRoJfhs0I9/V3eq/0ug3jrV/ZM7tn3lV0IzvjxnZq2eXyzHQbKoxY4H1thZbLHpnM5oVgC6gi+QimRfdoLg0yFazQL9AtOruRCxj3tYldqIN2UZ2gj/FRgmiQo+JPWKBLJAlstDsILnEDkKEIcwUuXbx6OQJw6uA5spRM0jl9OnbY+CgvibXHN15uAs0xwJflfdO/TdDczCHRxMa8SuWNGxQZ01q0n1CMxJpDSZtpBCF0i4zRCKlBw/u2rv355yc86AiodK8g/t+PnZ4d3HBtbzrF/ft+fn08cOXL5zZtnn9of27SotunDl5aP+eny6cOypl6ND+X7Zvy7pw9nhhfs6Jowf27vqlqCDvt+8BxogvCw7K0FeuXNK4Ub3tP22+NzQb1YWvvvikTctGyauWHT+yNyf7XNBZgcnbs3Pb2PeGFd26xugyuYxuqKTw/OkTu3f8dPnSGc+1ETzlRc6dPpaUsGzzxvRbt64Lp6ykMPfEsb2nju/z3NK83Isnjx24mZt94eyxLRszsi+dKszP3r1z09bNa25cPxuJ5O/esWnPzq1XL5+6cPbYlo1rf921XQqrqidSAc0Rq2zylElt27U0soh3H0v3QAftF+OQh8o6d/rIhvVrNmWl5WSfAxDXss9tyFxz+OBuzy7NyT63Lj1p25bMwwd3ZWau/nXvjvJQ0d69v+zatS0SuuVECnf8tOHHTRnlJbkXzx3ZtCH9wsXTSjtC2hKEItD0mx5i5YZJK5c1rFu74GZOzLWgAvn/GWj+BzHQb4LmmKg5RooWx4yJiZqNAgkK9LWQ7gLN5CG5VbYAnat4pTI0e/8ImtVvgGZ/9RaQ3GKh2aEAnYElsgB2gQx3MGI0NK5dPDJ10shK0Gw+uyLX7MOoGjCwz6DB/ZAkMwAKQ3+OaupXea+ZVIAOlRqxKTjE+2p3YCLEWOP89qaZddQyncmcLa9KWN6kcb30tJT7hWZmVMr1pGWSG0q7SCLADnMzpWOVGPmnwKWGmIFAoLRBOYiulqZGziWyUUeYtRJhLSwzMgnvY1+rQnwZhZHGZ+bExOUN36q7eVPmP4JmxUwzP5vcomn9Xb9sYWYiT4kwopt/48qGzNS5X81Ym5Yo3HKj1ma0aYLhqQh9idSA4irYeO2g63khAJvZBYj4N8cXD5OoI6hCoMu0Kg8UER3XLgmc1sy133nbgX1HSgqHSydMHNu0WcOi4ptG1C3qwhN7W0w8cTeAIJJaRVlcmllF9T+1NlqsynPLhRdiVlpFjFKokc7Q2mL2CCyQIT9lSQ7IEJPHDEo7UrlIWoByhHP/0EwpiXEN3qx1Mzc76pxAjBrUPaH5TobovT/lfwt2VwUCFTohKth9uW1y9Y9HX4vZFKz6B787eljXLh0uXjjDzBSlhEWzkVU0SeQh23c2Chy1Y2HUr3NhO/ZXA53IHkW9/irnXmIuSsRAs01sEVu3QzNFoUCYnSf//ckDcoFdZA/ZQ/+jbSaLKZx75diMqWOqgGZDnotCMzMMHNT3N0DzbRcgYnIxMZzw/25oviPzFeSa/5lqQAQQWnvkIwUgSs+NIEijFYlgZLo8AodJILgEArUEs3lNksgFQ7knW8tQYPEr0FewBSVd0N795ppN1IzoMPOa1FXNmr61IctQA9VdoBkQPFT2RxPH1Krx3Mb1a4hAqwhqy7ZKFn4/55knH+3Ztd2Fc8dNZzUsTqN9bNjr5rttlWntEgkhQmbzmlkobUkZJnKI3GAEGjEjl8nVqlzrcqII6HLmwOSYPAaHSEhhE+oqNzCMvVY4XPrBxLFNmr5VVHwzRi2oCmiuTAm9vSEK2yk1dTrGnsMompoCLfMiBp7HKsBrrY3ktyCyCSxDm2V2hFcqvTCzIlIaPFc6kjTQ/TI0NDOlrIqr+3rN61cvIniB+R7eNddsVkv4fxia75G9vE3C6R9Dc2D2JpjhnVFDu3Ruf+H8aWbG21jhd4NmFrHgeycQR9G5ogSxApqdGGh2/2vQ7ONyAM3ILKJqjkQukgtcAc3gswZ90cf8nFNzZk6sBM0msrgtakaSvft279uvJ6DRFvAFNIIw5E5ENjkjU6Xt3FbnjiYauot56F1NRavGoHv0uSp7WwUkBWaRwTZgq6br75/XHJ0hABSiv6NtimX8WkztMkltNNd9J2BJoJgUKheUw+SBjKAKEzmINuqIEiEj8IbggXJRV6l68Q+g2cCfgeZ161LbtmlujAL8LZQqoFkzKyUiRw/t3r4tKzfnonRDWka0srSM5GSfXxW/5ND+nahs9oXkXc8pC+wZlZS2kLbPviKhwTWaqI5TJlUkEik2++9SRtDPFXqMHsowqDCjbdSvEEJalTN7hA4qi9BTvmFY1VhgyHOWVfbhRx80a96opPRWlQmNKC7fE5oVkRQyjOifM6InVUTIcMQqFiJsCFVK265bbkSdNNgaXFNDSOQpGUIdMfEyqDCRTSSUdjV4SEqjUgT6vktONDNnpiU3afBG/o2rPt2TjAEV3hOaKzEQKv1cdfsnoLnKaaYqHPBX/eI3Q7MXpX6+M3JoNGr2odlPQt4Dml0DkXc2DtDzbi8GKsSuyUvEwPcd1On/AjQT2UhOAM0OsgfkajQfHWGKMFtFN89/O+c2XrOxTqhUio2AokfPLt26dxLCYuOgQZJYBmnWCoAmVhQ9bxKIAo1bRKXvJmrWRFHTSR28Ev3o4E+VxlhFCxgnOmAvQDBco810gkqsDmY0WjDGkC0ghHJSUnyrVk3XxjA0KsfpdwVrDAqIlRLmV9PtyOeGa0IV8O211p5WHoI0bimmSJ1IEQlmEZhriOhw0soDLdBXTL/9Ms09QVJU6f5EZyyFaEryOTNzTccOrTduXHd3aA52sf1CfkM/Ulq7xrIrcOfEqCOJFLbxJwQyupSKWGvwjJeS1I7SLrEC8DwRMkqkQEKjR6yEsAInIeHLuamwlCFDMzKxajRUIVKV5kK/ATMA+gyNiZPGNWpcv7SsyEzJRDqwYAcOfN8RpdYe+vWldzZNJIWMGGaVJ8KeCKHvjeARebZT6jhlREqIcMQqQfK38g17MniCNqHD7GltA7imMWtAodDTbMgVRv7RX5XGxLN3Ip0R0ebN69NaNK5XVnSTWROaCgVA1sRAsbjsVw8bbpmKHT7IqmKs3TOOIY4yx+8Dmv2OZ9bZldCgApeRvCAvF0s3kr42LAtE1+Q/ja2Bke0dPXpYtx6dLlw4w0wAHpMhXwskSab6pvJ38lfqdpWN2EIKawwpKAcMIUfQB2UH/ajZI3KRbGQX2UV2fPWxgPEWNA/JrJY88qNsJ/oRRMFbseBoDo1UIEBvItQgzY0ekQB0lY4gRkCXG4ZG4c2L382rbNvqI060NCNg8w0a0LtL53ah8iIiTSgAzCrPNX4NQApZgQlPWCKpQOe7okMQmxfN22oAhaBM+R8GBGRCXVHwzchmzgkSF8gApIEgsBNGI74FBGgaI7AxgQckpGhki4hEZlRrMKk6Iyxp1gecuia5fcc2a9JTmZkIowtGZADUCqQpvgreuXKLkkyDZs7QxzLCyiEJEQGSRv+7P4tUtUoA8s8dwBwffBCQVuZ8UAd1B+acEdkwzDWz0r6XGq/NWN2hfatNBporB1NBIB9FZ/O52tQpmTL/aPPdQinaFKAE/zYqZI2BlyiyBgr+xApIavSk9oRyAklPFd1wjmaBqWJ2V9Exj1wpSPRvAgMyalTMZDvWB5M+qNegbml5CZJGRqUEomYKljWBOpJh+CJoRE3od62gKZNuNuakQTGxMjE+ggDtRX8Av7xNIgp/ZmKJLNCnXpl1pzGakFFVA2SBvpWMqTb2fFV0UuZUK8W/vlmcw4xrkpa98Ur1ghvZTAK0RyTN00FW6NeJBEkzn7OliAEZzYggQiBANK+YTuJzTgP6m39Xg9GkYweXf88p6IR+D9emFtHQV5EJSZvCNkCpg6sGFkBG8l9BBbMiymMTTB6RCIyxjZ+OHc0qMMtx49/p3a/7+YunmUGjF/QHc4eFeX9N/nckgeQRO0SW8euJbQYWEcNKlSlVjmj0ly3ACLMH5CELZqXRFdoC8pClIlejBySAJLDQLDR5mgSSC2AFNeWO70GBFqFNYEVFboPHIYwUdSWHCnIJXUKPQDBJQg/RBW15djGzgxC+ln3iyy8+/i3QDIMH9e3fr6fw96Y0kQdgAxglchO+VdpmoZhRd1sjkkyafFa8KUVRCBJBss9vN+XasSPHh4bo+I9GDUAKUAEp8Bd6EBMvMzEBgQYNBKbwBFBplAqEQQdAwcypa5Latm+5dl0aMyNB9H2QtAIhpKtRAiq/kULyP7ECkkhD8KI5LPZUMQbRNEoNphMr39zEvxaMHuNfKWlApUBolBD8yby/OZ9gbRu8eXBbmMH3JybJzOlpye3btdyQlVHVqrOCRYMoAKX5dBOZmnMgirnz0cs0Kw+qMH7Fyj9UXugoIKG0K5RtImt/M8NPNUgNAlAASdNMP4n+EH3WdzTNzBErNHnKRy1aNssvyAPSfoZQ4ZIAACAASURBVM2n6VpkupbZigEibSrWQAsERahMfE2+h5ZUytbaIfRAO2ZBjeCauAbJD3AQPdAOaAfRA/CA/FENZk8/SERGLQsw2Kb39/R9z3IvJoOpmTRT7KORzB6SGfMyNXHZGzWfu3j2eBByKqkcQGlwCsAD8KLeH4gWgEeESIimHCtYCZrhELTYYgDyA4VK866ZXxUzmh8w2uH9py8h5hUkHaxitQ7K25AFkqGICVPrYcqaAjByooskRDtQnrNjPN3V+PHv9BvQ40r2eWYmlkAesIc+ua3K5iE5iBZiBDEctAiiAegwYhggFLxiEUUAIkSVoFlq27DjNbkKHI2uecrmGPJjfBsxTBj29TcwQgE0o46Q0fg1fhRgoY4ghAkjhGHCMGOIwCLtELgEni/AiYLJRbAJbekVZ18+NuPTD34TNA8a2GfwoD6gXSFspUwloqW1BeAgiBj/Vn+P1RhToj+VBQ39BiCMA55PYkOJIEx1uG+OBzHr7gpA8eGeKuaA6DGKWBFJw75AlIgqCMb9hAag0lrGQgOSUNph5sSkFc2aN1y7NpUIzFlVgIuf9zCTioptBvsQKjIA/i5NsIPq/xxoRcXMXhCzrKtIQcSmR6PWJ1I5pmo2mBT9gtpoOtscWZl+AL6PPXjMnJGe0qljmy2b1/uJo7tkHgE8pd1AbLMiS4sYXCPKSsWEfv5E+nfegBHFtMpeSsZBkSoMdIxXrADwlHaMklyVvSU4vorEOjOFwyUfT57YqnWzwqI8ZjTqDaDdikKD4HgjOX/biyZeNpY3WtsAdlDX6xldNEPbMAW4pqI3xp7Ot5JA8m+O4agExmx33gQTNdt3QHP0lCqgmchlsplxS1Zq6yZ1b924wiyNwaDSLpLUIDSIGPcAyewBWFr7So1m58NMS8yV98wJOPqnIGa/LZbyC4PRN6isyFdEuxzGtIpRWbHVQSyMsHUQybn+KgQFYYVcMJEbU68RGzWrceNG9ejR4fyFE4Yv5L9blO5GVTQkO4iaraD5gbPBa4AQQAggTFFDH/YAHSSXWRjbBKaoBI28U0qJyAW0EMIIBmqNNJLLlQRAPLMnjDoCKow6RBgmDAXobLFJ4ERpf+CyyZCQTWCVFGXP+XLKb0po9O/Xq0/vrsKLCM9SylhYusye1g6AE029+Y8EPQA38EyqaETmkXgAHmgPfZZMtCpPM2sET0sn2BPwR87twykWr33CUAUuIEkyxjyoCBWDQlQEEqLv6fdjP+vHzKtTVrZo3jAtPdnwTyoOI4UoNHgBTFS8uakE9T3iogjiQ7PE28qQDF3PvLNBOhA+1Sy6qo2ijz9QY+ae6E3wrRAE+BAgo+fpN5QInpIOktEecww0t27V1JDnCO/YI7otv3HbyRiAhphPpNv+sSIZF5SGCyIPtRNkD2VsMx3A7+UxfyU2Qv7RI+/8lEodgII1gWOVT5o4rnHj+uVlhczIJLV2A6KVQpOuid5GlGxaxVWroK7XC0K22NjWjVmWBqRXMjbbrknNE5h40IdjJFEJZ4OFPKEXUO58X8poKqmCFlZxsSKgNkHG6hVN679mlxcyKy0ihkJHrMxqA1ECelJGlIqaGJjLAWJt3GOZFRMEMYFm4+aFpq/6Ezlot1I8RCarI6KzMvpxj/AdOvxbaqjE0a4uED0C15AmObYojgUF022MioBP8TSRMpENEIVLi1mMGze8Y6eWJ04cCLbRPD8dDHblN68ozCOyqCJMjiJyBDECEAqg30wDFkBIqXIiG8kmn/jomg0DX2uJXEKH0Pw1+imOCYcJIhyVygOLdYTB4mhaA20/agaLyZT5Bd6bZDHaDC6D69+KwK/WXHhJUfasmZN+KzR37dI+EDT4/9tX1rrV3bu03rA+9b/7RP53fcWWrvOWLVnRXPP/qU+//0L8f+ZfmJlJu7M/n96tczst7P/yu+ngH02kGVvwRDG7yhj89Z885fs6OisjsWmD10oKrt/zKLMHqKKpvP/uL7rnr7FfhlRjvjDm/IGZp0we27VTq1PH9wUHmNkrWhx7G7EEYrYZYykAUXZW7BRoFhZmIsSYJ47RNUdwPzF4W/Nu5oSjO5lVXlr0banyBu9v7TalxVeXLp5jfr43NNPwYYOqPfP4jM+mzvr8s1mzps+dO2v27OkzZ0794otPvv5qxldffDp7xtQvPpsye8bUObOmz/1qxtdfzljw7Zyli75dsnD+koXzom3xwvkLF3zzzTezv5k7a/682QsXzlu+/If4FYsTE5enpiakpiYkp8QnJ69YvXplcvKKhISlK+IWJiYuT0lesTJuUfKquORVy1etWLxqxeLkVXHJq+IS4hYlJSxLSVyRlLA8ceXShBVL4pctjFvy/bKF3y79Yf6i7+ct/n5+QtyStWnJG9dnZK1LzUhdlZayMi0lfm1a4tq0xLXpievXpqSmxA3u3+2ZJx4Z3K9r4splackrt2zI2PnT5t2/bN2+beOGzDUZaxKz1qVuXJ8WtPSN69M2ZaVvykrfvGHttk2ZWzas3ZSVvnF9+sbMNRsz12zOSt+0Pm3tmqS1aUnrM1ZnZqSsTUtal5a8Lj0la11qZkZKempixhq/pa1OSE2KT05YnhS/NCUxLjlhefLKZSmrlqelrFyfkbIpK33bpsyNmWlZGas3ZqZtzAw+fX36lo1rN2VlpKckrEmKT01akZ66KjMjZUPmmk1Z6Zs3ZqSnpaSkJKSlJWetX/v+mFFPP/W3USOHpKclr0lNTF29KiUlITl5ZVLiiqTEFclJ8clJ8SkpCUmJcYnxS1YuXxi/9IeVyxYmrliSGL9k5bKFKQnLN2/I2JSVvmm9f40b1qZmrV2dlbE6Mz15XVrSurSktWlJa9OSMlJXZaSuylidkL46IT11VXpqQnpqQvrqhDUpK1OTV6xOXJ6SsGzpD/OWLf5uZdyihLiFiSsWr0mJX5eevHZNYkbqqsyMlPVrU9ZnpKxNS1yTtCIlYVlKwrLUxLj01QlrUhJWJ65ISYxbnbQiNTk+NTl+deKK1YlxySuXfj/vyw6tWzxf7elZn01ZMO/L7+fP+W7el4mrlq1dm7J509oft2Vt25a1ZUvmhg3pGelJmZmpW7Zkbtq0buPGjKystMx1qzPSk9asWbXm/6XuveOjuLJ933n3hHfPnDt35pyZ8dgeY3JQjt2KZEw02WQwGQwm52yDjW2wsckZJBRQzjlnCYHIIiOyCEJSp4o7rffHrmq1QDB45rx73tNnf/rT3arurtq161drr73Wd8Weio0NjYs7lZR0Ojn5dExMSFTUifj48OTk00lJkXFxpyIjj4WFHQ4LOxwZeSwuLiw9PTY3JyU3Oy07IyUjJSE9OT49OT4tKS45PjohJjIq/GRM5Kmk+Kik+OiE2NPJCTEZqYmZ6cnpaQmJSacTEyMTEiLj4yPi46MS4qMSE2OSkmJjoiMiwkPCTh0PDTkWdupYRMSJiIjjEeHHoiJOrFgyr3O7DzeuXRYWcjgs9FhI6NHQ0GNhESEnQo+djg5PS0/KzknPy0svKMgoKckuLsksyE/Ly04tyE3Py0rJSI5LT4rJTI3PSI5Njj+dlZ6Yk5mcl52al52Wl52am5mcnZ6YlZaQmZqQmhQTe/pUVPiJ6IiTMZEhcVFhqUkxOZnJGSlxGSnx6SlxaUkxyXGnE2MjUhKiM9MSUhKj46JOxUeHJcSEJ8dHpSXHpibFJCWcTkqISEk6nZwQkRQfnpwQnpQQFh8TEht1PC46JDo6JDIy5HRkaEx0REpybG5uanFxdllZXklJdk5OclZWYmZmfGZmfFZWQnZ2YmZmXE5O8oTxwwxe3X76YXNRflpJYXpBTlJ+dmJZSVZZcWZhbnJRXkpxQWpJYVpJYVpxQWpxfkphXnJqyumEhLCkpMjk5NO8JSVFJiZGJCSEJSSERUUdDw09cOLE3rCwQzExIcnJkenpsQX5acX56SWFGWUl2cUF6YV5qYV5qYW5KQU5yUUF6fm5KbmZCTkZ8dkZ8dnpcenJUSkJEfm5qbnZyekp0anJUcmJkXExoZHhR8NPHT4dcSwq8njI8X0nj++JijyalBiemnI6Iy06MyMmOSksPu5ETPSxiPBDoSf3Hz+299iRPUcO7T52ZO/JY/tDTx7k3xARfjgq8siBfds3rn81G7Btq3nxovn//E+/8fJ0CQzw7d07oH//IF9fV6PRfeiQfn2DjcEGjwAft17+3gP7BA77pPfAPoG9Anz8vV0Nns5GTxeDp7PBw4k3Xw8nXy9nP4Obj4+Lr6+rn5+Hv7+nr6+Lt7ezr6+rweDm4+Pi7e3Mn7i5dXF17RIQ4NWrp8Hg6Rxs9Az28/LzdvXzdg0yegYZPfmbfQJ9ewf49Arw6R3g08vfu6e/d09/714BPkFGby/XHl6u3YMMXv2C/foE+fL3Aw0ewX5egUb3ID/3/r0MgQbX9//429/+62/a//WP7j06ebl249/f0987yOjJj8Lfxy3Q193eggweQUaPIKNHsJ9XL3/vIKNngK97gK97oMGjp59X3yBD32Cj0cvF39s12M8r2M8r0OAR6OsebPTsE2QIMnr6ejj5e7sGGT17Bfj0CvDp6e8dZPAIMnp+0iewb7AxyOjp5+1q5D9q8Ojp5+Xv42bwcPL3cQvQdyDYz6tXgE/vQN9Ag4fR09nLtZuXS1eDp3OQwaOXv3evQB+Dt6u/0dvfz9vfz6tL549/+2//3K1rh0B/H19vt8AAX38/b4Ovh7eXq7eXq4+3m8HXw9/o5efrZvR09nHv4ePew+Dh5OftavB09nTp6unS1d/b1d/Hje8AP8wggwc/KG2XDB7Bfl49efP37hPo2zfY2DfY2K+nX/+efn2DjX0CDfxIAw0evQN8+gYbgwyeft6u/IN+Xi4+7j20l0bPQIOH0cvF4OnMe2lAL/++QYYgg0eAr1ugwT3Yz6unv1eQwaOnn5e3W/cendt1avf+f/7u35y7tvd17+Hr4eTm3MnLo7uvj4vB4Obt7ezp2cPb28lgcPPz8zAa3Y1Gdz8/dz8/d/7caHQ3GNx8fV29vXv4+joHB3v37Onj5dXdza2zweASHOzt7+/u4+Pk4+NkMLgYja6+vs7e3j0MBpcAf49gP58AHw+Dp6vRyy3A1zPYzyfI6O3v4+Hl2sPg4dLT3zfI4G3wdPX38egdYOgdZAwO8Anw9zQa3X19Xb29nX283Hx93P2MXgH+Pn5GLx9vNw93JzfXHh7uPby8nLy8nbw8ndydO7V7/w+//7d/av/hn4L8vbw9nNzce3h6ubp7urh5OHv7ehj8vDy9XFxdu3p69jAYXH19nT09uvm49+Dj1sO5i6dLV6Ons9HLxdutm73De/l783Hr7+Nm9HIxeDh5uXR169HJy7UbP9EGT2ejl0tPPy9+oQUa3P28XX3cunu6dDV4OAUZPIIMHkYvF6OXi5+3a7CfV+9A314BPgEGN4NXd2/3Lp4unbxcOxm9ugX4Ohm9uxu8uvn7uhh9XTzdezg7deneraOzU2dPzx72k+Lt3cPDo6urayc3t84eHl3d3bu4uXV0devwwXv//q//4zcfvvd7T9cOvp5d/Xy6+/s6BRpdDF7djN7d/Xx6BBicA40ugUaXAIOzn08Pg093T/cubq6d3d27eHp2483dvYura2cPj64Gg4unZ3cXl45OTh2cnTs6ObXv3r1dly4fujl38HDu6OXWxeDVw9O1s0v3j117tHfu1s61R3ujt5O3e1dP187ebl18PbsbvZ18PLp5u3f9pF9g355+Bm9ng7eTv6+Lr2d3D5dOHq6dg/zcewZ6OXf/uGvnv7g6t/Px6uLt2cXDraOHWwcXp7/26PZe545//PijP/z1g//90Qe/b//XP3X6+C/dOn/UucMHndq/5+rUvluXD7p3fd/N5WOjb9epk4e1kmZKMQBlrSB+FIDOnTNj2NABFy9U37hRe+vW1Zs3L129eq62tqau7trN65eu1164Xnvh5vVLt29euXP76q0bl29cu3jpfNX5qpLzZ0pfbWfLrl4+e/ly9aVLZy5cqKypKa+uLqmsLKyoKKioKCgvzy8ry+OttDS3rCyv6kxx9ZniqtL86vKCsxVF1eWF1eWF5yqLa6pKzlYUXaguu3i2nLdL5yp4u3K+6sr5qotnK89Vlp4pKzpTpn2qurzwbEVRVWn+mdKCM+X556qLaqqLz58rXbFkbpCf++H9P1WW5JfkZxblphfmpBXlpBXlppfkZ5YWZJUVZrfdCrJK8jN5KyvMKi/KqSzJqyrNP1NWUF6UU1GcW1mSxxt/XlWaX1mSa9+GHwhvNVUlV2oqL52rqKkqOVNWUFGcW1aYXVqQ5djsv1telFNelFNRlFNVms+35PvJf7SiJK+sOLeqoriqsqS6unLD+lXeXq779/1cU1NVXlZYVVlSWVFcUV7k2CoriitLC/iuVpXmny0vPFtRdKY0v6I4t7Qgqzgvozgvw7Er+A7Yj85+OLyHz1UWX6gu4+2i/oS3y+errpyvulxTef5M6dmKourygsqSPP6d9q+yN/6d58+Unq8qOVdZzL+5VasqLsxJWzR/5ogh/c+fKb104cz5M6XVlUUlRVmFBRl5eWnZ2clZWUk5OSn5+enFxdnFxdmFhZlFRVlFRVn8ZUlJjt6ySkuzy8tzy8tzS0qyioszS0uzy8tzyspyyspyKipyKyvzKyvzyspyioszCwvTCgvSS/KzS/KySvKzSwtyygpzK4rzK4rzK4ry+POqkoLKkoLyorzyorzKkoLKkoKK0oKK0oLSkrziopyiwuyiwqzi4uzS0ryysvzy8oKysvzS0rzS0rzSkrzSkvyS0vzy0vzK0tyNaxZ7u3TOTI2rqS6tKC0oKy8sKy8qLS8qLM4rKMrNy8/MzEpJS09ITY1NTY1JSYlKTY7OTkvIzUjKSo1PT4rJSo0vyE4tzEnLy0wuzEnj57EkP7M4L6MoN70oN50/KchOLcpNLyvM5j1fUZRjH3KlBVmO25fkZ9oHgDYOi3MrivMqinPLi7NKCzPyshLzshILchKL81PKitIrSjIrS7OqynMrS/NKinLy8jKzMlPS0xLS0uLS0+MzMxMzMxPT0mLS0mJSU6NTUqL4k+TkyNTU058O6RVodP/x+y1xUceS409lpJxOT45MT47MSo3KyYjNyYjNzYzLy4rPy4rPzYzLyYjNzozNSo/LTI/LzIzPzk7MyUnKyUnKzk7MykrIy0spK8spKckqLEzPz0/Nz0/Nzk5MS4tJTIpMjg+Pjw6Jjw5JjA2NPX0iOuKo/vJUZmpMRkp0ZmpMdnpcXlZiQU5yYW5KYW5KaVF2aWF2UX5GcUFGSWEmb6VFmZXluWcq80oK0/JzE3Oz43Kz43KyYrMzY7IzYzLSItJSwlKTw5ITT6UkhaemRGSkxmRnJOTnJOdlJ+dmJeRlJeRkxRbkJRYVJEefPrR08eetpJm9QZpnTJ88a+aUd/GS/P/x79SJ/ePHDLlUU/53ffpNCKb/r/yFh50YPKjfubMV/9078v/KH1Gs2zavnTxupO6yfJ2I9u5nhzk8/s3N/g/9xUSc6BvkI9sa32Fb1tqbyV5zbrbZOa//601f/i4Hzlov5Do6fx3/qIO8MIdH6uDnhVUr58+dNe5h3RUAGZhNh3aquuNYfW2tWG39ta8T0mhrPzX/HuKwzqyAxlEhDt/v6Il+vTfsP+GYxIRaM5qRA7nJHjTh6CvH+vYYQL1fd2H92lfIczzjg+mhAnrPTv980tQp41XFZg8DcvilNiKx/qFmDyh55c1f/T32iNFX/sXDA+zL7hAeemjqpFHnz5UBwH/94fw3Nwg7dfyzsSOuX7vEAxj+u/fnv/joLOaXm9atHDtyqGRrBvi7xklLUxwe9VgRnv3cKs7kHxnzjpEYik4jkx0irhQHRaAANPzkoX5BvuaX9fYPMgfOgf6dyCGuwyHkizkEvTDHOJNX2n/JqFAcZMEBm8NEoAJQHlPhGOrnuL3owNuR9Yw+demS2XNmTqx/fAsAIbkZKybtq9qu2apTeloVGGwVv/GGxjsHASBgChDZQUxVh+foDafeMaKGR6PbAKzALMAsADYAC4AVwAJg1t5kVgBr66MWAWygEb5st29Wv+Zr5sGPraSZAuAZ0ydP/3wSRqJ+M+ExcGLLvnIFbPWIgEeYU/Tqo2NzOEiH5DR7ipq2jRZjpEHjXvvs699pr63Q8uj4KRWopOPNIOTkoXFjh1VWFgHAWynd79Z4eNAbHttAzdqPotXGDv96hx/VwsJaXuo/BBAaemz8uFF1dTcB2Nu/jTGVEZlimRLZvrfUTgJ745HqZ7nlFLc5HjCAPY6Qt1aspTbGyeuj5dWuA6ulccumteM/G4kUmz3Xpu1b+9/oQKXNpgWQkdffl5l+vtrqFpnpfdj67DsMYD1CizGBUhulNkoFSkWOT6FE5j126viBPgHezQ2P7dJM7amALRHxjurQtgQzxkO1+JiXgcmMSnqIm9L2RfRuY6/1p2SNN8mzE6lAiY1iK0ZWjEWtbCvvCo2xI1EqUo0g4aiqNgB18aKZM2ZMePz4NgDBqgUpZkoFRmzARCAC46LPQ9mYADzKjQkOwdFvlG/7zzEmAmhwG+CUfSzbL4dWnWA/3UQB6thkoBJQfgeyMWJhxEyJiVEzoyagFmCmlkbNQM1AuXALwERGBUasQG3AQ55BADDfvF61bs38XyHNOs7GUZqRwwxCz+V7W6OgYzl1MudrrY345Tc3eyixnmyixxfj1vMj2vqDrSyvY8cPDBkyoKAwGwDekfH2jjv26qNDMstbGt/4H/l1ShReOxkAjh87OGzoJ7VXzrd17K0MOgZY60mm6vlp+PUdbjmilrnhq0gK4NAGHk7r+Pg3hoc9E4c6PL6xhwHAYm3avHnd2M9GcsCLAxKkre3f0qtt43La/h5G1ZY71uuNZ5roCYGtbxKOp8BuNdspYCJjDpkIQADI37SamW4gc5oYpzdoVg5TQYv3Vxg45vvwMHa9ktPbTu67N8fDd2Qfa+VWKZE0qpx2dC1xyvZwY8bE1rUB586YMfHe/esAhG9PKa+oLVMqUp6xAjLwJBStqKvUuv6T/SccKUX6LlGez6xlzYA+/kHr2NeuX7AnEDhaewowWUs50XI4BT0n26I3M2PNjDUBawZmBmazN54lCMzaIs20+Xpt+epVs9/RoTF52tQJSBUAsB5EyXMHUOsI0FdxQm03RnRXQ6tr0rFUneNFDgwzhuyWAgV7eijSx5NDWTztnRbwgp2JY6dV2D/CpfnwkX19+gZlZaUBwD8iiO/YXidm6FiJlpctWctvvUhex/IxXWG1DBeA48cO9u/Xs6wkn1EFAL/Z3mnjh9pEADr8ooYcaoUQaZ2E+ZZR8coJehVOore3CjRYLM0bNq4ZPnKoTTCDxg9xuLm25ED/3e21OwfT53C6UDooZsvLNt95kzRzVqQOOWvl0IgIOdw/2GCXZgYqofaMdi0FiVKZJ7NQaqNU5mmuCIuEypSpGuiGOqaSt1Q/4gxVO7lF56VgfpW98j448F7eJNCUqRR4ms9b3CaqgzkvE2KlVND3X2BMoNQKIC9ZOu/z6RNu3bnKP8JAwUTAWARQaQvQrhXijms3L6KqNa0wK0cmSbrE6y+ZwsGtnNFBmIqJzHRETOth0PqxxVPqMGVhgobs0FwWZmAmRpoobiSkgZIGShopaaKk2Z4ZyDSaByc1mwGslDTWXi1ZuWJGG9L8+jLgrJlTZ86YTLDk4NCQCBGAqfCGkiVUT9WnHICiN9YCc7E/IVqqKMWUYnvJSNAIR5xyoGGM7HgjwrC9DA8DSoDwZmf9EPZKa/ks0/g7XPjg8NEDvfsGZ2SlAUBrhg7HvhDmgIB5fYPXG9MwQ4S+eXsHbgY/HMQ0fhNvnNeB3/5DOoymZccIw6QVrBUiIkIGDexbkJ/FVyeYff7OFGCtUqspaFwbeyMMY4oww3a2lEM/OJxWvZOxVs+ctsY1tDxvGQYAhNFXPu7QmP74tsMHAIvVvGHT+uEjP7WJVn76tOHE+O4gShDjtCNG3tpab2C3IV7Na6Cgwe3s4ttS4Y3oMA1H4XOodoG4xcOowois2cggAgg60sHRaubSzCJDjwzoyaUZAVUoUzGV+dDVLRK7zGnV7RhTEZF5GrdmxwDiY95ucet8Ei7THFfUCiOFKULEDjChjv+i2qh7ZXBqZhMiMmbyK/1AX621aocxte0FZswGoCxeOm/2vM8f198HAMoUwhQ7nEf/fju5Rf8VDSfk6GJW7HpFKcfF8crZAqUiMI7O0KrGcI6YgzH3BnY8w7rjrpXhTImVqM2MmBjlbmUTo80UN2K1gbFGYE0AJgBzS1qgHXgEAjAroyYAC6VN12rL1qx+1WpGALgVOhIIAJ09a9q0qRMcfc2USRgJBEsAGlpI4/LoNDUAiomKCdduwnmDlGEAjVMBjDAi818hSJ/saMaO6pgQTKlKKWZACL9zAMVE1XlG1I4isrOBHAzkNrE4RENhaYgDOB568JPBvbNzM0DTEc2IA2AMKKEKwRr7AqkywRrqiDFO6rIPfUIBE6ZQwIQqlGFeYZOz1piDxWGfImiMSoYpRQyQHRbOi8zzjqJEsR+Ig6brLxnReUzaYKKMcKKe3dccFRU+ZHD//PwsvojMGHbgLIv2jHPKVAaYUkz1IsoaPYphTFRJFvhLLfKdYUK1/qcUUcZ9F/wsY/1gCeO3HH5SGCEMIaJwaBTCvHMQJiofLa1PEDg82k+l4yOhDAEwq820cfP6EaOGWQULAGNap6kAiDGMVJESlRKFYdU+D2MUMaICQ4yomvlDVWCOWV6UEoURnu5MMJIIp2ZrEBJkN+R5Rj4DRKhEQWagEhAJk1owGsDda46+Gqx7G+zyJNix5g4zcb4zEB91qn9vv+aGJ9p1wctCg0KogpnEQTxapi9I03CtBwAAIABJREFUjImU2CgTVdWiqBYuVZxBqOFceB1ITiDSJu98NPL8dW33ABBlMkdL6jMA1T5F4PApR78Kv6Y04BzjtwRHadZ6Q/dBy3YCn95eZWhwq3nxkvlz5s948uQ+AGAqYyLx3UaUVwmRCZX47hGQGCiEioTYGBVa8qepjWALxWZKbYyIGp6BikS1UiIwIgCVGKiISIQiAMIoIlSl1M7JIToGkj8iPm3SVlNahRioADKjAiMWLUccrExf/WO0mVEToyZgZmBmbWGQG9dMF2hmtS8b3rxRvX7dq75mLoVy67pYdOaMKePHjRIFk3bmdDuLIJExhSNrMREphzKDiolIqSyrFlW1cXAXACJEkhULgIazoFjGqqAqVkZkDpsHUAiyEp4gz3uNSZRYKZUIVYAhTGTuEkJIpG+FozNQKbMDvF/dhlcqYoyjF+Fk6L7BQ3vl5KZrfcAYMKAEU4oYU/ncEABRokqiGSMJIxGrMjDKABMic2y8ogoaQgEwwiKhCsKiigQVCZw5wOGNAIgShRKZEBkpNr7ygBSBYIlgEak2jARJMlOqAFMxEjASdQOKvlLY5c1FXgjGEiUSJ4SEh4f07dMzLzeTz2cYxYosYCwDYEm0IFUgRKRE4pcr4bgMphKiYI00DQAgyVY7uYlj6Ym2QoiRKmAkcQ6UdlUThWCZDxVFsdmn/5QqKrIxpiAkSLKZEAljUUU2jlXSZ/qvzx9fcQho21CqAFCbrXnDxtWDh/Q3mRu4YhIiY1Xk8ocVmyrbRGszUUWCJIIlShWkCtwOwIqgKjZgSFvb4Q53LBMkIcVGkUSxzKiKVAGpIjDE10gZkfkaplY5hSqUyHrBKpEygVAboQLvUsoURhFjFBgAo68djjYXpkziRHb7+pUObWBJcRG9AnyePa7TfQIKISJhAgOFA+cwthFsAyoxKhFkJcgCYGPMrCqNHEdJkEiJTLEMjFCCgWGMJVW2YSTqkwPEV4AZlQkSGROBCQxslNowtiDVxLkWSOWFxFSEuVfhlTNid+OobTbdeyO+3vQZg0CpBttkTARAy5ctnD17+v37d/gikEaSYiqhnGTES9JYGRMRsTAmEmIjqJkxK8Vmgpo53girTVhpZNSCFBNSmjnjAikmxkSqmoEI2r1KW0DmdyytMizjdz5dDLUlBDtE13ERGxSthpyde8cslJkZWHijzEyYmWnRGlpjoL3DwOJgQVtv3jq3+rVlQO0Sai3NZN7cGdM/n6SqAgDRd1rVjoHJhAjc2Y+JgJCVEBFjgVBR6z4qYiIwJlMqy7JJVS2MqUjhIwMpkoligVEJmMyoqIgvscJLXdiAiYyJBJkQshAdSG8vfwWAEZH+YWkWAeBk6N7BQ3vm5qVBqz+CsUyxxNWTYF6UBAFgICoQTBQJqxIH5iIkyrIVmEqwhFSBMZXPJ1RVUBQbpSohMiYSpQq/7AmWQKsijBlTkWzFqkCQTVXMSLUCkwmyUSwwLFDtGMmvkmaCZbs0R4SH9OsTnJOdod13KGZAVVVUZBsAJliiRFRVC6WyjngmlKqyYkNIpBTdullbVJT75PH9K1fOWyyNsmzBWGKAVFXESATAqmJDqsBdJUgVMJYoVTCSKFEUyYKxBIAokTUgHCgqsnJImIptfLmCk+daS3Mr92WbzVGahwwdoEszIlSrMM+ooio2WTSLtmZVsvCdIURGqo1giVKVYFG0NTOm8rIaWBUYVRTRjBSbxl3DMlYF7aIgMqMKRiIjMiMykqwYSfz0iYKJ04swtvC1LEpFRmU9JAMDo3yyoUe8vqLOql451GFGr2k0jgo/HmjwqH90xx79RohImaQoFkolhCyS1EywSKkkWV+qYjOARImJMfHZ09v792wPOb7PZmkAIIyqFKkMqRTJAAQpEsFCZXn+Lz99W11ZwsEUFAmq0AwgAbUitYmBDaEmRX4hyw0Ym1TVhJDZoS5X26fmb0nzmxrnRtl0sJQMwBZ9OXfOrM/rnzwAAM69o0SmVOW1CxiVFMUiyybGBElqJMRmx9VbTY/Li9OvXakEEBk2EbUZmI1SqyI2EMWkKiYND43MjIkaSBrsE009VMw+9WwdqqFLs8MyhibNsj770XB3lJntDRMTISZKzZRxpbZQZqHUzJiFUjMhJgCrDsMT7t69uGHDkneS5vnzZs6eNQ0hkUtzS0wVUxmTVdVCuRBTkZMVMbHxWhU6SVZByIqJyJisqjZgKlZsjKmKZCHIBlrpPBmYxIiAVTPBVgCZYitGFgaCqlowljDRIL9aKQ0k6tOxXy3NTFupUCgTASA07MCQYS3STClVVZVbExiJHJelKjZuJAJRgCIAIEjFisgYQqogy1YAQqlCsIQQN7E1tB5CIkYiF3eMRaIKFMv8BHNDgFcSAaYSLACVKBaAyQQJjEpIsSDFxn691cxBd5TKABAZEdKvb89sbZGTcZYxxrIi20TBRKkCoCJkJdwk5FUkNNIpaW56vm7dyj69A48dO7hq5ZKn9Q+QKvI7kCxbOY2PG6Gcz4eRqMo20GqsqIpsY1TBWFJkK0YiITIhooqsGNsIEymTVSQgbI/zaeNMvU2amSbNGzevGfbpQLP5pf2my+f+lMiStYmXAcWqiBQbQRwXh2TRLAkm0BZLMb8OsaLtrf1NbiOrslU7+1QFqmAkYlXAiIu7zMeGqloJERiTCLFRKgDIjMq6LhOghBHGqD1S6PVj4XWM7CkJ9uJ1KCL0SKDB4+nju/aoBkJFBrIsmwkVMRYwtiHVqqpWRbLItkakNFPSDCBfq60aOMB/2uTRlqZnAEw3nDEAEW0mhEQAunvXd/4G96iIEADKmIIVG8E2jEyq2qQqjQQ3I9QEzIqxmTErh/MR/dJ+03l5qzS/zoqTQavhpJnAmp0HMgB8uXDuwgVzm14+A6CEyNy85ZcVpZKqWkSxiaNWETIzJiJkItgMIN+6Vv3t16vSUyIBCJIaZNtzPeJYxnKzKjcDyIzYgFiAiTx6HSERqQIwlZ9QrNtkb5bmV61mBvbgEFH3aVi4LhNqwthEiJkjpBlrwUkzZiXEgrGJA0v5BOX+/aubNy9/J2meO2d6i9VsD/pjiFEFNPHlM1/O7tOrDhM+Y1IJFgAoV2HQak4DUEWVzLQlOJqvGspENVNi4ycSqSZF5kXsgeqkWu7HkGQrIcqvlGbisD0CULk0h4UfGjKsd3ZOmt2hgbEmzYpuEtptaYZlihWsSgQpwBCjshYvDAwAiOaOBwCkiGa9wjTW3+RdpOo5SJgggVEZAHjQO0UCgMqIhFWBEYliQQur+JVWMwDia98AEHX61ID+vbMy0wCAMYKQwhjBWJYkqyRZeFEloq2HUADCsEiptgYgWhsP7P2pU4cPJ44fFXLiEEaC3p8EQOWVGrRewYIoNCmKlWlpDjwYA3F7nH8EE5FQib+PichAxUTiVFWirzq0PlOvOzRek2ahefNX64aPGGyxNvI3GVMokUGboSuqbNU6X+tJCgxxh5LmqxHNABi0MwUAwE1sSrTYZIezT7Bi4yUfme6VAsAAoDuOFVWf9eureXZpthfeaeOW01qaecwZv8jx6fDjPf29Xzy9z0csX87i4qUgi73gt76TGCN+edus5ifVVXkXzpViZAXKq+0xq7nRYnqpajXAyItn9y/WlD1/ep8iQRVNDPHrjuc+CBQ3I7UJQFXVZqv1Gc/OYEz8O6VZWy5rozEqMypjLKiKFSOBaXsLSxYvWLliicXSpEuzFpECgHi9cwCEsaAozQAqgISxiWEzAOz8bv2CuRPv3jpPiUiwGavNABIwG0VmABmYaDU/AyoAIFl4KdiauOgjVeA3ae74+kekmXsnuEXMpZlSC3ewvFYZi3tyLJTaCNHyUO7fr92yZeU7SfOsmVMnT/qM24aOvmZKZGAyUiy3rl88uO+nTetXhIccfvLoDg+0pMiWm52Sm5V8/+61nd9/vX3bxrpbV65eql6zcsm3Wzc1NdQDEElsBibXnC37duuGjeuWXaop5b977/blvJzkB/drMTLdvn25tCRfUQXunkdY4o88zOUN0ozakmbHAGcEoBLKpfnw0E/75OSkAwAhhBDC9dnuA5UkU3JyzK6fvj+47+c7N2oBgGAVgNy5UVtUkHXn1rX42MivNq0tKsi2NL84fmT/pnUrL1+oxkjESACqKJIlMe70V5vWngo5+ujBbQAsWF+eP1d+6XwFo7LN1lhemvf8SR1GIjC17s718NBjjx/cYZRoeQq/3moGwNxpAACxMZGDB/W3SzMhiE8MFNkGgETRIsvmmJhTmzeu2rd7R8SpoxfOlSPVAkDrH90pLsi8evFMfl760UO7jx7e09z0FABhZLtQU3HhXLkkNgGolZWFd+9eAyAICQBKXd213bt/2LJlTXJKtMXygjKVMqm6uuTs2TJJMmEi5OSm3r5TCwzrzHVMqKw7NHDrM0VfV7EWCWAqABME01dfbxg5aqjF2shAJVRmoDKqUM34JQD44rnKA3t3fb1pbVxMxLMn9wkSAZhoa87JSktLia9/VPft1xu/3rzWZmm8fOncxnUrf9rx7eMHd+y5JBdqqn7Y/vX6NctLi3MpxRRL5uYXJQXZVVWllComU0NOTnp9/T2Mbdzzy0NltaVsbU2V6b5m8m7SrOjSTOOjw3oH+TY8e6Atv1NRRVY+GVWRFQA3NT2NiTm1fMn8b7duuHKxGkDiS0xPHt/Izoy9UXuOgQgMAZOz05MWzJs5fuyIk8cPmpqfA+DKsrzqqgIAGctmplqePrz53ba1y5bMio0+BtQMIDFirqjI3rhhydixg7Zv3/Do0U0A8nc6NP5WugolMkYiv63yFeyVK5asXrXMbHoJAHotTZWT+Hl9pVu3Lv/ww1eLFs364Yct9+9fA0BW0+OD+777y3t/9HTtnJcVy4gJgNmszyJDDyxfPOv7b9Zdv1INTJQls6nx8fHDvyz5cubSRfPy8zJVVWCM2IWYC/Q/KM0ANkatDCyMWRizvTkRRlsE1lNv5Hv3ajdvfldpnjZp4lhZsrwizYyplErpKbHjRg3duGbZob0/Dh7Qc/eP20VLA1Wt4ScPG71cPukbuGnd8gG9A7p3bjd7+sRZn08cOqhfx48/KCnKZUQhRCoryp47a8qP3389fuywyeOH37556WJN2cD+gfNnT7aY6h8/ur5u3dLZs6Y1Nj3nHjFFFeylFtrUZV2aFYcaE44XvD3JvUWa7VYzxliSJMYIIQqmMgCpr7+3du3SOXOm/vLT9lnTJy5f/MXVy+cB4GLN2RFDBg3s23PL+lUjhw4M8vPp3ytwy/rVn08a98Gf//Ddts2izcQoYUj64duvNqxZ8dXGNYFGr107vgVQ46JC+/Xy27d7BwDUnC0b2C8oLzuFEvlZ/YPRI4a4OnWprb3IDT1GZHv81t8nzQnx0cOHDcrOStdtdkqwipGEkQRALOaXK1Z8uWjRnJiok3NmTujU/r2De3cSgm7fuDhh7IghA/vdr7sKQA/t+7FPsE/9w1sUWU8e3RtodA8LOYix7erls4MH9g49eYiPnmtXz61ZtXjThpVLvpzj4+VUWJApiubdP38fYPTIykikVLpw8cwnA/uEhZ/gZ4EShVDZociLY2rSu0rz11s3jh7zqdXWxIt5g75WwyM783MzBg3ovW71stPhJ0cNH7x1y3qiCkDVyLAT3bu079c7cM3KJSOHD37/z39Yv2b50kXzhw7q171L+9ysVL76mp2ZsmjBnK1b1n/Sr+fIYYPMpkar+eVPP3zTM9AQHn4SYykrM6Vvn6C83AyCRQCkWXwt17P9WF4xmVsJNA+l0KuOalG6ADIApCVF9+vl90KTZoUxCRMbYSKhIgC5efPK3LnTJk0YeerkoXmzpkwcM+zW9RoA8qz+5oplcwKMrhmp0arcTKmUGBc+ZcKoQ/t/nvDZ8Plzpl6/evbE0T1uzp32/LKdh8xevVi5aMH09asXLlo43cujc3FBCkbNd27XjP9s0I87tyxdOjsgwL2gIA0AMBJa6gv/Cml+Q1JPy3IR0qPFtVnmurUrly9b9PzZYwDmmKbLmMqYVFNTPnbssMmTx4SFHZo5c8KUKaPv3LmsyJavNy374L3fTxo37Ma1MwDSsyd39vz8zfQpo7ZuXhFodFm3cqEqNQEoh/ftnD978vEjv/h6uaxds9xqbQIA+3oJYyr3Q75Bml9531GaRd15Yk88sQLYeLXW1p4cx6QbSV/8lAHUe/eub9686l0dGlOnjFe41Wx3kAMCpl67fG70pwPnzZzyqO4GQeryxfMH9g2qqSphFO/9Zcdv/+U3zl3bR4edOLL/59/+yz/1CTIkx5/+YfvXndp/WFGSD4w+q78/ecKon3ZskyXTquULunR8v6gwvaIst/1Hf5w2eTQAvXChbMCAoMWL5iMkcXOPW7JvT1h6qzS36BehEgCERxwdOqxvegYvbEoVReLBbQDUbH7x3Xebe/f2i4+PEAVrYV660dtt3+4fAeDiuepgf99//5f/sX7VssjQ40Yvt7/85//+ZsuG+Khwpy4ddv3wrWhuBGChxw5NGDOiury4vCjPrUeX9auXAeBN61d06fhheWkextK+3Tt6dP34Yk0FAGt88cTNuWvvYL/TESGXLpyVRDOlCkYKaEVgf4U0UypxX3NSYuyokcN4Qg2jWFVkxjCjKqWEMbRv366AAK+c3FQA+ParNe0++MOpE/sA4Py5Ul+P7kMH9lZVsf7xrUnjPh0+pI/p5SNKbFu3rH7vP/9ndkY8ADu0f5ebc+e46FMA0Nz0bMPaZYsWzGpuaoyLCu3Q7r0jB38RrC+/3rTmg/d+X1NdCkAOHtzt4eGcmZXCI/kQEvkcSA8cbPOI/oY0b922aczY4VZbk259I+7NAMCXLpwJMHjOnjGl/sl9ALZl45reQcbqqlIAeuTgnt/85jf+Bs/IsBOH9v/yu9/+zwF9g6MiQjauWxno511SmAMAV6+cnzx+9I8/fGOzNK5YutDTrcf5sxUWU8O82Z9379qh9uoFm63522+2+Pt519ZeBEYRDzTiV0fbR/QWaVZfkWbub81OTxzYN6jh+UNuTOgGtcKYIknmxYvn+vt7pqfGAUBGSmyAj/vPO7cBQPPL+2tXL+jR7cPay1WUKA/u1Q4d1Ovnn77ByJqTlZieEi0Kzd9uXdet84fRkccB4OGDWwvnTZk9/TNz44PDB3e+/96/R58+bGq6t3rl3CmTPn306PqDB7VHj/5y8+YlvrjyFkfT3yHNWp0X+xOtwcYNa5YsXvDwwV2t61pECZ49ezBnztRRowZfu3YegMbFnerS5cPo6OMA+MCe7X17eibFhQAQACH02O4RQ3ufry68WVvt7+s0duRAWWw8f67U6O2UlRYLDO39ZWdGWiLBkrbQohUealOC312aRUfbGUBsSXJpnaZoT03UX6oA6P79G1u2rGklzXbBdehrAoDnzP58/ryZejiEfQOmKrYj+3e5dOtQmJPGe3P3ru8Dfd1zM5IA4Nuv1rf/8E/HDv6CVduOb7/q2uGjiuJcW/PzdauXBfn7NDbUA9DDB372N7hnpsUnxUd6unX9Yu5Um7UhLzfFx6Pbtq3rACApMczfzyMhIVrzhOrlPgHw21cC3yTKuqJhwrQCVCdO7h89ZnBlVQkAUEoURWIME6oAkEuXzjg5ddy4cYXN+gIAbl674OvpsnbVUgAoyMs2erl/Pmlc48sXZ8qKunf6ePEXc14+e5yeFOfUpUNORgqj5PmTB0FG701rV9bdrF27YonRyy0lMRqotHjhrKGDehFsa3j+cNGCWUMH9bGaXgDQ2svnnbt3av/RX8aPGdEnOODw/j02SxNjdpvrHRthTGWaQxAS4qNHjhiam5MJfOkSKYxhhCQA9uL54759g5YtW2A2PweAnd9tHtQvoKggDQDOVBUO6h+wduVCALhUU2b0dtq6eRUlAlHNG9cu6RPsc+v6eQBYMG/alIkjb16rAYCE2LAAo9uen7dfulA1Yli/T4f0uX3jYlPDw61b1vTv4//44U0AdcXyRWPHDr9+4zIAtNRmpQohSutDsP+9UZr5CLRYG7/d/tWcudMpVZmW2qDqAAqyeePqj//6XmpSLP+u3T997+fjnp6aAMB2fr/NqVvHtOQ4c9Oz7ds29+jasSA3w2Z+OW/255PGj667ewMAvt6yvleQMSM1IT0lvmegYfmSLwSbtbnx2YqlCwcO6CXLZpPp+axZk7/8cvaLF481m4tH6L/RaHiTTNuPSHV4ogJAYmxE/17+TRpDQwVQCOXLM7i8oqBHjw5ffbWWUgIAZUXZvQN8Vy9bAABmU/3mDcuGfBJsbq4nqjUy/JCXe+dz1QUA1GZ5qshNAGj50tnjPxt663oNAISH7HNzah956mBOZmzvnp6DB/rdu3u+sjzTqftHsdHHBOEFpVZFMSmKGSMe59q2/r5SELJV+9tWM271HGD1qmUrVyx5+fIZAHXIjMcALDs75eOP3z9yZC/XqKyshA4d/nLy5F4AecqEkUMHBtfdOg9Ab18/+9moT0YO63O+unDplzMMXt0SY081vXiwYc3icaMHP3lwAwAkW5MiW7WlYCTyqH8eTfjm1Nm21zPt0YHcQeFQ76olL1y3kR0FmueLt+RM3rt3ffPm1mVb3yDNaMEXs1csXwQAAMRhtgiNL+tnfT5hUL/ge7euAgAwZfGC2f4+bmcqCgHY9MmfDR/U19T4rKnhyayp46dOGAUAN66e79srYNGCOYypktA8ZuSQ9h/9+ZN+QYsXzk5NimpqeAgAhw7uGvJJcGVZHlDhu+3revUyNDe9YIAl2crrumqGsxYW/qbL4E32MhdoxKPZAOBkyMFZsyfdvl0LAIwxQng2PVYUa2Li6U6dPiwpyeJrMvm5aS49OnGrecd33wQavTOS4wHg6IE9rt06nSkrUiXrts3r/bzdH9+/AwCnw062e//PfYMD5s2cumrplxXFeaqqPLp/fcrEkVMnjQKAm9cvjvx04PZvNnEz8MDeXd06tdv5/bb6R/fHjR4xfvSIujs37I6Id5dmzV1DRAA4HRk6aGC//PxsPifgWZeMEcZQclJsl84fx8SEASgUCzOmfTZ1wsinT+4AQOjxfUZvp+jI4wD0dNgRX8/uKQkRANRmeT58SJ+lX842vXykCI1DB/Vat3qRaGsAwEsXzf/D7/5twmfDZkwbu33b+icPbwKwx49ujRjWb/WKBbLc/OLFQ6PBc8WKxc2mFwCMF1GUFKuqiq8dwjtKM1isjd99v3XBwjmOWzKirc1Omzxu3Jjhd2/V8tG9esXifr0Dr1w8++LZo0UL5oweMYSo4ovnj6dO+mz2zKmKYmt++TTQz3vrlvWqYnv8sG5g/16dO/x14rhRq5YviooMffKoDgBu3bw6YeyIxQvnAtDLl8907dpu9+7vZdkCwBhDPHLjH5DmVzQaYiJD+gYbG188AkCgh6gykDERDh3e7eraJSoqhPdUfEyYl0vXHdu3AMCD+zemTho9afxwxiSr5emEcUOGDg569PA6gAxgA0DNjQ8H9AuePGG0JLxU5Ka1K+b/x+/+ddigoHmzx+3dvfXRg8ui7cnG9Qu7d/1L7ZVyxhAhFoQsBLe4Mv4PSPOqlUvXrF5u4r5mLe5YBQCrtXnr1vXu7t2vXDkLQAHk3bu/69z5g+zsBMasgwcEzJ89QZEaAEhEyP4uHf5k8Oo2Z+b4nd9trDlTgOXmKxcq+gT7fLdtvekl71VKiWyzNiFV4KENREvSeSvF6VdIM3dWOJapdfRpKDr0wi7Nal3dtY0bW/ua3yTNi76ct27tCgDg9xPK9xvgaf2DUcMHjh8zzNRYDwDmxvr+fQLmzprS1Fh/8/rFvr38NqxZCgBlRTkD+wd//80mAJaVntC9S/sDe3c1NtTXXq7p1L7dhrXL6x/dFkWzuemJIjYCqEsXzxk94pNnT+5kpEa7uXYcO3aoqsoYywhLwHPtQH1LvsmbLwkAAEIQpVjXLwwAe/ftnDBppGbKUco0EA+VFevJkwe7dfvozJlC/tHVy78IMLqXFecwRubOmjZ86CdW80uzqWHRgjn9egcSVax/VDd0UL8pE8devXROkmwL58/ycO2eGHfaam40mxplwQRA87IThg3ptfeX7yTby61b1nbu8FFaSqwomgRL49JF84cN6l936wYAjB8zcuLYMY/u3/t7pRkpihUAIsJPDvykT3FxPv8euy4rsm3f3l3tPvpLUVEWAFyvrQny9/xi7ufPntTJsnXzhpV9ehpv1J6vKM3rFWR0depWd/uqYGk4d6bE1alTyPH9Tx/f/W7b+g/e+18nju7BWH384ManQ/p+Nnpow7N7Tx/ffvnigSi8BFBu1J4L9HOPiw65ca1m+bIFf3nvD+HhIQ0vn8qyDYASoiAs67XPqQMD91dI8/bvvp43f+YrGscYIarg5+v1xdyZFtMLAHj04G6fnoHjxoykSLxy6dxnoz/dvHENAFy/dql3sN/RQ3tVyVJdWdq5w8cnjx2yWptzs1KNPm5fbVrb8OyR1fxSkW2yaAaqpCXH9e3lHxl2/OHDW0uXzm3X7s8FBRmybKFEsVmbFUXQa1S3OJf0HXuTu+ZNAk0AIC7qVL+efro0KwCyXZqXLV/Qu7ffmTPFAMAYWbdqsadzl4rSfACoKM0bNCD4h+2bgIr37l7ydO+4Yd2X5uZHAMrli2UWc31BXrK7a8ft36yTJOHShZIRQ3uNHt7v3p1L5qZ7pqY6QXhkNt9buGDC4IHG589vAciXL1c0Nj5RVV61Gf1dVvPbkXX6Ng4nd/myRSuWL25qemGXZi47JtPz5csXeHs7P3/+AAAkqXHMmMF+fm7Xrp+tqS7sHeSxf/c2RW4mxLxrx2anrh9EnDokCI3W5sc20xNKrHFRJ3t0+WtyfDiAKlie15wtb3jxhFJC9bBgxlRCZL5Nn241AAAgAElEQVQs/yuluRVQSVdhSQc2Ofo6XofhtTy/c+fyhg3L3kmav5g/a/myLzVcdAvUCpqbni1dNLd/38B7d6/ZbOZD+3f16NY+ITYcAI4f2Wv0cY0MPw4ARw7+4ubcOT01jhExIuzoRx/8afOG1du3bSktyu3c4eP1a5Y3PHtw6Xzl9m3rL1woMzXXDx/ad8zIgamJkQP6Bf3u3//vsWOHRkaEPHh4V1EFLs329JN3VucWaaYUE8LNbW3079i5bfiITy5dOqu7dDEhWuxkQkJE584fFBamI6RculAxYmjfFUu/eP70wZOHdwYO6DXhs5GMKFcu1wwf+snyJQsA4Nb1y+6u3ceNHfHlF7Mrygrmzv68R7eOmRnJTY2NCbGRKUkximgKC9kfHOixZ9f2n3/c9pc//a/OHT44fODnhNjwurvXPxv96aIv5r588bSmutLb3eXnnT8wQhj7Vd4MquWSgkqwCAAxMREjRwwtKy0CAI6V4Pghs+nl5k1rP3j/j8eP7z97rnTShFH/+s+/GT92eGxUaHlJ7txZU4P8vUOOHxg1fOC//tP/5e7aLeLUsaL8jPDQo507fBgfE77ju686tPvzX9///fo1i6vK80qKsgYPCJo47tOGZ/ce3b8eHxMaHxMKoGanx3u5dQ09sX/5krmdO374H7//7fc/fJOVnfbs2WNKqdncaLE2q6qiqkprPPk7SjMzW15+8+2WWbOn8dgMbs1RIhMkSrbmmZ9Pmjf78xvXLzc3N+3a+W3vYL+IU8cBIDY6PNDPOyk+ChhOiI107t6prDgPydZdO7d3aPfBogVzQk8cPh1+0s/Xc8vGtabGZ5fOn4mNOsXLEez5eUf3Lh0iw48tXjy7Q4f3unVrt2vX9tKSPFG0MEYxlilBDg6of1Sa42PCBvQOaH75xO7QoEwCUClF+/b/FBTkk5BwWrBZ01Ji+vXy+3rDKooFACjKz/By7xZ9+gQAeXj/qlP3D6dO/rT2amVJUeq2r1bcvnk2LHS/i1O7cWMHJcSHpiSGDexnGPlpz/r6R1cvlxzYvy0vN7qp8dbcOWN8vDpXlmfcvXth+Yp5paU5jFFKJKSKlEfC/FdLM2vF84MvF877Yv7shhf1docGLxauqsKePTu6dPnowoXKpqb6uLgwPz+3I0d+oVT4eefXgQbnL+dPyUqLMjc+/mnHpo7t/vP44V3Pn95JTQz7ecdXNsuL3MzED9/7/frVix/cv56UEP7zzm+vXj4PwAiRJdGsRTf/V0vzazmQjrpsz9HX3r9798o7SjOeOWPK7FnT7NkyDqvP+MyZ4qAgnxUrFn7//VejRw8+dOgX7rjcv/+nSZNGV1UVAcChQ7sHDux169ZlADU+PqJrp3a9goxnq8qs5pezZkzq2unDyRNGTR4/8sjBXZLUfOf2lbEjB7b/6I8rl33x849bB/T3c3Lq8M22zS8bn2OiFa7nHmeeUvzuomz/Y4xiIut8ANi778eJk8Zcu37J7uvg7g4A9fbtS9OmjV26dHZE+OH5c6csXTT7zq0rAPRcddmUiWMP7v8FAAoLsocOGXDs6AEAePTwbmCAr1OPznt2/2hqbsjKTOH1976YP2vTxjVnz5YDsJAT+z768H8PHOC/fdvaLRtX/cfvf9enp9+5M8WSZN21c/vgAX13//jDnBmfL1+86EHdXX4v+TukmWmxgxAfFzV61KcFBTkAQLGKsYpUmRLEqJqfl+nh7tStW/sRIz+ZMX2Si3P3jh3anY4MefTw7vy5Mz7663tfLpx76OCeUSOGdGj/4fx5M5/VP4iMCP243UcDB/T5fvuWZYvndOv0oXO3dlnpcYzRH77d2O6DP0weP3zVsvnfbVv/4mkdAMpOj2v/1z+PGz1407qlG9cu7961Y0CAIS8/CxNZUUSMVUkSRNH2miL/Cmneum3T9BmTERa5LlCqIMVGiUyJUlyYPWXCmMUL5369ed34McNPHDvIiAIAxw7tnfDZyIf3bmFVCAs5Omnc6BfPHzOGThw94Obc9dMhA2qqy18+fzx5wriuHT+eMW3iki/nhRw7LAkmSnDoiaPv/fE/Jk8ctW3b2g0blr733u+GDOl7rfYih3ABEGAMGOjq7CjNWL/3tDnReV2gCQDEng7tG2xsfNHia+aTX1mxPH58d/4XMyZNGr3zh60Tx41YvWzhw7vXsWxjjERFnHR16ni2qhCAiFLD6lXzu3X58+BBftOmfpqeFiEJz04c2+Xm3M7P0CMjLUqw1H/z9Yqunf40+BPj9GnDvv9u1ePHV1Tl6anQX1ycOvbr4zNt6sjo6ONPn96jVGRMwapIyK+X5jennDhCiBxQTbDgiznz581qeF4PwFoFGgM+f75iypSxCxbM3LZt/aBBvb79doPF8hwAH9q/o0eXDwb286sozQIgpcXp/Xr6+Ps6TfxsyLJFM8+fLQamPr5/fdSn/T1cOk2bNGr5krkXz5/h91SMJcYQz/t9B2l+XWrfJM32DHVbm40xC9VIzTzqWayru7xp0ztJM5n++aQZ0ydTIrW+rSEAJEnNZWV527dv3rFjW0lJriybOfvq7t3aixerzJYXlOKHD29XV5eoyEKo/OL5o4LcjBvXLiHZCkAe3r/xzdb1m9avqK4qZlQAUIHKRQXpx47sfva0jlLhpx+/8vZ2SkyIBmCUYc6jcKAu/Ap7WddlxhhQinWmKBw6vOezccMvX64BAMqQikQGKsKaY/7y5TP79+/YtWtrWvLpxhcPKBaASU8f112sOfP0yX3G6Ivnj8vKCp4+e8gYEWzNFRVFRUW5smIFAFE0p6bEb9609tSpY0+fPiRUZFSqu3vp2NGfE+JCzKandXeuTJk4ctCAnoKlAYAqkiXi1MmN61afPHrk0b06hnHr2fG7OzSw7r2CyIiQwYP6Z2amAgAwwiihFCuKjRKFYikjPWn/vp+qqooslpdZWanJSbGm5gbGlHPnKuNiT9+4cQUjsbq6/NSp4/fqbgFTHz++d+jQ3pCTRxpe1Dc8fzDxs6Ezp419cK8WAOof3jx5dPeunVsvnCtRpUaKzBTLzU2PD+7bkZYUKdoaHj+8NXXK+EmTx924eRUAGCMAQAhCSOELWW39sbc7NKzWpm3fbObS7GigqbJVla1UFc6eKTt+9MDxoweuXDxLscQDxW5fv1xSmMMTr2/fuHL+XCVGIqNYsDYV5GXeuXlVsDRiJN65Vbtv949fb1534VwlvzqQbLt25fzhA7tLirMVxXT9+rnBg3stXTq/8WU9Y5jySQmhraXZvrd2aX6dmvtGaT4ddqynv3fD0wd2zSJUZKAAqIzJ9fV1p04d2blja15OqqnxKTAFgBEs7/hua4DRvfHFA2ASgO3Rg6v79mzbs3vLjevlAGYA6Wn9zdiY4xXlWUhpBLA9qLtw5OB3+3Z/lZ8T3dR0l0ETgAnjF/m5sT/+sL6oMFVRmgAwIQJjsiLbFNkKb3Y3vzUbsI3AXj1ojD+xW5p00ZdzF305v/Hlc9AcGqpWZAAQpeL9+zeio0P37NmZl5cqCA0ACiFC3e2Lp8MO1l4uB5AZMWOlsaa64JeftkaeOni/7gqjVqACUc2Xz1ccPrjr8MFdz57c4adAEEyCYGKgUqoQx7C5N5rMbVrBb5Fmm8bNYDzM2Z6obdXzAFvCOerqLm/atPSdrOY5sz9f+MVsfabcsgEjikP2FwAQVbUibMM8IQooZRLCVgAFgFAmqciqZUkBA55t1ZI5RgBURmwMWbhBxPPoy0qzJk8enZubQYhCiMIzTXS2kT0K8ldIM9FcBMAYpkwFgEOH944eM7SmpopnmqhIA24RKspSs565x3FWCmd9ACAACowTuLVeIowHbzEApig2WbESap+nM1mxqchGCC8/owCzAhCL5dk3X60dOqi3xfScUR6SCABAVZURDABAGbwxSO7tvmZepgFOnTreu1dgZmYq72eCVY4fIxoxo0X+EKfWav4cAgBUC4bhHUgpU/WwQk16Nq1fOn3KyGu11QCUEQuPHOCXFiVWJL0EJgAg0fqMw8B++fmHefNn3bxVC8AIUQkhGCNVlTG2DyF4za3xOneila/5660bp06bKCtWzaGhh74CVZBiA+BBV5QxVRbNqmShWE9v0TocAxDZZiIa7ocxIgMgwdos2Uz6sSOmra84jitssz3/+us1y5Z9Uf+ELwlgShCjDkDcV6XZ0Z/ueL7ajDIiADQ85HCQn+eL+ns66FKhtCU5Rb8Bc2tdYUQCIKps2/vzjjEjB0tiIzBZ55kJOtzdBKQJgCd2yoxaGGlmlPMqTYy8xPi5qjwBaAJotquJJDVgbEHIRoik5TS8TYgVh8d3wRtpflg954JvRr5cOOfLhfM0aaYqo/Y8PZVSiRBBH7oqgEyITVWbKeIwJgErjVhpBGYBDeMnArUq0ktKrAASI1yUkCo3UyJSjcyFubhxZBUw1SGY2o4ARY7LfW+ynV+TZpkxDjPiSA0TZSZMTZg0M2bhtA27dgNY79Rd2LBxUWtp1nztjqYxAcBz586YP28mIaiVr5mphMh6RJ6se8EUQkRC7Dd2hTEZEwljibEWMSVEBqYSVaBEolgELVOT1y+QCLYByIxKAKSiomDJki9qr11CSAad2gcME6piorzC+XZM8NUDnwkAoRQRohLaig6OiYKICACHDu8eN37EpcvnuIYyRrB2Z5bM5heUCgAKxhySIBJkpVib72Ak8poghMo6VAQxzkukqtXapCg2QmRZtvKMXkJlAIVRgaBmYCIAflFf9+MP27Z+tV6SzQBMJygRIIhRBMwxlrnNw2y78bPD408iIkL69e2Zk53WIgEMAUOUSoRIjMkc+4CQwChCSEJY5rqDsayoAk980irIAOKRYaoWwEtXrVy0cf1yHnVLiQhMxooFKWZG+G1M+n+Ye+vwqq5tfZjz++7xnnPq3kJbSnF3d9cQ3AKEQHB3h1LctbhrgktxKe4SLAkkIZ5sWz5lzPH9Mdfa2QmB0t7e3suznjybnZ1kyZzvHOOdY7wvMd2Ca4gmMdyMKCuWLZw8ZXx8fCwiAhBCTQAagGJ+qAq0wmTZrfnsQ9Y1+3yZEyeNate+lWF6pW2HHL2c6rY0FTe5I4Qid7Cl/wswg/kbc4nOiIpoMqYDNxApZzpjmgATueWIWxlZW/Yona4st/vFxInD58yZ6nanCMERKQB1ZFEBpUyrXYmf4+oCn1fgYkOyv+A7tvxYo4ps1GaI0tRNfpdwqlDqlbcdwQRqCE45Mw/u3dOsSd0J40cgUhS6bBGWjQ+mmQw8E4WX80wBbsHdAG7G0ghNQXQJns54mmkmWlYSpakCMkF4GMsE8AL4GPNyriJaADrnikADkYAwOddAGBw0gRbnmrCLsi3Z3+gchtT9cUwD7KYM2bvMuSItuDi3u+aEUBFp376hffpIrhkFENmCL6GZc13+LcvycuZDNBhTgavAfEKonHqAe1FojLiplQngA+7j1M2Yl1qZlLoRNWq5BJM6RxZjupTbpFTjTPIYFucGcAMFEWBKdUYUhHNdZOsrUQMsWjS/NpOwtU8D2juFCsIrVY04eDl4Gfcy5gGhCNSEvXzacnRPn14fnVMUFCki5Y4oqLAdann3Hp07dAw2TLsb0N/JzoXFue6cip8nogIII5rUA5KeQAIIMBMFZcwwdC8hGqO6nCqU6kJQQjRCNEo1y1Qo0RjTGTNQkIT46OvXL3GgiMIprrAteDlnr2q7EMj9NLQkQEyiEqrJzSIpKujvl1u+Yn7r4GYPou4gIth6zX6RcsmRWTIVANDB6bJnzGTMpJZOic65xZlJLZ0zEwUVQIETYmkoKGcW2EGorJn2GbqbUY1z3TJ1V2bKhQun4+OiKdWdhSRn3PTSZlHWEdh3E+CpwYQNvgQRd2zf3LBB7Z+OHZS/RwhLgjKiKRcbO5cEC4FJHh64RB8K3JJCX4KbMt2RxTmm4aNEA7COHNl/5/Z1zi0AGZlSzk3OTGoppukTYHJuSJ0Qy/ACN65duxj77AkARQTGTcZNIQgH66WCsxywZb3iAEXJmDRpVHBwU8mkyfrQrFYup39KSi8Bt7eSZFgk8wYAizNZeapR6gNQGVOJFAyyvIbho0RDwTgnlOi2uDZQAMKYYRiZ584de/HiCQcNhKnpHstSpX63I1/OOTDCiMUolcIsOZ8yDWAGrAAsk7OaRexeV7tmmZSkGERAwZERBIaCMqYxyyuFjxFMRC44AAdGra2b13Xv0eHGjZ+l7K1luYRQQPgYd5tWumkmc3AxnkFoCheZHNJNK5GwZIGZnKdSniLtOShLE8INwo2ocPBw7kHUAFTTzKTUKyvDONcsy2OabgCNUo8QOmNKoIlU4MG5wrk/fpegJnN5D6UuxjyMuaXKj/wWIunfv1ef8NDUtESZkQgk3FlZGdcANCca8FLLw5kKTJE1wsBV4IoQOmU+w0hj1I2oM+b2+l4IVAjN5OAR6LOsNAAv57YUolNczDnXCfFJpTaBUlNQNQw3Y6oU4PfLywH4AOQlG9KoxQ6Ts3EgFIUlUAP0ASqAChcKFwoIeykKWLSkcLPn6eMro0eGvhE0h3Tv1K5DkGH4ZGLoh2YQpr+I2jFhlFYChHNT172WJYe1rXolBDUNn2n4EBmjumn4/LMIwLJMxTQVJivkJA2ftbXtx2UHfLO3xr12X4VJUSSwswEJzf7pjcuWz2vfIejJ0wdoJ5zgCIRTtAXqDO5oFyBSatelc0SgRNdUjwAC3CKWRixHk4xbjJnUqXIlRJeav8RUDcNLTIWYXsvwoCOI/JqU9tU9NTlh2g/Nsj5UONDcqGGdY0f2O7hg+S0ehNA49zHmE0JaGXAARonJOUHB7GZuQaWyDKM6sVTJZQEYlqUwu3wYAQgAYcxkMrREgYiG5pWMpE0OctNhEgQHYrtsAJEC0K+uBX4NNJuIoKqZU6aMad++BSE+RCrjFMFNAH+ERQVYXKY43FE+sqUYLGJrV5mIhqMqacgMCcCgVKVEE4ISYmiqh1ITkQEnKJgQhDFbr50xn1SI13UPYwY6/gnSvwZRcACDWJRZua2yOaDZygHNu3euqValWPyzh7beP7O1/4nhAa4hGgJUoKrgBBgTDDglPm+6rrsRqQBNoMGoj1MPZ27OPYgqsVI4T+MsndIUgDQOqYhuRK9lJQuRgahynp6YeI+SNM7SBbgpSZcilpaVAaBQ6qbUJW8U54pluQnxIBqUeg0jM3umnw2apYpxDmgWQuHcS6mbcy9jHgeaNQnN/fqHOtAsZJwkoVkOCQAdmIago9CZ5aGmWwjNyeAJoz7OfIz6TCNDWj1R4jLMDBQKMA+j6QLdppUmz1NGXYiQkZH44kWMZXkp1fybrowpjKmMaYxpluUTwpDLjAPNOcQxcodmCIBmQJULlYMmYyNH2Eh1qCdvbMzVcWP7vBE0dwvp2LZdqxzQLJBw0BlTAKRgFfFruQLoAKZlKrbPMVJKdEoNGYghUkYNFIRYKqU6CiLrvaVAvgBCLNXeJGUm54aquCm1KLUkIhNi/hIu5wJngRZtjBsC5GQwEXHBwplt27V4/CQK7Sw6GzT7GT0nLaCcm5KN5cyiRGfUsEyVMxNl9spMJ2LlnMs1jBNLo0SXibBUcQSmITKPK/Xo4X0njh82bYG03wLNsj0SbOMJCrYZsPwu7tq5tUnjeseO7JddHtRWF7MYkymk4kQNRAjGOQXuUOfUoEQXINWWDctQZKJjWQpjKuc6CMKYKS8cETg3ObN0zbN/3+41q5drmodR097pdig8RAZACLPbOG1c/oUym9dBs6JkTJ48qm3bZpblsclTYe8U2W2BEvsEYVSXjdQy6XGUzKgQhBAfpYrUMaDUK4QhR7JleX3eDNNU01ITk5PiLUs3DYXLNVhaEIBqmi7DyATQCVEI1SSjxcESyACBCwaCEUYsSh1++TXQnC12lmlB5J51lSsWjX1yF6iBgiHY0Cy4LqQyDqjAdcFNBADgxNRt7yHqQ64iaChU4F5OXJy5DS2Z80xEL+dpiB7O0xHdMdHXzpze4/M+F8KTlPhg6ZKp/cI7pKc8Bu4V4GE0k5jpAhRGPYaeSkkmCq8AOet1AJVSH6LJuaJp6X6/kpfRGUABUF6GZiF8nEvBTO9roNmJBS1bW1lyBUK6WWuIugANuHyIBLjOqU+ALoTOLA+nbgE+zjyIumWkab5E4C4BbkTfhXMH4+MeyqDtzp0r/fr1nDt3uqZlIjKJxZLcp1S1LJ9l+QjxUeojxMO5F1FxyCI/P54rNBNEE1DNBs2oOn3bRjZoFj5Ez7PY6xPG931TaG7XPigHoSGkBLgwKPValhtAk/Q8Y5oQBiFS8xRMU9F1rxDMslRDs3+DzIhRquJy07JU4CYitwlcbgI3hbAsSzVNnzSgkiEzALMs45dw2Q6rA6nnLCATxCIqY4bjJIbLls/v2q3ts+dPXwXNAAZlKuca55ojcckEEEYNYip2OAaWZamU6P5tUtNUpCizXHIQgVgaMX0CdEZVavkQ4emTBw3q1WzXtpWue2XW9hug2cFlYtumgQVZfVYYsXt7s6YNjhzehyicFkELUaZv9m44pT4hLCGkQREA0CxOw9lXADDl86VU5VynTBXC4twEIKapWKZcgzE1JaF7SKdyZUskJ8XJBjl7LEldeXvloIiMAyFUJ1R/A2jOhWuW1QiKL3PcuBEtmjdUVRciQyH3iLL0tSWBZqv9clM4viQyM7MsqS5tcK5T6pN6xDJvRYR9+3Z07Nh6184t+/buiozYSSmRywxnBmPSv1lzSgsMAJ1xg4NJmSGQUm5RTgQCBWJSk3HOc+4Z5Mh4cqCzXUB2cP+WKpWKxTy5IyQ0c4ZAkVuIBLhGiUuAxpnKTAWBc0qYZQiwqOkRXAWmICgoFIGq153AiItRlwAvMBeiR1HiVTUeUV27etaoEb2olYaonjuzt2TxfBXLF/R6ExBNFF5EL2duamVQkklJJnAPMDcwL+cqIV7GFMvyUqrIXuSXWuOyajCE0AKIZonaNkwDKDKpB9vDVNK4rF//0L79wjIyUhAFd6DZKXA2s5qb7fXAFEJHoXOqcCKFmA0AhTOPAGlxoDDq5szDmEcIn6ElZ6bHDh7Y/fSpA3Kzd8GCGX/7258GD+7NmI5oca4yptjq20JnTJW7MpxrhHgcAU8/xWzY5FJgm182aNYcXFYAVRGwZ+hshGqICgovCs+zZ9cnTez/RtDcvUfnjp3amJaSnWsmYHuGa07gzJx9SYbIODMoNSjVuWPnIeVL7D0ZIIjcsqeQk9HL9Fnm40g4NwlRZYIs42XZORbQP/Y6aPYfOaCZUE2SjCAsRFy5anGnzsFPnj58fdSMSIWQLC1HFNK4zzR8mupGZI6sM5Uw5FT5MERu7yMxfy7GES3gOiLzuNN279h88ECExO7fAM022DmkMwgipUUc2yfcF7mrZYvGBw9EIIKMQBmTbIbBmGKabkcTS24xSTpCABBiqdJnSAhimYrUujRNtwxMbJFuQQRYsquVEI0QXde9Rw7v27F9k6F7TVPN0skSjBGdOvucfor5DZqGXlGeIQgi+nyZo0cNbdyorsedFvhdyZIxZlKiOZ6WDJjhXKBcWXVd9yJygaZleeX0djZOLEQyd+70Dz74T7Gi340ZNfTqlQvOg5BsvoloWLZfhmEYbkTL2d8DRE6ZKaGZAaWMyl6m7EP0NdDslzrCwwe3VatS/Fn0PeQmCo6MIpc+fs5+MurU8lJLQcEQAIEJ7jfHMwX4hFColUlJJqKha6kCZA2D1zQSOfekJEeF924/emS4rFe7fv10yeJfhYW240zWJimMpAvh5SwTWAaixlg6I+lyOliWz7K8AIb038oKZrNlNn6YztFqkeUE6G+4COhs1hH5gAG9BwwMd7nS/NAswYdzQ9fdTjmQ5fQ3myh0REswReKyAJUzN6NuRE3Y1Wk6CsXQUxE14N6D+7d07tjs1s0LkmJesmTW1998+uPqhU6QRDhXJV2DtgmLIkWrKfU6r/2rTrZtQPvIDZoFqgK17NBs2KuRbQ/ojX9+e/q0wW8CzSy0V7eu3ToQqiFyaUnpX7sI8SGapuG6d+fyg7tXTNONaF67fPbyz6dVJYMzHZGlpSRsWLdyx9YN0Y/v/3zuZHrqC0RKTOVZzKNTxw+nJMUdPhi5bMn8xMTnHlfa2h+XLV4wO+ZpFCKXAPci4dmjR1EATHIaiCD14H8xcMac8mz2vpmseGPMoExHxKXLFjRpWv/6jSsBVU05Umni8aTcvn3Z7U5GxJinUXdvXdMUj5yHquK6dvn8scP7H9y7mZmWqPkyqaUKbpq698G9m+mpLxKePz1yMPLShdPUVO7fvb5h7fJLP5/SNRciVzzpD+/f8nrSRe5l2m+SHDCn7xwQgXNqWjrnFnC5/Yj79+1u1bLJwQMRUlaCc900PZKcYczHmCKEQYj30sUzCXGxiJgU/+zB3ZteT7pMXBB53LMnu3dsOnooIur+9Vs3LhpqJrMUFGbs06j05AQhKDFVjztN0zwAXFXdjx/dS06KR+TMNk60d3oFEP+pOk6mIAS3LN2yXpbR8ONX7tAswEIUiuIaM3qYA80M0fY3kYkLMRX5+unj+48f3CaWyplx/871m9cvEUtB5IyZ8c+fHD+2f8e2dQ8fXL9982J6SpxgGiI8j3144dzxBfNmjBk5+NCB3V53qozfY5/eP3P6qBBG1P1r61YvfvTgGlAfgEWpcub0sV07t1y/fun6jcuJSQlCVvswalkmA844e8UF+vcJchQCE0Q8uH9rlUrFn8c8QKQouGAEgSJSSnwCVBRKempMwvOHPnfqnZvX9u7eFRv9CNG8ffPnfZGb457fZ8SFqAHzGHrq/r2bFy2YGrF77ZlTe2/fOEXM1Ljnd8JCgz98/62hg0Mz0+MYUX46urt0yfzTpgy/cO7Q1i0rolX1e04AACAASURBVO5fpDSTkFQUbuAZV68enfnDiMiINZcuHn/w4IYQ3Nl3lXtOppOT5YrOAeGkXUgXWPZrOS0n/ndg8ODwIUMHuD3piAKy1niJzroAIz01PjH+qaFmxEbfu3b5tKZlmEbmjWunr1w64XYnoDBR6AhKSvLTQwe2bd284tbNc7HRt1Vfkq6lHj28s3LFIo0bVr525bRUyBk1on+JYvmXLZl16MDuyD2b458/FEIXXEU00lOebd+6Zs2qhU8e3Tp3+nBqSqxTgu2HZuOlK812ONCsCtRF1oXbt8KJmu1CmuTEqNkzx7wRNPcKC+neozNlOiKX/rhOK510EVcP7N3WsG7lrp2CYp7cSXj+qE7Nar26d0lJikXEa1d/7t61Q/s2LXuGdKxYrmS74BYZqS+opV44e6Jpozqd2rceMjC8TaumH3/w3uCBfadNHlezaoUyJYts3LAaES3du3vnljbBLVcsX+rvpPKHz/Lrr1FlY1kbZcgYMxg3EHHlysWNm9S7fOXn3KCZIJKEhOipU8dWqFDi2LF9iDhu9LD6tar/fPY0ImqKa9WKxa1bNhk2qG/dWlXbtGp67PA+ANOTmfz91Ak1q1WcPWPK0EF9v8n3Wa8eXVavXBIeFvJNvk9CurQ1dXdaasLwwf07tgtKTopz6JdfDc1+qscPzYahMWbJMnBEPHggIrh1cz80S0ZCzgTGfIhGXNzDH36YWLxogX17diLi9Mnj69SocuRgpLwVl38+ExrSqX94aO/QLtUqlWlQt1paShxwc/eOjUEtGl+6cBoR161e3r9vaFTUnfj42PA+Pdu3a/3z+TMybZduYRwsygyBkpLKmfTkuIQ3RGfbG1BxjRs7oknjej5vRlZFh5DOUpJLYQcid1YuX6p71w5JL549jrrTuEHtLh2Cfe40RB4X+3jksIFhPbsMH9K3Xu1K1SqVefTgJnL94L5dDetV3x+5nVhmZMTWXj06HT+2H5Hti9hWv3aVsaMGRd2/3qJpnRJFvp47a7JleRDJnDnTOrQPCu8TGhTUrHz5Uhs3rRP2lQLjlAF/KWr+RWimiLgvclPlCkWfxdxHZCi4oAS5XJkMFOqzmDv9+3bp2qnV1EmjmjWq9+UnH/XrE7p10+oGdSsXL5J3xvQxnHkE95l62rw5E4Na1pk+dWRwUN1C33088/uRmpJ08sSuwoU+ff/dv40YGvb44U3gyvIls9/+958rlCvUsnntggU+6dShaULcPYk+ixdPbhtce/ToXt26NPkq34dTp46RoaXcW5KL/UtRs5UbKAe+//Kb/hdiyJD+w0cM9ngD5I3sbIkzpp0/99Og/r2GDuqzeMGMJg1rfJPvs53b161bs6hu7fIVyxc+sH8rIkfUY57emjBuUEjXoLDQ9iWLf92yee0XCQ+JlTl0cOjf/5qnRrXSh/dvp8SHKEI6t//73/7SsF6VhvWqFimY9/upYyS2PHl4s2unoN6hnUaPGFCmRMFqlUtHPbiGSB101p18K9elyKYsXoLmrEsG0J1fZbecpKc+nj93QjZo9re62m7tdrcFhPXu7kAzBM4NDjqi6fO82LRh2acf/6t4ka9v37gwafywPHnyjB8zlDGS+CK2c4egzh2C0lJTz546WqZkkaAWjS3DJwT56cj+zz5+7723/zlh7IjNG1bn/yrfZx9/sG718mWL59WoWmHV8kWIqHozhg8Z+OEH72/ZvNHn83JHnUC6dbyW1sjRthAQZjrAR52ei5WrlrRs1eTmrWvyo5xTziU5IyMX69atS0WKfPOXP+c59dOBa5fPF/z2q0rlSt+7fUMIsWrZgsYNal48fyL68d3wsJAvPvnw2pVziMznTqlVvcLf/pynTs1Ku3dsbN2y8b/+8dfuXdvti9jWtFHd+nVqoqD3716rUqFMu+AWuuYBTjCX1P6NKPUc0KzrKmMWONB86tRPIV07REbuREQUBMAwTa8sdmRMQTSSkqOrVC2TJ0+e/RE7b9+8UqJYwfJlil88fwoRnz6517VT8MB+oRkZaWdOHSnw9WdNG9XyuJNcGS9qVS9XqniBO3euIoruXds1b1IvKeHps9hHdWpXK1um+NMnDx2imQrBDFNjQMUbXM6rwCv3lEJQnzdz0sQxNWtUcbtSA9dUu6ELOSLMmzX93//8S52aVaLu3Zw/Z8af8uQZ2C8MgCfGxwwf0r9D21aJ8dGPH94uUvCrCmWLJcY/FUxr27rpxx/868SxSEScMHZIhTJFLl88iQjz50z98rP3xo4aOGfmpInjhl6+cPxZzH3O1Z+ORFapWGrnjk0ZGRkjhg/K++Wnq1evRCdqJsRijMlGp1zH5MvldGgHEHhw/5ZqVUrExTywCQ3gKBiCiaghWgf2b8n/9ed/+f/+X1jPdrNmTC5Tsug//vqXIQN6Lls0o2D+Twb264aoolD3R24sWSTvji0rFSVzwdzJn3zw92WLpwvQY59ea1y/UqtmdZLinxJipafHDRnQq0yJAkcP7bx1/WyFsgUrly/8IuEBIuzfu7FOrZIb1s31+Tzz547711t5Jk8ejShkG4hlKtLBgDv7rr/6yCmjwRD5wIHhw0cMzshMkf/NMn5EruuuVasWvfOfvxcqkDc8rMv0KaM/fP+dQgXyzpk5YcqEIRXLFd64fgkiutOfjxwa1qpZ7fjnD+7cvlC5fJEyJfK/iH8oQNuycXnhbz/bsHaxrmUIYcQ/e9igbtWWzes/fXx7757NRQvl692rMyKmpcYNHRTWommdhLhHSYnRFcsVrVC2SEz0fdkTx5hjBZlVxZx7Q4rIdhgCTceijAhhojAQsurn0lOfzJ097k2gmfcKCwnp3skiqhw6kCUMaCFalLoXzJv64fv/qVe78oqls6tVLvX3v+ZZs2ohCnPpotlVK5Xeumk1Ij64e71hvZoTxo6QN/fY4X1ffPpBn14hmZmpWzevK1oo//Qp4zmnM6ZNrFC2xImjBxAxIy2xd69u77z9VufOHbp377Zu3RqfzyMEIAJjhDHy34FmxiUtgytWLm4d3PxB1F1EFEKA42NPqSZv94MHN0qU+O5vf8kTsWvz1Elj/9+f8gwd2I9Z2qOoO8GtmnTr3AYRdC1zwthh5UoXzUhLQETFk1qnZqVSxb87cWx/8ouYGlUr1Ktd7cHd6w/uXmvaqPbAAWGIeP/OtaaN6o4YOkAIkoMQ/29AMzNNg3PiMPt4+NDejh2Cjx494GRFltNJZQLoAGpSUnSNmuXy5MmzbdO6OTOn5cmTp3doN2apAHzNqsXlShc5f+YoIj6LiSpW+Js5MydR4lE8yQ3qVhk6qHd6ynPNl9Giab3ePTszqj179rhhg9od2gcLIQCIZWmMW0JwEBwE54KL3xeaEbyejIkTxjRpXN/nzQyEZkkrC2YiilXLF3343r8b1qu5ZOGcVs0bffzB23Nnf4+I+yN3Vq1UduumtYjgykwqW7rI4AFhXlcyNb3BrRoHtagf+/QOtdwtm9Vv0bReZnoccm3xghnvvf2XcqULtQtukpkWJ3cO3JkvGtatPnxI3/S0F4g4fNigMqWLnzp1HBFNU9d1VchQgtJXjcnXQHPkng3VqpSIi5XQzJBTFAyFJUBBNE8c31OwwBcN6lW9d/viqeMHypUu3rRhnbjY+wf3bilW6Mv1qxciahkp0Q3qVOgT2t7rTkDEpQunV61Y9NC+TYjiyqVjVSsWGTFEdjdA1N0r7Vs37tqxpc+TtG/3xtLFv5kzc7yuJBtqUmj34EH9uqakRCHi0kXT69aqcOhgBCIiMkZ1XfM4pS+/EZohJ6YzROzXL2z4iMEuh6qSetyIFBEYU7duXfve2//o0a19wvPHmzasyPfFBwP6hbgz4ufPmtCsUbVzpw4g4sG9WyqXK7xo/jREfPb0drNG1Xt0C7aMDNWb/P2UkbWrl3kUJQMyui9ic+kS306bPMrnTZkxbWzdWhVOHt+HAnbvWP91vo/2RmxBhPSUZ7VqlOvRre2LhKeIEFi75RiP/WpoFmACGAJ0BMmKaIiGxxW3ZNHU3KBZWLYquQPN4X1Dw/uGCkEQAcCyvSSQSpsc1Zc0eGCPurUrVKpQrHLFovm+fL9sqYKXfz7BmNImqFm1SuWfRT9AxCMH9pQoWuDHFQsRBTGVH6ZPqlqp7I1rFxFxUP/endoFxURHAfCO7YKaNaqbmZ6EiLevX6pWpVz5cqUiI/dMnz71u+++PX/+LCGmxKDX0s0va5hlTQaJg06pAC5ZuqB9h9YxsY8RkTOZXDPZ5ofIONe2bVnTuX2rTz96u2vn4JDO7b785IP5s2cg4uoVSwp+m3fblrWI+Dz2Ye/QLt06tzE1F6J4HhNVqvh3ixfMFGBeOHe8ZLECy5fMRcSd29bXrVV52+Y1iHjs8N4KZUsc3LcbEWy3sdyhOddrCbgqAP9rIZBzFlAmjFu3bGgd1OzG9Usy4/HvawPo0r5+796t3bu3++LT94OaNw7t3vnD9/49ZdJYRHz+7HFwq8b161RVfBlCkCMHd5cuUeDg/h2IZvKL6OJFvlm2eBYiuXPjfO3qZRfOn4GIhw5F1K5VddXKJYhoWboQHASjnHDBKGeQM2x8k3+vgWaGiG5X2oTxo7t17WhZmvNhWwRHgGXpXkSYOWNK/q8+b1ivZo9uHYsXKVC5Qumzp45RUxk6qG/ZUkXTU+IR8dGDm8UKf/PjykXU9HoykxrVrzFm5ABieB5H3ahSseSQQb0QieJLHDdmwKcfv1Wi2FfVq5S6d+uipLxOHz/wxScfrV+zDJEiirbBLVq1bBoT/Ril1B8wzijnPPAxvTwmXwJoudyK7VtXVa1c4kXcE9tpkBEUDJHIJHrr5iWVKxbcvHEJIq5YOqdC2eIH925HJMsWfV++zHfxsXdRKCd/iiiU/+MVS2cy6kHuCw1p3T644aMHVxBx7ap5taqV2r1zPSIisssXfipc4LOKZQt169SqUb3KPy6fQ6kH0bh781zBb/NNHj/c0tMQYfCA7jWqlbl35xqikDokjBlZVZKvPF632ZvTf0AwIaBXr5DRY4brhg+zF78iQmZm4rRp46pVKfs89iEiGdi/Z4umdR49vIHIOgQ37hPaQfUlAScjhvQpW7JQ9OObiHDhzKEyJfLPmzURQdHU9FbN64X17JCWFIPIhGAzfxj37TcftWpRp27t8i2a175x/SwidWXEjRrRt3zZgl53AqLx8MGVwgU/nzZ5lKG7EFFeu/SsCGjLzrWB2w/KptMq6ZhpARHCQmHIOhPgXk7diQlRM2dk55oDodlhuzgiC+8b2rdfL/lfP9HsdG2I+3cvduvcMrRH2w/ff7tYka+/yft+n16dEhOeXL92rmbVsr1Du0hRgqmTxhTM/9WtGxcZJW5XWnBQsx7dOroykhVvRv061YcN7qdr3vt3b1QoU3xgvzDVm6Fr6uEDERXKFl++dCEiRkbuyZv3i2PHjsgiLcPQeDb1xV8BzQDM8XvliLhg4ZzOXdrFxz9HRKnACczSNa8k+1CYI4b1nzZ5TOEC3xT8Nm+Pru3r16y2bfN6yzQG9+9dtmThh/dvIOKdW5dqVi038/sJ1PAgGAf37SxW+Juzpw4j4txZU1o2qyftBcaNHtImqMmz6Aemof+4YlG1yuWeRT+U1bKvjpp/AdGEVGwKeAOFv5YA16xe3qplk+fPniACgCxFsIQwKVUQBaIVFtZl0qQRNatX+uqLT9sHt2jWuO6mDasR8czJI1UqlBzQNxQRGfFOmzyyQtkiTx/dAq5s3rC8aKG8Vy4ctwy9Z7d21SqWPH/uJ0ScM2tqpYplTp48qhu6XAItalJOBQqByAWIX7qWVzyyXCazzAlSUxPHjx05eFA/xyDVCTy5yamOiI+j7kybPC6oeaNPP3ynVfNGNatVatqwrs+d9jjqTlDzxsGtmsqbvH7NsiIFvzr50wFm+U4fP1Tku6/Wr1lqGNrUSaPyffHemlULEPFh1NWgFnV6hATv2rH2268/mjB2CKLlSoubPH7Yt199+vO544iY8PxphbIlhw7ur6teSqkQwDkllsEYsyzrNWPyFdAMWzcvr1GtdGrSc0RAAUBNBIrCQlAQzUEDOzdrWikq6mdE2ju0U73aVXyeZFf68769OjRpUEXzJiq+pFnfj8mf971zp/YjQlLCw6oVig0d0DM2+rZlahPGDGjWsGrUvUvE1FDQbZtW5Pv87U5tm+TP+37vHu187heM+oB5Nq1dnPfTf+/bswkRPRlxTRtWa9+maXrqC2KZfltxzi3T8AV4kfw6aPZbT8kYBbjFmdmjR5cJE8dIITPuyPtInZnExNj27VqE9w4xTY8740WDulXmzZ6iqamZaTHVKpUaMaQ3ohr98GqjulVaNa0HxI2grF4xt+A3nx6M3Gxp6U8eXC9S4Mvli2Z53YmcGdRyhXZvU7TwlxXLF8735buL5k9FtCgx7929VK7Md00bVUfkiOaaH+fn+/LdiF0bfN5UQnQUlBKdObm1EMZLZd2/DM0OkyMrTDRqZRpaamz0rckTh8jxkQ2aA7/K4dIztGtI906MG4gQ4DdOLeK7dePs8MGhM6ePGTYo9POP3x09vF/NqmXaBzfes2P9mpULypUqGNajfXpaSsSOzeVKFilbotDWDauj7tyIeXS/WsWys7+forrT79+6VrpYoZVLFyLi/oidJQoXaBfU/OiByKS4mAWzZ5QqVvBFfKyi+Pr0CStcuOCDB/ccQybx2saT10CAyE5S4/wFs7t26/giIc4/W4BblqmBIInxT8+cPBzWs/PKZfNLFC4Q0qlt+9bNWzSuv3TB3AunfurQJqhSuVIvnkUlxj0aMqDXV198NHfmpDMnDvhciVMnjghqXu/Rg2soeN+wLu2Dm8Q+uW0Zme1aNylfpuienZuOHooYMrBP5QqlDx2IuHb1Z+t1LSe/DM053pDzXOYEq1YtC2rVNDkpDpEDNxhT7S1j0FNTn+/evbFdu6YrV82vWL50i8YNu7Rv3aB2lZnTJiTHRx/Zv/uzD98e0KeHoaQePrCzVLFvSxf/dv3qRbFPbg0bFNqqWe2TRyKWzvv+33//a7vWzXdtW3fv9pWRwweWLFFk3bpVhw7vleIYIDggEs4ZImEURK6R4+su7lXQLNvQU1JejB83avSoofYnZeYhZOUvj3v2tFdI5w2rV4waOvCjd//dN7R76+aNq1Yoc/HsyYORu6qUL92lQxtNVc6dPFa9Uplvvvho+aI5UXeuTR43okq5kjs2r163etHnH79dpUKxZYtmPIu+c/r43vKl8s+fMyk1JaZRvcpFvvtyz471u7evG9SvR5EC+a7+fDo5KXHY4H75Pv+kb1jPC2dPp6elcE45p8A5p+wNLjMHQAMi37ZlRd1a5TLSpXUpADWREwRTgKprSTWql+wX3tEyM5KTHrVuVT+0ewdEcvvq6Sb1KnXv1PL0sT1PH1yeP3P8d199cDBi493rZ/r16vCvv/5X25YNli2YevvKyfCe7ZrUqxS5Y03UnQtUT5s+cWj9mmXv3TgT2rlV5bKFzp85vGfbGo8rYcbkUR/95y8HIrclxMVOHz/yq88+aBvU5MjBvbExj2XPOmemLIJ8rfnW69g54ZByArjsSgXOQkNDJk0eFyCqJaGZIGJU1M0mTeps3rCKU/X2zZ/LlPxu++YfEcmxQzvKlfh6+MBuCXFRJ4/sKFfi2/atGvky438+d6Ra+ZJffPjBmmXzjx/cvWfL2vxffDh72vifDu1WvEmu9OeN61cZM6LvhdMHqlUq1aldi/0Rm346sjvq3uUSRfI1aVgtI/35vj0bK5Qu+OG7fx03etDpU4cz0pNkGShnBqOGE6fmiJoDlD9zgeZAySSCQhY4K8A8iQlRP3w/Wo6MXKA5YK2jId07dQvpyMFEBBBSFYggspjo+zWqlfr6y3dP/RQxf/bEQf26nT4eWadG5S8+eWfRvGlnThxo0aR2vs/f7dCmabWKJT9651/vvPWXHl3aRt25cfn86XIli544vB8F275pXY1K5S+cPYmIByJ31ahUrnihbzetXYUoli+eX7zQt1s2rV2xfGlQUMulSxcbhibRkxDztSV0r4QzISCg3pkj4qLF87qFdIqPf4YCBQjOJI2DbnfamJGDSpcouHLZ/LOnjzRrVGv/nq39wrp/8v47A/r0unrxwtiRwz54563wXp0G9+9RtmShf/3tz62a1V29Yn5S3KOObZtOGT/M50kmRmaLxrXGjhygqW6360Wnts3/8dc/DRvUZ1/Etu5d2+f9/KPeod0ePbzrjN3fAs25z3Mh27Vx9eoVzZo2iImW+3LEqXckjGmzZk369NO3Z8+efPXamTZBjSN2bB43YtDb//yv4BYNb1w59/j+zRqVypQskn/65JEtmtTO9/n7eT97t1PbJvdung/v1bFcqQKdgpuMG9a3aIGvChb4OjSk/c4ta8N793j3nX/1DQ89cfIoZZaUj6ACNGLJi/kNjIaDVi9LODFETEtLnjRx7IjhsggUbCZHEKBGemJcu6Dmhb7Je+fGlXmzvg/r3uVAxM52Qc0/fOdfC2bPuHP9cqe2QV9+/P7wQf3atGhS4KvPPnr3rab1a16/dHbU0H75837cuH71H6aOrVG5ZKFvPwnp3PLksYgdW1bWrFLi5LE9pp76/ZSRb/0tT61qZU8c2/vj8nmff/ROp7Yt+4f3rF6l/Efvv/1tvi9WLF2s6SoAsywdUQDjAl4XLrwCmmH7llV1a5XPdKBZMAuBIpiI1pXLR0qVzL908XREPHZ0R41qpefNmYKId6+dblirbMnCX3w/aZgr7fmhvZvzfvKvymW+a96gSoNa5T78z1+//vztDT/Of3T/SuumtT58+7+mjB34PPZhwvN7oV1a9u3V3udK3L1l5Xv//H+Na1f8ccksxZscuX19wXyfNK5dJbRLcM1K5T74z1tfffHxnFnT09NTEFHqE8hm/deGxq+DZuD05fnbu0/o2HEjLSKnPHWKNDgA3b1nc7Fi+W9euwBU3bppVekSBS7+fBwRt6xfUqrIF2WK5d2zbUXsk5td27f85vOPBvbu1KZ5nfyff/inPHka1qp8cPfmfTs3fP7+W2WLFTgYsZVa2vUrpyqU/m7h3CmC68MGhf/zr39q1bTWkYM7UpOj27Zq8OWn/xkQ3rVBnYrfffPx+2//uXH9alcunqHEkEsRY4ZjBG69xDLngGYjN2h2lhzu1HuALzH+wbQp2R21c1PCZgJJ9x6de/TsIrlmDiZlujShiY97PGXisE3rFvtc8Y+jrsbH3jOU1E3rlixb+H1C3CMU5t5dmzq2aT6gT8jubevWrVrUs2v7IwciUNDkhNjtWzZkpLxgxLx769rh/RFpSfHASVzskz07t545dUzxZAhgL+Jjf5g2uUdI5+HDhy5duljTFEJMyzIAmGFozNaL+XXQDODfMaMAFBGXLlvYNaRjXFwsIgqQjeAMUaSnJy2YO2Pc6KFpKXE+b+qp44dSXzy7dO7ksIF9fzq8HxGvXjwTHtqlU7sWq5bNPX4kctigsAVzpxHDravp2zevvnPzIre8ppq+Z8f6+7cvC045Uw/t3zlv9rSoBzd11b03YvuEcSMuXjiNUpDo1xMaOcJlSWzYnAwnsq553dpVdetUkw4diAzAJEQFIIzpERFbxo8fGhNz3+tLOXFsf2ris+uXzs2cNvH08UNADUv3HNy7s2fX9pPGDzt94tDu7evHjhp47copZrmPHtw5dGDPpfOna96Uw/u25fv8k5FD+3lc6Qf27Zo0YfS5cycRgQOlnBiWwRxNNv7r6YxfqozEzMz0qVMmDRwgLXjkssoQKbe0+NgnUyeMWf/jctWXeffm1Ts3r7rSk9etWjZ35vT0lBfcUo8d3NsrpMvA8LADe3cd2rdrxOC+e7ZvMlT32ROHQru3nztzcvKL6ONHI3t2a7NjyypE6/LPxzatXeLzJCB4H96/PGPq6MhdmyTzPmXCyC4dgufNnn7uzInJE8ZMGjc6IS4WOKfEBGCMEkao4BBwUbkmOrlA85aNK2tVL5eeEofIESTXLKVC9KePr25YP/dh1M8C9Ht3zq9fu+j61dOIzJUe8+Oy77+fPCw16TGi4UqNmT9zfK+Q4LUr5z19eG3pgmlzZ4xNiLmLaOzctHLy2EGP7l1CpClJD7dvWHLi6G5EmpLwcOr4oauXzdF9qSiM1MSYGZNHhXQIWjx3xu0r51ctmTdx7MhHD+8CcMvSBFBELqREwW+F5qyo2Q6YBCL27t1zyJD+Xl8mIgIQx8wTODfOnf1p3twZjGqcKJcunFi1YkFC/BMA8uDu5XEjw+f9MCYt+TEiOX9yX2i3oJ5dg7asX7J35/o+PTrs3PwjUTMSYqNGDQ7fun6lpWQg0JgnNxfMnnTl0gkU7MKZQwPCu27fvBJR59x38uiekM6tRg7rsz9yc+Tu9VMnDD16aBcxvYgghEWJyrmBdnei9hKh4YdmLSBkfhmaGXDd7mAUmgBf/PN7E3PoNcsN0KwSQjtqhpDundq1D9INLyJzbhBzun4NRJA12059H3GGF+FEE9xwBhwBZiCiv4cYUVBT949ORzPI/i/Y6jk8Pv6ZT/E674Np6gAMEX89oSH73DjnVAgu9RsRcemyhZ06t4uOeeIAHICQ3RBU1+TflZeDTsgG/nyTU50SadIBCBYKyzQkSS2nH0EwERGRcKra5HXWyaDEFwGyQzqX2NC5ltwPP7fj/FcIATItAKACGCKuXftjjeqVz545gYiIDIHYG+JCxikox7r9XfsdhggAlrA18+xk3DS8sjjaacRCREEsb+cOrcaNHuZclHw0lNkm2QJRAAoOLMfZvtnhR6tcD0xLTZowfky/fn2chxu4woF9MvaZIKJAQe07Lygip5aGwj/kuH/gMaJzajg/blDLlvdFBETqFLHK30k50wVYzDafReBSdMyopAAAIABJREFUERsZtSi15Dagc3MCLycAoIVk4wERUHAUzF9AtnXTqlrVyqQlP5PZgHx8HAwB/jYHDWz9ZTOr5w1VSUYL8HHiQqSIRsCz44gGgoJCk68ZzZS1AYiqAC+nUqjaX29AiemRCuxoZ8yIiJQaToP+63jk10Jz9kwI5SaQnAsY1rvH8BGDFdWNts+y6Rho+J8yBbsmBDnRgGmIAoWGdnOyDkwx1HRGvIgcQWfE6zw7Si1FwolgKgrZda1x6iZWBqLcKldQqCh8lp5KSKbz6OUwMKSWnmw24VwxjAzTzHC6t7VAyVP5RJyo2XBiZwuFhcJCtDgYlPgY8Qq7T12Nj78/ZbL0YnWgWe7vgaNS77ScYM/Qrq2Dm/t8mYiMC0c7Rvhvk2TBdUp8nGsorV3BdApLRfbhGPiQ/N/1PzzmNEkztL8GspN+2H1NJPUaaLa/yxgJmMO4aPG8Nm1bSXkjBzyEU+aFiAB2RwATSG09ZWQCLBQs+2/GAEDhmO0quEAGWdceCLu/rdr3dUegC+r6dWtq16px7uwp+zwFQ8ECTiD7PBEvn54IOMkcj4ALQTJdyd1COo4fP4oxAxGlMVhg3PffPl4z8zEpMW7UyKH9+/dxzo0hMiGYENIgRthgZ/8e/zPKMUgCxlgu1cfyZ+wbIpBD1s0J/LX+3+z/wZdXF+LMbefm2B8RCAJFwMds7pJs2bCseuUSyS+e2saAYKAjoyj8dht2L1kWIiD40FGocFQp/D3BJgp/j4PcgDIQNYGBn8/SUXO0lqhz8rIr2j9h3xCXXwXN2T7jb/kTSBCxT99e4yeNMZnss+eAlAN15lHgXYWsM/HrsdjAR533/adNnRfyr8tqJZUQF7EyOfcI9CH6EL1CeDl3CfQ6N1B1bqOGqAJ4GHMJ4UNUCM3U9BTDSJPafn7lJikT6lhrB0qIZGsdZEwlxMu5z6/M9zzu7rTpuREaTtmcP3yGsN7dO3VuqxteZ+mw5bX8kTza6nkqY6pwQm8BUobm5f3Zl5fNrO+KgAOQQRZA/6rjddAsbVuFkBYeuGjxvOA2LR89foBZuCxVm7MGkHD69/3GB8BNAbkyKllXJHI5fn8gfu2Bmzaub9ig3sWfz2dHpVeBYM4oBsSrwnnp0EhcrtTtOzadPXcSgCMyABIgV/S7XMJrZjsmJ8WPGT28X9+wQGjmQADoq20WcktNXo7Xsy20EjtBIAACZBsbb3jYeaSjkZ8dmoVAwREAQRoJWShsZNy6YVmNKiVTkp7Kacy5CsJ05EOdqFbodreCUBBVIVQOPkcqSHMwJQcNmk3AQaAmUHWOwApc86VDlm/9QsXF7wLNffuFjZ0wyiAaohA2FFBEBkjtEBsYABPABDDM6gzIpT5EyhD6O/jR6XNxiit0St2UukH4BPpAeGxoBhcICdaKv1VPtlNzcDPuEkJB1Dh4KXP5LUsCDi3ASNv/4zmg2QIwGFOc+FpD1OLi3xSaec/Qru3aB6maWwZKaItPyoXIkKqS/mpZ5zCkylfAWJSrGXv9xMsNzn5PaJbl/xKXJTQvX7G4Q8c22UVBIQc0g1xpBA18rk4E/crR9r8GzTYhwxFxy+aNjRrWt6E5V6dBwVFweUP8os+Bx6smG6Ga7E7SDS9lBiJwsBxHjz8ImlNTXowdM6Jf37DA9Muvw5d12J5Jr7oWjiheguZsy5h46fj1F5IjwHSgGYWQJAZIzU+CYCJISDV3b19Tu3rp1OSnMowFUAUaIAwQhsiyanZw2YZmhTEP5x4JHBIjsoNyljGSrZz3fxKaw/v1GjFyqKJ5HGimItvnKQoegMvyDudeuiehWXArV2gG0Bjzci5dSLwc3AI9Ar0g3LlBsyaEyrm0j5J32Od8zB8vS4n9wDD5ddDMuXRLsaH/edydqdOGvRE0h3TvFBTUzOvLQKT+fhNw6kWk5q+Uy+Nck3K3Apw1yl+7l0V7Zwu+/hehWZaXrVy1tFPnto7ynMg+/WTwKOXeLUdI3oJsTnE5w8n/E9AsOHCKiFu3bm7SuOHPF84hYi42g4L7odl/RSAIF7/sVg5gCUEtqgokiEIIAkCkd8mrp+LvDM0Z6cnjxo7sG94rIKWlzs3PJmP9S2gCr6C5f0dohpd2EcCmMwQXIBd72X2gobDhYPOGxRXLFngWc5szj59t4EIDW73MwWVUAqBZlfLHfktAR38n8AjUrzCFHTjLI5AY9cOx/yB/GDT36Rvaf2B4hisVUYCgXGRV5uV2An6OnuR2yM490yFk/G9KbW6VMR/nPgAv427KMrlwCfSAkBjth2YJbpoQCgevtEpBVAX6OHgBvACKA80KgJodml8iNGzKhQDo2aNmX0zszUmTczhqv4LQ6N6jc3CbFj4lE22DO3/ULOU51OzaSxaihGbLDpyzCf7/UvH5/zA0IwIAF4I5IR4uX7E4uE2L+w/uYPaQWQQMHZFltG5rfr5CK+4Xr+WPIzTkNuDWrZsbN2pw4fzZXAgNPy5LgfaAi5UK9780AynaYlhSciSQJvLj3f8wNGekjB83qm94L2fyZ4PmN0Bk53BuRcBalW2T+XeC5tzxWggqwEIwURgoZPzrRfQiKhvXLShfJn/M05ucurOgGVQuVEBVCFWggsKHwuscPsfbScmNO34NNOuvjpdfNmb9Q6A5PLRX7x7JqS8QkXGLMMOR6mW5PFnJNL5SYCgwS8iyVbWFtpnGmMRTH2VuQjOdwNkj0Ovgso6o+6EZhFegzzm8HLycewEkoaEG2rvk1oHih2bih2Y/oy3QFx1za/yEAdmgWVZovLQNKEJ7dWvXQRIa4Fi7EhCmECbnmiOkZHLqQ9AQCYKB0mlbBOpJM0RwEgrmxCb2HAt4Ttke4W+dBq+DZn+jtiQ0li1f1KJlkzt3bwZ+Jmf8KyxKNJGVrfv7cQJ4w4CaluzXEri9+QdyzZLQ2LKpQf26Z8+cyiUY9CMRooNogbOFZ19HIeB5cUS0LNWyFP9PcW5ZRGPc/CMJjczM1IkTxvQN7xWwPZtryztk33N+6bVgCBTBqa4VfuYtF3b+vwHNL49GhkgFECFMBB3BwWVwI3oQfds2L65RtUhyYhQKFVEF4ROocvBx4eNCbhz5qwIUFB4UXid81pwoTLf3+oRu194K3RnAlkNovJ7E+N+B5r79wnr2CklKjkdExk1KDYHUqZ72KyLloJjtcBjBcHZcLQeOJIlvyq/ANME05LqwRedtjz4Hmj1+5PVzEVLZHEAF8DmhtJ/okFSGH8ElLmctAAECdWZ2VKQAJueqs2RqDjQPzAbNr6jQED1Du7Zp29KnZCJyu8DOiZqlGCAn3sdRN86dPnTv1kXNl4ZIEQxLd1PT5z8DwU3L8HHb8Q84s4ilCUERuWVpzK5V+h+HZr+4vjO8cOXKpa2CmgVCsxA8oNCYC7BeJMTeuX3t6ZMHmuKS5y+4RiyfHTlyk9oCAhyRM6oLh7qRPiB/NDT7Y2HELVs21a1T68TxYyh47tCMQte8z2KfxMY88rjTgVuIQghKiRaQ5XAhKLWfkcRljRBNCMK4oZteygyBnFCdSJ+tPwCaBUXEzIyUCeNHh/cJzRWa5egCbqUkJ0Q/fZiZkcJsuywBQJxT5YyZwOx6G05NYqmyq41Rg9mGfr87NGfhsmQbQWiyVAuFF8GD4EJ0I3o2rZ9fo2qRtJTHEnwpc4FQEDUQCgOvQB9lLrfreWZ6tKknCZaB3I2oMuJSfUmculEoxMzwuZOA+hAJNd3c8lDT7XUlqd50oCqCaRtZ/d+D5v4D+vR2bFttaBaUg+X8dWronqTE5+kp8YbiEtJ5UpiW7maWD7nBiaIrGZbuRjBRmIyqnCjU8LjSX6jeNGb5gCqCaQL88hcmosa5l1IXgBdReQ00B4ByYHlM1narENLlWf9FaBaCCPCrVOuIakzs7YmTsjdq21Gz85ULSRpin/CeQa2bpWck5STX0UQklpmxY+uqPmEdSxX/tmzJgscO7bYsz+EDuyZPGHn18jlElJPk3OmjY0cNi41+CMASnj9dOH/W+rUrdc3DiDZyxJCDByKzj9qXa5h+H2iWXdrMNoHmiLhi1ZJGjeudPXcSEaXvhmVphqk4H2AXzp/q1zesbq3KJYp+u3rlIk4Vryd9zarF27esRUS3K3nntvXbtqwVQCxLuXL5/NIlC3zeTODWyVPH9u7bnZqWaHPW2VXi/icPyR1TRIyM2Nm8WaNDB/f6ZwIAcXoFGaJIToofNXJoh/aty5Ut8cOMKcRS01JfLFu6YNOmtWiLNDJVce3bu2vd2pWa5jF076NH98aMHnbj5mVEPHxk3w8zp96/f0vitWVpIosb+Z+EZmSIkJGePGb08A7tg4WgiODYu9ixBSE6Ijtx/HDf8NCaNSq3bNHk8KG9AOzhw7srVyw+cfwwooiPi162dEFCXDTnJCUxbs7MaZG7t2k+l8eVtnDBnGNHD7707MRvHZOQ4weFHfpZQuhC+HkJDwo3ooRmPWLnyqqVCr6IvyuBgDIXA69t2oSqRTIjIzeG9+nQpnXdIYO6Xb18BNF0u+I3rFs8acIQ00g3jIzVq+b1Du2YmhidmhQzcdyQ7VtWb9u8unXLRr1Duz64cxUR7Bw/NzjOPt9/LRb/Cmj2k2AcLH/NbnjfXsOGDfYp7qx0TdiqoUJwV0by0kWzO3cI6tiu1fgxwxLjn1qWcfzovqkTR16/dhZRnDpxoE+vzgf2bWfUunnt3Pw5U3dtX7dx3fLmTWoP6t8zMy2OUwW4FlAUaCJqAD4Ar5+v8LPMDgtBhDAlp5EjXpZmTwHUbpZ8sxD+DVtTCEOA6RQRMHRM+GQhtgT35JQn8+ZPfiNoHjCoT6fObd2eNGkK5SejERkK/ejhnXVrlz935uD+yK3Vq5Q6dGBH9OPbVSqWqlS+xPlzxw1DR0RdzRg1fGDxIoVSEp/rimv6lPGffvTu4vmzgJvXr1woUazQqpVL/zBoRgEciLP84qrVy2rXqf7T8cOIaBEtID/iiDzu+dOWLRrPmzvjyqVzLZvVnztzCrOUebOn/e3Pf5owdhgiXrl4uknDWhPGDKWWcvfWpdo1qzRuVFfxZQrB69WvFd4vLCk5ARE5J5RajNE3q8v+3aA5Ys+Opk0aHD60z37CgpqGYgfygio+16CBfQcOCL9961q3ru0HDuhjGt4li+a+9c+/jBg+iFgyxsQH929VqVwurFeI25366OHd2rWqlixR+OGju4gY1rt72XIlLl48i4i64WPcJHZi9EdsA/p8rgnjR7cNbkntjg8uBCWWSomGggDQmzcu16ldbc3q5ceOHqhVs/KPq5Z4Pent2rYq8O1X58+fYsyYN3dm8aIF7t+5qnhSQ7q0e/c//zi4bxci7t+/p3jRgj+uWoaIEpqFXfcCAP52od8wJrMuSkhRG9SFUAU6uIwSlyU0G3t2rqxQLv/Tx9eAuRFVDj5ZgKybGYja6dMHWrWqu3nzsmNHdlSpWGjWD6MRcdOGpR998PcunVog0rSU6CaNqjaqX+1Z9L3hQ8Lf+8/fKpUv3rd311rVyxcqkHf7lrWIHMD4vwnNfcJ7DR8+TNN8MryzUyVBEMHQvVs2r2nepO7Vi6d/XLGwVvXy9+9ceRZ9r17tSjWqlrly8SQizp01uXKF4id/2peSGB0e1uWDd//ZtFHNsJ4da9co/3XeD+/fuYwIzPI4RnESoA3JOMsqugBotjlbFEQGznK7LwCdA8nlXKHZcoysckIzCiIcBkIIFdF0ueN+XD0vGzT7twGzN5Vg/4G9O3dpJ7cBpTels0Mo0lOeBQc16tunc2b6M0Q1MmLj8+ePEuIfVS5fumih/MOG9Plh2vjoJ/eSXsR0aNuiaaPaiNQyvNMmjvn4vX8vmjvjefTD8WOGlytV/Oyp4/YpiOxlTL83NNsTTErpg4WIK1ctrVGzyvHjRxCRgyWA2oIjyBVf5pLF8xo3qHnv9mVE/Onovrs3LyPigjnTPnr370sX/oCIEbs3lSz6zfYtqxHxcdSNYoW/CW7V+M7ta/fu3ihZokif3j0zMtIQUVMV09QB/hiu2U8T447tm+vXq3Xk8H4HYmSdDBOCcWYePXqwdKlie3ZvR8TzZ08cORjJiL5w3g9v/+sfbVs3Xzhv5t6IHariu3b5/Nd5P128YDYwIzM9qXyZ4kUKf3v4yL64uGe1alftFtIxIzMZURCqG5byxxAacuHxeDJGjxoW1KqZproDKGYqbRgN1d2lY5tundtFP74HzDh2ZP/Nm1dTkuMa1a9TsVwZjzvVlZHctVPbEkULJCdEA1eHDQzP++n769csy0hPHDV8YO0alc6c+gkRBVDgVABHgQLEb4XmbBflGLrbOz8CPSiyH+hFtCJ2/lihbIEnD69Skunf0wPZ+4faqtXzq1UvtWb1fEYyT53Yc/b0XkTYG7GxeNF8C+dPRfz/iTvvsKiyrN33/abvzDfd01HbnLVNGFExYM4KImYElaCCIGYwZ0yYs5gxZ8xZG3NWEESQnGPlk3da949dVdC2Ot1O91yf8/ggolV1ztm/s/Za73oXeZvwrE7NCkEB3rqS7MULQr/56h9uLj1jXz0MnT6xVw/n+3dvMMqp9Gk0/4dQ/vdotrcplUEzGzfed+rUyRazEQBs+zzrTEiLuXjp4jldOraOi3lk1ueeOXmwKD9dk0pc+3YZNrh/VsZbpClTJ/l3dm6V+i7WZMgLDvT7x9+/HOszIubFfd8xw1z6dkl5F0uJrCkGSuTfotmuTS6jCi9FMyECpWbGzGWy+TaHudLciFr2n5R+zceilhVEMGRDs0SIGUAsKkrdvHX5h9BMVQZaWTT7B/gOHzHIaCoGoGWfohiLZ88crlqpfNTpg4xagFl7kY8cjKhTo1KrFo3mzprctWObIH/vm1fPt3F0CPL3BgCLsXBK0LiqFb5r/HNNN5deNatV7OLcNj7Wlur9MJr/6Er4VBkQgFKG+GwkANiwcU3ffj2fPHlgbXtjiBI+VZYmv3vTs0fnkGlBBn0+o4qmmhmVAOj8WZOdHBs9fXSbEnnmtIC2jo0Kc5MZ1R7cuVazWvnGDWp16th2tNfwWjWqHDlywP5muCXTfydqtgX+cPjQvq5dOly9cgEAGNM0VeR1J0oRQtLUqRPHjPZISowDIPym11R5UpD/11/9c6yPp+eIQU0a1Y3cu2Pvrm31ald7+ugOQXLMi8cODevVqF7JuUPrXr27/ljum9VrliOkEKIiLCMk/zfRXFSYO3XKRM+RwzRVYhTxm54xTZXNwLSE+JeOzRtv27xOlSzU2jEPMa+edu3UznPEIAD25vXz9k4txvt5IcWINeN4n5E/ff/P2tUr+owaVq9ODY9h7tmZqQDAuFUho8CAEUow/g/QzDOBKgOFgQhgYWDiYoAyXDYB48IA+fjh7c5tG2emxTJitpX7ZEz4pGf0KuZht25OdetW3LJpuWjOA8AAwu6Idc2a1L5x7QyAcvzI7ioVfow6eVA0F/qP9XRybBTz4j6jortrL78xHrlZyQSJwFQbmt8Xyf0GzR/VvP5ZaC6dAQjYx2dMcHCQ2WTgT0db+QcxhrFqvnLx1M91KrdxdHhw5wrSLABKZuprJ8dGi+aHMCKnJsf07tFpyMD+GFky0hOGD+nv0rdLfm5KdnpCF+dWkyf6mc2F1vZoa9OgHc18sLdVIf4xNNv1GL8WwLyHZg1AtRmZfhDNhJXSBtlSW2JKSsy89zw0+MXgA5Jt1wYD0IAJfp5ewwTBAMA4tfmyN5mKZoUENneo8eT+NUZFgs0EmQCUCWM9Gtarcu3yaQAUHODj7NQqbOFsp5aNTx87AABFeamD3Xr27ua8eUP4aI+h3/zv31ctW6xYjB+OmksB/aehmVJMrLOcCQCELVs0dJh7aloSAAWGbJplQql2L/pG7RpVThyNZFQGwBTLWDFiWTfGc9BQ9z5I0ce+vNu6RT13127AVFXSbdmwsnaNinNmTpkSHNC08c91ald/+fIpAGiaipHdU+Kv5jK1SkeYBgCR+3c5d2h97aoVzYhP9WYIgL5Lim/WtPHKFUtLivMAgDtjJMQ/b+/k6NK3p9lYcjf6WstmDfy8R8yYGtitc1vRUgJATxyNrFb5pxnTJ65ZvaxtO8efKvxw4eIZANCQJCuWMonmvxbNPGjIykwNnhgQOGGc7bmOeMEZAPMhO82b/HztcpQtWYkAIOr0keZN6m1YuxwA9u3eVrVSud0RmwAgN+ttF+eW7gN6zg2Z7DVs4Jd/+9uKsMXAMCP2jgbG0UwRBvYZaCY2KKsMZAYiLcNlBgZgBhuXzcDMABKj5ogtK9u1bpifm2hrOZEAFEIlhAVFMQKoJ0/ud2xRv3LFr7dsXEaJpqkl82YFt23VKDfrbUlhmr/fiOYOtd7EPpYtRc5tm00K9DGUZCUnvmzVvOG8mVN5vy5BFijtJXlvPuHH2PoZdP43aLap4uwCBOTjM3ra1MmiaOFRsx3NwFRgimgq2r4pvEGd6q1bNHoQfQlA/OXm2TYtG+7esR4ADh/c2ahe1SULQwDgycNbfXs6b1gTBoDu3r5Up0aFE0f2AqgEiVgzMVrahm7Txlmh/BE0K4SIhLynXLbW8X6NZmTzy/8gmjEABYYp1ShRGbPPI5cTE59PnTru96AZB0zwGz3GQ5JMAJRQxTazFUymwomBox0a1EhOeAaATh/bcz/6osWQPWhA9xFD+kliiV6XPaBf9y7ObQLHebd1bHb35pXHD+/cj77S3KH+7u0bAdCju7ebNKi/Y8umdwlxJoP+v4BmXs+xXWYKwOYvmD3cY3BBYQ4A8Fln/FMrsvnMycNVKlZ4/OA2AMS/enz57AmjLjvpzfM+PTosnDs1/d2rMSMHlP/+yxlTxhUW5GSkxfuOHtqnZ0dVMkgW3bBBrj7eXrdvXdPpSmRJ1BSZEvRfKQPaeqKYBgB790a0dWp5/dpFAODTiG0SQHTxwpmqVSqtDl8OALqSgotnj+flpEadPtLG0SFi23oAuHTxdNPGdYMDfV37dfcdMzw5MTY/J3XqJP82jg5xr58CgH+Ar9vAfkePRaanpyIsc/Hcn+2h8Sk0p6UmBU4YN2lSIL++jGrANMa3qFSaEjy+aeO6L57dB4BH92/dv3OdEmXd6qWdOrS6eunM1UunnVo1r12j+qP7N5Levoq+db5FkzrHDu0EIkedPNjcocGGtatKigskk54RZHUpskoz2Geh2ZrEYCDbhnhyLhsY6Bnof41mC4CCVN2qZXNaNa+Xn/uOq9ysE6xBZUz9JfpaXNxzysRnT6KdWjdyH9BdsuTlZieO8RzoObx/Rkrs/NmTyn33Zd+e7QtykhNeP2nSsObuHesB0KEDEY5N669cOj858a3FVMhbw/4/opkBwkR5D80UVB+fUSHTp8mS+Cs0MywJ+nu/XI2+dRmAXLl44sdv/rV140pKzdu3rHTp0/GXG2dvXjndokm9ahW/OXJoJwAc3Le9ScM6zx7f1lTDpnVh7Vs3/uXGufSU14Ipn1IRqL1FULOj2V7f+zWarSEwIRI3x/ht43uZoeDa70KzteNco1ThY+EAlJSUmNDQwF+hmS9pTOQy4jkEgL19PAcNdjWZSgAYHxvIE82CULxkUcg3//yf0Gn+O7etmjbJ98G9q2ZDjkufjn17Or96fm/zxpVdO7VeF75o+mT/H7/9Lmi899oVi1aGza380w8xzx4yLG/dGF6zagXXPj337Y4oLioAgD8JzWXpzGy/U7ApNAAIZRpjGIDOnRs6ePCAvNxMa1zDG/+AYCRdOn+qcoUfAsaOPnJg9/TJ4yP3bLZY9IcO7Khfu5LH0P7Ll8xq2axOue/+5u7Sfd+uDY/uXe3RtW3otCBNtWRnJtesXqlzp/Z+vqNfveDzxxj5r6G5TFZu965trVs1u3H9EgBwWSQlCn/8xLx62rRJg65dOuzbt3PenOnr14Tl52bt2bnZybHJgX0RmekpEyf4uvTtdmDfjob1qvfs2mHa5ICnj+60b9PMZ/TwkuJcANa3b4+Gjep6+3hdu36RD+7CREG2Z9tfimae0MjMSAmcMG7ixABuoWC76blnnrpk4ayqlX5YHjb/4IF9k4LGnj19hCLLjKkTG9WvM2/21KGD+tesVqla5Z9WLpt/9ODOsEUzWzary301p032b1S/Rq/uHU8dO6wIRkYQo5gijVECAIwy9ntrBr92HQGV991xLlMwMjBS0DMwMDCUpjIYNydSNEW3cumsVi1+LshNLVNW0hiolKHFi+cMdO97+crppLcvBg3sNd5vBFKFN68f9e7e1rFZndkhgUMG9qhfu8L82cGiqWDX9nXNGtd+cPcaAMwJDW5Qu6qzU4sDu7YJFiOjGrAPcPmTaP4zExoczbwSyOx91UwbNcojeGKgIJgAwGZyiwGgIC8zcLy3S99uL57fvfvLxSYNax3Yu4VSYcbUcc0dao0e6RY43rN+nSr9erVPSniKNGHm9MBmjeuZDNkmY86UiT5VKn7jN2bI3dvnVbkEQAZqM9YoVV98BM1MA4YY5TOwBbtpEWMSYzZ3Cmb7yVI7B83qV2EdBlgWzcS2wcXAVEK4raj8ATQzmwQarFY+1mvj5TWsf/9eRkMRT2jY+UWI9DbhudcI167OLaZP9nv66AaABIAO7t82xL3PKI+BE8aPOnJoZ0lh5q4dGxxbNJk5PTg97e3hyIjQGUFGfQEwdOvGpT69uk7w90tKfGMDKGNlaAqliP3jhLJ2Fth/JwCEUutJoZSbN7KwpQsHu7ump72z/YCqadwsESW/i5s3d5pjy4Yjhg84fCDCqMsBgHNRxzq2a9GjS7tjh/ft3rnZoVGdIe79nz+99/TxXe/Rwy+cO8kY1pXkDx06sHPnDlu3btDrSiizplA+S9dM/uDBVwIXS8Ke3TtaOTa1JjSoRikChjCSgGFFNm/auLpnz85Dh7ptWLcKNPtyAAAgAElEQVSqMD8bAOJfvwgM8Ovds8uokUP8x3k/fhj99k1Mn15d2jq13LxxTUFe5rTJgZH7dsqiCQAvXDynV++uW7et1+kKAJit9x2XOfmf6n4ue3zc3xW/J9kE2+rlaJ4Q4DfB38/azcg0QmSKZawIAPhN3IuRw907OLXwGzPiyqXTGEkAypqVS+rXrR46PfDS+ZOzQyfXr1t90YJZ6akJYUvmhkyfaDAUAJAN61b27tl5/Djvp08fll4Ca66G265isAbP79vLMYbLCqvtlliMitZ2EmZkVA/UAGACMFJqBGZmYKLECMQIjCc6zQAiw4YtG5c5t29SXJjGHeOASgB80BG+c/uKl+cgTw83r5EDJgaOev7kBgAqLkxeOHdK5w7N161evHFdWNNGNZ8/+cVsyNu+ZXXY4lnFBekA6MSRPYMG9JoWPC4l6TUAY0RkIBEmAWiMqZRZ6W9r2Sir0Hgv0fzh62Jr1eNZde5hwg14f3szY2CIW2JZJY/WCjxCSHB37xcQ4COKRgBGObsZAkYVRbx26VzAuDH+fp6h0wJWLZtTkJMEgI8f2dmja+uhQ3ofP7rbzbWrz5jBBAmSULAmfMG0qWOxZlDkkt071/fu5Tx3drDRkA1MQognNPjNg+0+fJzLPKFs60aRbQkH7lVkbznhyjmrWQVjkq3oZxMvg63iZw2YEDBkTQszBAxRqlCqWIuxTAImvUt6GTJjwq/RzDWDtqmXwKzC3lFewwe49jEZi3n/Ba+AIyQypgJoeblJCW+elBSmAUiUWpBqJMjyJv7FpfPH38Y/47AuKMh89ephSXEOgKrX5eXlpXEzaVk2JSTElpQUYKJggvjt/t79/lloJmWe1fhX95PdqMjKaFi9ImzYYLeU5EQbI5DNBUJD2KLT57x4ef/t25dIMXBb6uLCrIf3b8fGvCBYEUTj3bu3Y2KeAYBeX5Tw9rUkmjj3497EPH/xWFEEAEaowhjCWEZY+ePp5j+6ebS2RVEqA8DePRGtHJuVKjQopkQj2LrqNE148+bl69fPZNnEuzMoUTMzks+dizp54khCwmsA0FQxLu7VneibCEmModycTIO+iCM4vyArOSVBFI0ACGOZAcZY0TT5tzVc+CMX0T6Ghn0cATyllpWZMiHAz3+8j/WxShSKZUYQxYjDNCMt6c7tq5npiQCKLOpVxZifm3L7+rnkpFcANC05/pebV3Ul+QAkNzcjNy9T1URCUUFBTkLC6/yCbGb1d/5tAEgY2MeWsDKXCTFWNmhSga86qgAxAdED0wEtAVwIRAdgAjAzagJmocyMNT1BelsB0ARgoqh488aw9m0bFxakAEhABSACAJ++rADQ3OzEmzeizkYdSE97BSAAGCnWZ2e9TUlO1OtywhbP6t2jg9mQp6mW3KwkfXE2xRYASRJ1SQkvigszABCAQomAkJkyrrqVGFMYUxAWGPvtlOvf3mbvH7+eLIr415SpfDzFB25mhihRARB3hrPhD8myoV+/rhMmeKuqGQBb3wyzd2ySwoLse3euP3l422zM586oJn1GzMvokpL8Y0d3DXLveerUfowtoliYn5+clZUAzEKIOScnMS7uka4kE0DC2IyxmU8IKU0D2lo/uBUJIdyu01Kmo0QEMAPwJyt3ELVQZrZbGjFmby0pjW7fO3U2NGvcEo4QsYyiQ3r39uXMGUG/C82jR41wG9C3FM1M42imRAQiACBKTEAtFJsoMRNs0RQD33oAUEoFRTXY7LcxpVz0anUYwdhqpU+ISun7aGZ/Apo/cPDGBKC2MuCi+UPcXdPTk4HPG7TeYQq2uoZby3eUSqJQJIt6RnnjH9hehf+yfqFpEqEqxor9+/bNGintc/mMKPg/RPMF6zlkhGCVUQSArbOQKScpVVWBEL6ESklqKx9bbxCkSTwYREhG2GoeD8AUxaKqAgDBWLENt6YfAvTvIzIjlGKEVE2TSos/7x1MA4CcnPTgif4B/r48BrFmbJAGlGqyiFWp9JWZrCkGrNmm8YJGsWj7Gph1tgOoSNKQWOYNf+I801+HELZVR1UesjBQGJXAusOVgRgBFwEtBloCpBBICYCRr2ruj6NpJapaTLDeJp4zqnL+imWzWzSrl5eTCCADExkWgClAJYYtWDMDqLb3KQpCliLnnj65J2R6QFZm0sMH1we4dD11fC/BZlsmRGXEzJhgW30KgMioGROztbrIBA2ZAFRMREk2/PfQTFUAq2mnbeK7JssGV9ceEyf6aprJ+sDjaCYIGGZUBaraLpACzJIY/3jqpDG3b0YV5KePGj0oONhHr8/kUgpbiU/gHSUAIoBKiElVSxjj98AH0Gy3kbOlNezeIxIDC4ARwGij86fR/NuzVxbNmq1d8LPQPGa0xyB3F7OpBGweGpQoGEuMSoDNjAlIs3qvIE1PiUCwiDUTEIFRgRALIaVDZ21mdSKlMoBKqarxll/rCXofzbbF/RlJgE+imWh2k4RF82a7u/XPyEgFAEI0XpFgTEVYxFhkTFQUPfekJppJEUqIZqFYIlhmVKOUN61yoBNKNVE0UaohLDNAGCuKKnCfTIwVUjo05C89PopmRjHBGmOEEk0UTATLhCgIWRizyjYwkvkYIaTxlmvMGKJU40QmRCVY4QVlSnhGS1E1EWGJUIUb0RGmMuv8FPvxe9FMKban4xkjmqZIksU29ODDCY2c7LSJQeP9x3vzdB7vXWQEAyVIEQmSgSFmtVBQAVRGBIr5+A+JaBaCJYpl2zBQzC0a7EnPMvmZDx7EBmhSZmFrlMqUSoxJhFoINjFiAWphxES1ItDygRQBKwFSBKQEwABgpswMYKHUpCKdohUhVMyIHqgewISUotWr5rVq8XN+bhJftBRbgMpAZEZFSgRgkigUKEoJpRaEdBjrtm9dUf7H/+vUuoHXyAG7ItZSPveECUDNBBkoMQMTMTIQZCTYSImZMYEQM0ImFZkU1cDvc8oUhIUPJTT+AjRbO065hkzl/S8AmqIY3d37TJ48DiEzACqNmgkCIBjLJkMRYwqATFQDMCHpzZNunR0dGlUfNrTPwkUz4uIeMSYhZNQ0PcZGQkzMOltAsFozUzNjFoz5FPDSNKDdw/o3aJZs009kBhZm5bIJwMzAwsDyJ6I5OfHVrJCJvwvN3mNGDh3iZrHoAWhZ9zUAhTERqXr+viWhEGkGAJkRkSIzUJFSgVIBY0HTLHxgqKqaKLVumiTJQKnKBz5iolCKodSTk/3laLbujGDxvNkDXfumpSUDAKH2YjFioDAmE2IhRABQNcUgmQsZlQgSRLMOWfsGEb/zCFUQlglRmHVt89tUo1QlVKFM45PIP7nU/xto1lSZqykxVrhSUFGMjEkEc/MmipGMkcQvCmPWbSYlttE21slVmBCFMZV/KFtZGBHKHz/2d/IHLhk3a+Wzwfh3MNYURfrYGbOVAZMD/H3HjfW2eWggSpHFaKCIN6NjoklWdRTlu1GNUZERC1ZNqmzkNGdMI1jmEEFYUlQBYYlfU/tH+/hhP+E2FzcmcfdkSowEGxgxMmJEarEm5VI1B0gBsGKgxUBKAPRgc2lgYMZEr+ESjEsY0QHTAZgY1m/eGObUukF+bhK3JaLYAkwBpjAiEGRmTMBIT7CRMTMwAzCDviTtbvSFUyf2HDm0fcb08ZH7N2uajhIT0fSMmABEDmVGLexXslwFU4uGTFyZpyFLqfzrL0cztiOlzGlEGFuGDRswfXoQxoLtZsZ2A0tGVYJlYAqjAqMWoAKl5oS4R2dPR968EVVckgGgEWKWpCKEDLxkR6lF0/SEmMva8hFiYazsHVuKZsYESnksbLb74nMJB+83KevjbIO48BloBrCncaxoTkmKmR0a/JlotjYXMoVhC9UM+sK06FvnI7aFb1i3JPVdLKMq0UyUCPyBgJBZUYwAGqUKxoKimrh9qqZZCObJAXunJv0voNmaa7YGzrBs0QI3lz5JiW9sYTsiVMXE+hxjTNaQqaAg7cSxffv3bElKeIk1C0UiJQpjiDJVQ6KGRMYQIYqqClZCUUXVBK4y5EElALbOSfnYu/qQjf1n+ch8KqFBCFIUkWf3FMWiyGZCJJ0u9+GDX04cP/Q2IZZSDIAwkjCS7LcBpSpGEgCiVFUVC88bqIoFYYkxzd4dykD7T3TN73mMcFh/9HTZFBr+433HjfW2vhxDwDBBGo+aRbOBYJlg5fWrxyeO7r147lhOTjK3SGRUokQCItvveTtE+G6AMtV2vT7MIJsSTrO1z9ndk/lhYdTIiAGYGZiRaMWqlIOkTMB5pWhmRrt7GQMLZQZC9YwagOk5moEat25e0arlz1kZ8cAEYBJY9VUqYxKjNm85ZqHYQImOMaMtvrOcizr0v//4vz26tc7PS+IeHQQZGLNgpGfUjLGBaDoAC8GGvJykzMxERTMQKjAmSbJBkg3Myov/b2hmTPbyGjJr1lRCJACVEIljB/iP8al6mgmrRmAiMNGoz0yMfyxa8gEwgMSYhTEzQkZkM1Ol1IKQgRATgIiQQZKKMDYCE8sMpkI2NFv98u1o5sVASgXuUUepmZtslHWe4/XA/yhqtjpKy6nvYufOmvy70GxNaJh1ANT+t4yqjMkUmYEJ8TEPQqf5rwlf2Ltnu5HDXeNinwAgxiSkmRAyM6ZQqlAqIyQQIlAqUmTRFBOPnRmzT4Xh79sm7+dv6c9GM7U1mzCkANEAYM3KsAH9+7yJj7XtuDEmioZEbFsGsqyLiFg/Yfyocb7De3Rtt2fnZqIJDMuqYuEmc4wvZqLwKFJTBUpVgmWkidZImWnWfcYnomb7qIH3jj8xamZEU2WMFEp5tUCiVNM0y/Yd62eGTPYd7TFwQN+zp49z4z3rJSZWuQ7FMlYFzJ1RmYY0iRCFUZUQudSqkKF/ty34A5i2ewR+As05ORmTgidMCBjLbxuelwBKGMGMaJQiRtXU5PgdW9ctmh8ydFDfMV6DX718AECASsAUPj6OYllTBQ5irizkH0eVzfa90W8jZWa1ObZD2bo+rfoKZmSkhFFe6zMyWoLkHE3MBFQArOQ9NDOwUDBTZqLMyKgBOJ3BCNS4fevKFs3qpiW/Bl4p4uEVlSkWGRGAiYxagFkYMzNmJKiEID2AmJ0ZPzNkQscOzR/ev4KxiYfJmlJMiYkxgVGTIhchTQegFuQnh8wI8PEd8e5dDEImxiRq87FUVbMtovzrc81MI9ZWL6tAEED19h4xb94MnuLA2AKgWHcMTKVIYFgEJjEiYEWfk/lmyYIZnsNdXsfcB9AINmmqXlN1jImUmCgxUWrG1vBZACZwTQVjFqKZKFXK5qPsaC4TC5dx+OTQ476grCyXxTKGzvIfRbM1w25Fs5KeEjd/ztQPoNkqQbeiGXM0uw/sbzIWA2CCZU4ZvqEAwjcUFlUsApBvXDtdt1bFbZvCARijos1yiSNY5k97rJmwZgIm8w5RhCwEy7YlbXcnsDL5z0ezta5FCFIoVgFg49rwAf37xMXFAABj2JZhtD/AJUpFi6VQlXWipdh/rJe319D01EQAxohiHTMMlO/uATSkiYxpBEt2Y2so9f0jdqYAgF08ZPvgpf7IdmdLRj+d7vw0mu3iuWaXuUKDEUoQo5jZTG+RJmIsGgz5oqXEYtT5jPYYNKBvaspbACBYIogX+jSe0LBtJ7npu1Y6aY1/XqoCENs7h98IG3i5DN4TqPxWM8djZ550/gSa+avk5WVNnzZpYpA/9wahRAPAjGBZsFCiAVCsiZpqxkggRL557WxnZ8dZIRMJloDJjFh3bMDTNVQhWGZWGRNfM/ZdDiozRw1RqoBNoWzv0OU2khzKwAzc0hPAGgIzWqzJ2aqQAaQQWAkwPVADo4bSkNnuDszMQI1ArTLnXRFrWzarl/YuFqi9KK1SLHHHYYr55GwZwALUBGChxACAYl7enRzs/epFNNjGjAIzM2ah2ADMTLGBURP3cb4bfb5xo5q9enXS6bIBVIwFW02IR820jP6E/hVo5ttNShRrp5sVFBqA6us7cuGCUMYUxlSELNxgk/OLMRmYDEwCJgHIj+5dbVSvxkCX7qnJLwGQbWStxapHpmZmnWNrHwojAoiMWhjmvr72T8c1KqLt8cDPnmr38+RZXErFPxnNhAcKVjRnpMYvnPfrido8ZLZ5xiPbLA/qP95n6BA3o6GI65OAF7gUs5W8TNBUfVFeck52YkHeu87OLScF+QqWIgAMVBTF4uLibEUxATCbRkSm2AIgc999xhRVsVCiAgDBiiwLfCeLsQZAGfs8K5lPJTQwkinRbHbpsGPLBvcB/Z4/f8JfiBe+GNMIkWz1YoKQqbgwXVHEXRGb+vbsdOVSlO1dqaKokyQ9ACFERMhiuxL2OcQIQENIAMCaZjbo81VVUGSzyVisqYLtByjGsqYKtqSBpqkCwTKlqqoKCEmf/jild7k1B6KVQQns2b29nZPjxYtnAYASpCgSAOFaEV4AIURSFGNJUTYA27Ix3Lldy0sXTwEAwyIwRVVMBAkAzFrIxVx9wXeUdqpirjxVFQsAZUyzWAyqYrFxjRKiSKIRAPPIHWONEMQYpRRjrP0HbTiQm5M1aWLg+HF+tj54CkCBYIaR3YIZgJgMBUVFOYaS7HG+Hm4u3Y26HACGkEAQvwSaqpptlupcQaRy0YJtt6sRIgAo/DxIsoHnHG1NYiKAoqg6jPQAFqwWUaKT5TxdcZKm5AIrISgfQEdQHpZzgOkAjFyDhTQdpRZaOpRPYHaprNUmWNq/Z1PLZj+nJMUA5VGzCoCAagAqo7KmmABkTTXk5SbqdRmMGQnSAciKUpyW/FIw51JqAlCYVSttsUUbAoc1AH788Fqnji0mTRrHh3za+yYw5nobWVeSL3FxJJIRknlx6BNo/vhBPr4wkfXZD8hWBlQBsJ+v1/x5oZQPZ2BcZCZwWTfF3EVEBtA01Xw/+opD/eqrls2TRZ21UkfMxYWpubnvePWLd1cCyBZLviwVUWICe3GPycA0jGVCZK6o4yZHJlOuopQQYtY0E7OKvjVJNBEsA8i/GV9iTxaXPT6WDir7fVtCg3H7fxlAzclMDFs86300A9P4NhwA2wJnNm7smMGDXDmabX6pGiEKMBWoWJSfumHN4lkzJviP81i/dnEbRwffMcML81IA8KuXD7ZvXzNzZvDatctyclJl2Qyg5WW/u3zheHFBOsOWV8/v37h6Tq/Lp1QrLCzYtXPrtWuXAChCKkIqY4QQTOlnLNpPsYxgpSyat6xf4+bS59XLZ7wMyNO7hMqCqGNMAdBevXqwctXC2aHBa8MX+4/16uzc+tyZYwCQn5dxNuro2jVLN6xfkfDmBWOKohgFQffo4S/vkmIVxZiRnnj71mVdSQ4lYlpqwubN4ffv3SzIz1owf9acWdNfvngMQBlFqSlv9+3ZEblv56WLUdeunC8syEaahDRRlky4tLPuM9CsAcDBA3s6Ore1R82MUYRUSTQjTSZY0TQxLu7Zpk3hc2ZNPnJg96SgsZ2dW188fxIAkGK6df3C+jVhe3ZufvooGqlmYApFQlFh1sN7N83mYsbwk8f3k5PeUKKajIbz506dizohS+Y7v1z38/XasmmNqpgBiCgYLlw4vX3rhlMnj1y+fO7ps8cWiwnjUiXGe6Oe/hCaiwrzZ88KDZrgb99vMYqBEqKpqiQwosmS8PD+7bmzpgYFjDl8IGLQwL7urr2M+tzXsU/Wr1kWtnjunl3bI/dFnDxxUFXNvEAtScbbty7HvHqEkYUx5eWLh/FxzwlRRFH3OvbJ/fu3gMqECACSyZR75crJyMitN26etljyMDJYTFmnT+7cs3vVmvCZPqP7b9+yuKQwgeISAKPRkHLv9smzJ3fevn7y1vVTKe9eEGICUDRspkwE6yw+e6qah3jqocgd7Z2aZmcmWlc7le0DSriuJi8n+eD+bZMmjpkxbdzd6Au8fpWXm3Ty2J5lS0O3b12VmfkGawbGLEjVJcQ/evXizrmoA1GnIjPTXwPQ82ePOLVu5Osz4ujRPdu3rblz57IsGyhTERL0urzdO7cuXTxv+9YNR49E3rh+Sa8rpBQhq6LxL0WzBoCDAseGLV1Aicp78GwBqcwY3/RYstITTp3Yv3n98ikT/erU+OnapVMAFEDBmiH61rl5cyb5+QzdFbFGr88HQBiZHz+4tmzpzKWLQ6Jvn5eEAoqNRYXpJ05EHjsWGR6+5MaN85QKAEynyz5wYGtoaOCWLSvPnj105swhRTFZo12qYY0b5Eu/G81ls7UfR3PpGPUPoplp/AFiTclbox7w8x01ZPAAs6kESjPRfK9HjCXZkyaM6duz/aF9Wy5fONqxQ7MvvvhiVugUohlvXoty6dd17NiRq1cv6dWrk6+vp6rKen3uzBlBdWuWfxP7GKlG71FD/LyHZ6a/xao5dMbkmjUqc4NKACAEaapsD5//RDRbcxo2NK8PXzmgf5+4168AAGPNGjWDypujXry417t3xwFuPY8e3hsc6PPTj1+3cWzy5GF0blZqwLgxvXt0nD83dOIEX49hbslJcZpm2bl9Q9vWTU8dP4AU09rwJX17dX7+5B5FQlCAT+uWjaNOHdmzc2ublk3G+Xg9vP8LpeTxg+iJE8bOnDF5wdzQ1i2btHFs+jb+FfDOPeuF+ONoLs3ZweHD+7t1cbaXASlBqiICYEoRY+jKlfN9+nQJCPA+deKw96hh3379ZbfObR8/+MVo0G3ZuHrk8IFTJwe6D+jdo0v7hLjnlMrv3sb6jPIYNXJIbk5qQW5Gr26d165ajlX59PHDtWtUnhQ4LvrW1bHeI7t3aTd1kj9Boizo1q0OG+fjuTZ86UC3vtWrV5k/f65eX8LDZ5sD8uejWa8rXrxoQYD/OMaodR9DMZIloIRSxJASsXWjczvHubOm7tm11c2l+xdffOHn7XXq+L4RQ13H+ozs0Lblv77+Z8Xy365bHUYJ352okXu3161Zed3qMKQKRfkZXiMGhU6fCAAZ6YmeI9w9R7gzLAFo2Tnvli2b7e/v6eExoFnTerdvRgFoByM3V6v8bZWK/wgKGOLm0q5hvR/2710NQPKyY5YtDHbv3yF4vIfXCNdK5b8OXzlfUfQADBOJMIXxFAqorFRXqwKgwwciOnVomZ+bZl3SpLSRgRJVFnQL5033H+uxbEmIQ6NqgQFeAPR1zP3Rnu5uLt0WLZgxyK3nsCH9cjITAcQrF086t2/W8OcatWqUc3Pp+jrmAQBdvWJR5Qrfufbr4jtmaI2q5QYP7KuIegBqNBQsnBcyYujAdWtW+Pl4ValYbtG82aaSQmDU6vD3l6MZzQydunXLBp4ZY9ZJpCqjAkUmxuSszITgoDFjRrlPnzyuVrVy9WtXffY4mv/DG9dO+4wZtHljmP84j3ZOjePjH2maeO3KSc+RrksWz+jfr2PzpnVSkl8VFaQETRj9w/f/qlq1XO3alTZtWgWACwszQkMD3dy6z5071cWlS7Vq30+dGoAQH7SGCFEpUflzwmZjpHyEy2WP94r//wbN2RlvlywM/Q2abfZGZU4o+Hh7WnXNVLWmhKgKQDRNPHpwZ4O6lS5EHeI5Cv9xI7782xf7dm3Nz0nu3aOD+8Be+fmZALBpU3jDhrUePbqdkPDCybFhF+cWilAUH/uoaeM6a8MXS2IJVs0u/XqW++FfC+fPvnXrRn5+DgDVNAVj7bPW7b9tOUFAMf90a1ctHzzQ9V0S7xSnhKqyYqFMAcDp6W+HDXN1c+uZmfkWAB4/uNno57qdnds9un97SnBAx/atYl48AID7d6+3btl4146NJUVZXh7u9etWTUmKVSV9/z5dA8ePyctJUWXDsMH92zg2Dg70mzd7xsMHd1XZRImWlfFunK/X1EkTNFUUzSV9enbu0tEp9V08AFAsM/K5aAZkK2rDoUP7unTucPXKRX6BGbU+nDCSs7NS3Qf2Hziwb25uCgBE37rU8Oda3Tq3fxv/bMeWNU0b1zl98gAAJMQ/79zBMWRakCIbDh/YVbHc99s2rwHARw/ucWhY7/SxIwCwO2Jrtcrl/bw914Yv27h+lSQYjPoChITzUUfbtWkWF/MEAK9ds/yH77/dvXsXxogxhpCKscbY56UyrGjWlRQtXDBvrJ8PHx/OxZdIVRhGFCnRN6+1adV8edh8VbYAQPiKBV/+zxfBgd5LF4UG+o+mWIw6daRJo7r1alfbvGFVcmIM0gQAZVKQ34/f/eN81FEAuHjueOuWjVYsmw/Ablw528bRYc7MyQDUYi5YumSW50i3ouKMCxeOfffNV3t3bwSQl4eFfP/t34MCPI367Ivn9lf+6cuZM7wByPGDGxvX+2lvxBpAxqiTkbVrVD539hjGiqrJvAuJ2a9j6fhRBKDs37OlQ9tmuVnJ1lQG76xBMsUKAD1xNNK1X7dzZw9TIkZsDz9+bJdeX+TnPdyxeYP4uBcA8OxJdPUqP+7bvUWR9OErF/3049c1qlYKWzQzMSEWQEOa0XeMR4umDTNS43KzEp1aOXTq0EaVDJSIxw/vbdmswcN7twHg6OH95b7/NnLvbiAIqEaIZpNI/vlots291gDI9GnB69eF8zuW16UAFMYEoGJxYWrI9PGeHq7FBSmaVNK2lYNrn26Z6W8BQFec4TGs/7w5kxmVL547HLEtHECNfXnXy8N10/qlmlyybOnMyhX+lRD/pLAgpbVj/S+++GLs2FG3b1/MzU0GwMuXz23UqMaNG1EAsGvX+tq1f9q6dS3GIgAiWNE0iTFufq/8Br7244N0/gNozkpPWLwg5Fdo5ifIXnC3n1BfHy8vz2GaamHW1h1rL1ZmZlLv7u0HunQtyk8BoIyY/XyG/PTj/148d2zD2rAG9aoePbyb/88RERurV//p8uUzycmxvbu3Wzh3ytNHN8f5DKtU/ps7ty5SLKelvOnepcMP3/xzgEvvjh2cQmZMKcjP1jSFMfKrNOKfge0BH3kAACAASURBVObSRm2O5pXLPIYPzsxI5d2AlGkIyQwwY0pU1NEaNcrv2rUREzMAfvX8brPG9YMC/HZHbGra+OfFC2bx/+Hh/Rvt2jRZv2Zpfm6y96ghniPcYl7cX7V8XtVKP2xYuwxrppLCDDeXXl/944saVX9ctzrMRkl05sTBVi0aXjx3AgAX5KQ6tWoybXJASWEWAAXQGJUZlX+/SOO9hAZCAgBERu527uB0/dple9TMGOF11zOnj1et8tPBg7sxlgHQjatR9WpVmRw0/vnj2/17d/QdPVRTBQD6LvFl7+7tB7n10hdnHT24s4NTk6cPbz5/eq9ju1aufXu9S4gDgJ3bNlWv8tO//vnl8CFuCW9e8dOSnfl22OC+vmOGabIOIWH58gWNGtZ99uwx3xLxjDN3ffqsjREFgMKCvNmzQoMnBpZGzYwAJUCJKgtD3Qe0atHk1bMH/CZcuWxeue//vm71koQ3MTExz3Kyk3v36PyPL/9P315d+vbqNGxw/5dP7wDIQRO8O7Rt9vL5PQBYtCCkmUOdyxdPAsCm9cvq1a546cIJYPjRvRttWzddtXzBhfPH+/RybtGs3sP7VwHYsiUzWjateevGKQDYGbGyRpWvN66ZAyDt2hpWt/oPO7eEv41/7u/n2czh5+ysNACQZIuKZMZYmUHdxLZ6CTA1Ytvadm2alqIZEDBMVYkiBSkWN5fewwa7ZGUkAGCLOU/TLBfPH61c4dupkwP4+UlKiKlft1rY4rlmY1HEtg0Vyn27ZtVSWx8de5cY27dXZ+9RQ+JfP545I6h/745nTh4EhgvzMzyGDfDyGGQxFgGwTevDG/1c6/bNawBAkcLIn59rtinnyqKZ+o/3WbhgLsEKMMyYSqlkzy9H3z7XsH7lE8d2A8gpiS8b1qu2aG6ILJQA0EP7t3bv3OrE0d0AVJVLFEmniEVrViz4uValdeELly8O7eDk4OPlri9KF835Tq0dmjap++L5fX6HPH8e3aZNo5EjByqKWVV1c+dOcXCo9/hxtKaJABhjBYASrPHumNL5fu8rLD9I59+PZiUz7c2i+TM+gObSVwUEQBjTAieMnTI50LYekK22yJ49u9fo52qTAscIlgIAWTDm9u/b0blds/jYR0EBY9q0bPjsSTQAxVhYsmROkyb1YmIe37gWVbHcVz27tPH2cq9U/p+9u7fLSnsDAOfPHm9Uv5aft+eb+NchIVMdGtc/d/aUokjACNKUPxfNANg6QRkIAKxaushzxNC83CyOZvvPCKIuLGxepUrfRkdfBsAA8vEje+rXrbpx3fLFC2Y5NKzDAysAcuZkZOMGNU6fPJCeEteiab12bZqM8x3R3qlp7Rrlr10+TbH8/OmdTh1au/Tt7ubS3a1/z6S3rwBANBfNmTmljaNDWsobAO3Fs/s1qlbatWMTxSIAYUQCplCmMPZ7ewjtaOYiJIxEANi7d2eH9m1+uX3DRi4+gouoqrhk8bxGDes+fXoPAADwpnVhlct/tWNL+JEDEQ3qVN64ns9ZIA/vXuvg1HTuzEnFhRlLFoTUqV4+cPyo8T6e33/zvzOmTLQYdQAwZ+Z0x+aN+/Xu1rplk4itfBMK96Kv1qtdbfOGFVizIM04atTgPr26Jicn8kcExpqmKZRa9Rh/9BIzRgAgPT01eGLgrJnWEAN4rplgipG+uMCpZbNhgwZkZyYDgKYKY31GNvq5xs1rZ/mPHj6ws9x3X7kP6P869vnlC6fK//DN1k2rTPrcHl3bjho5sKQ4S1NFrxEDXPt1zUpPAKpNChrXqoVDTmYiUg3hKxeW/+FffmNGTAr0mT4l4Ob1MxibVNk0fFCvAf06Jb55DIBXLp3h1KLWlfMHAOTEhPtjRw1s2rBm8ATfapUrDB/sVpCfzd8GppgwWkbCb1dEACXKxnUr2js1L8rPKF3MDAPWGNFev3rWslmj8BULMbLOzKZE3rJpZa3qFY8c2os0WZXFwwf21qxW4eD+3aJFN9ZnVMtmDV88ewgADMsA7PrVC43r13FoWLtnt/a9ezo/engXAGOkRN+6XK92tfVrliHVAgBjfbx6dnV+/eo5AFCs0s8JmT8DzWxCwNilSxbZNs2IUokQC4BmMeUsnD+lVcuf01JiNNVw4eyR5o3rHju4h1EMQLxGDHJ37ZEY9xiAl6whNfHFiCH9qlX6frzv8DmhQTu2rMrPSwYQH965XL9eta2bwlXVTKkGABs2LCtf/h9r1y4CgOzshAEDerRq1VRVTQCYzyxmjGCkUcJ9eP4sNNvlBjyXpaSnxC+Y+2uFhk0jxdOs1pckWA6cMHb61GAAxkdI2BLb7OGDWw4NaiyeP11TdAD47p1LdWv/tCJsjmgpHu830rVvl6TEVwCQmPjKxaWHq2vPkpLcpMSYoIDRY32Gbl4f1vDnKnNnBusKM1TZHDp9Yoe2Le5EXweARYvm1a9XizvyaKr8WRX834FmW8vJ0gVzPYYNzs/Ltq0K7kxITKbi4OBxdepUiol5CAAA2ng/j6aN6zx7FL1o/kzH5o0e3r8FAIpYsmDutKaNa6enxOmLs5YtmeM7etjO7esHuvbo17vT2/hnALB+TViLpvWuX4k6fmRf4wa19u7eSrF64+q5fr27uvbrjhQzMHXThlV1a1V7dO+WplkwEhlVGOHl8o92qXwMzXaBIwDs2bOjU8d2Dx/cBbBO6+AyJlkyBfj7OndoExv7FAAYRZ7DBzdrVO/Vs7ub169oWLfqqeP7+ac+uHd7zao/Xjp3AmPLiSN7+3TvsGRB6KJ5IY0b1Dl2OBKAlRTlu7v29RnjEffqab/e3Xt172Q0FOXlZuzdtbVyhfLXrkQBsHdJr1q2aBAaMiUpKUFRZADG6fzZ8gwGFADi4197jBg2a2aI3c6CUUw0lRJs1pc0bdRgwnhfo74QAOJfP27dstGwQf31JVkAqKgwY6zPyMb1az17chcA7t+5WbH8j+tWL42PfdzMocH6NctUWb9x3bIK5X9YOG860UyHD+yoXaOyx9CBQCxv4p66D+jp1LrJ1ctRacmxDJsoNgEIae9eObVsHDolQJWLJCHXZ2R/9/7O+ZmxAFpWesyC2UHhy+dv3RhevWrFnTs2M6ICgIZUQt/rruK/GH+crFw237ldC5M+HwAzIlMsA0XACCPakYO7W7VodOr4PgAw6HOys94U5b8LnR7o0LDOowd3AMCoK5gw3rd+3Zpv42MU0djeyTFkarBJXwyMMKwCwLrwFc5tW0+c4NfGsbGf9whgSJX0iqjfs3NzpZ/KXb10BgAS4l62atF4YuC4hNiXomDmKRf2OSKN34XmMvkBNjHIf8XypdZ/yDTrcFtg6WmvBw3s5jXSlSADQfolC0PaOTZ9ci8agFiMBb26dfD3G6nKxQA4PTUuPS3hyaNbTi0bjPF0T0uN16Riky5LFoskoWjLhmXtnBq9fHYHABRFz5iydOms2rUrHDu2GwCioy82blxzxAjX3NwUUdRhJNvmkmDbPJ3PRjM/dfbPbtM1W9PWUnpq7IK5H9A125W21lciWPYf7zN16gT7LtsqMARIS43v06O953CX4vwUwVToM2Zw186Or2MeAsDUSeP69+mcEP8MQFuxYkHz5g2OH48kRALARmOhQZ9995dLzZrUmR0yadvWtRnpCWP9PAe79y/Izy4qzOvVs8tIjyG6kgKEVEK0MiKtP0rnD/sEWefjWc0ZYEXYIs8RQ3JzMgCAMWTLowHG8o4dm6pX/+nOnWuEynduX27auM7MGRM1Vd64fnmr5g0vXzoDANevnu3Sue2ihTORJhEsFBVm63X5kmho366Fj/fIsKVz3ryJDZkR3K1r+0cPop89ude1c7tWLRpv37J+0/pVLZo27N+nW0bau317tjd1qFenVpWwJfPuP7gtyyYAhjWBfEShwY0Wf03k0tZBnpLitkT79u7s0L7N7VvXAbhCQ1MVC/cFXbFicROHn589uwsAt29data04aL5swhWD0bubNum2aEDOwEgIy3BzaXXkEH99MV5AEgwFSclxiiiIWzx3A5tHadPmfgm5nn0zautmjvMDZ1GMZo3a0b1SuWnTBy/Pjxs8/rV1StXunoxKvblw5HDBnz79d8nBU9YvXrlu3eJACCKFkWRAID3Z/+b68hrttbKrd2iE5IS33iP8Zw6JdjKZYYpUblsDiti7+5dhw12KynOAyAzpga2bFb/9PFIHkkV5KZ5ebi3cWzMYTR9yoRWLRwe3L1x7PDeujUrrwtfsnrlwjYtG371v39bsjA06kSkY7O61Sp+O2q4y4XTBy+cPtinW9te3dpoSokiFRw5tO361ROaUnj7+pnaNSoF+nthreTC2YNdOjSN2LwcwFKUn7R+5byg8R5ILTl5Yn/NGlW2bV93+coZg7GIYEQIb6G0d1rZLZNAU4XVKxc4t2uqL87i/GJcrgAqAD58eEe9uhU3blisqYbNG8M2rF0qCiWrls1v3KDmndtXAOD2jYttHB1Wr1wiWUqSEmKaNKp7YN8usMrPVWDY22tE/z49MlITQqdPaNak9oZ1SyK2r5UshbsjNv34w/fbtq578OAXV5fef/ufL/r3771i2ZLkpDcAlJLP0NpjxmxhASuzJG19Vda6Ipf/W2MREjRhXNiSeWX67HlfD0tLjXHt39FrpGt25pv9ezfXrVW5ZdP6U4P9Xzy5W5CTPKBf54EuXd/GP71/50p42Lz4V48f3rtZp3oFz2Fugrno+ePbIVPHv417bDFk+40ZMnBA1/jYRwCMEIkxFBo6qVy5f65fv+z69Ut9+nT68cev+vTpPHPmJL0+HwATrPCmKkbVUlcWppaJ9O255vdqg8oHunytNzNiVKFEBKbYEhpiWsqr2TPf82vmD8Nfo5liZfz4MZOn+FvRzBRCLNy/CiHT1YvH3fp36d/bedigXqNGDrh35xLBIlAl+taFEUP6uw/sNXr04M6d24SHL1EUIyGiJBm4n+Hjx7dr1azQxKHezp2bLYIxMnJHmzbN/XxGDxk8YJC7y4P7twGIqoqybP5cNP/2sN4lpQoNwACwZlXYKM9hWZkpAIyCddI2159kZiQHThjbs2fHceNG9evdZeb04JysJMbUt3FPx/t6OLdrGThh7OBBLpOCA4qKcvj2lBAFGCouym3btmXtWtWWLJlXUJAVFDRuUnBAZkZyTlbq1ODAGlUqrlm1LPlt/KRA/3/+4//26tl1kLtrR2en77/7qnuPTk+fPaQUC6JJUSwfdZAAZB9C/Fs08wXAKAKA/Xt3tXNytM0GRKoq8MwyAHn3Lt7Tc/CQIf0DAnx6dO84b25IVmYKAGRnpwX4+3bv5rxgwZyRHkNGjhh8/94tGyUpAADTJgUHVCj3rVu/Xm9inp8+dqhrB6eD+3YBwIVTxyuX+66tY7Nfrl+5e/NatYrlG9er4+7SZ8JY73LffV2jepX9+/eYTEaMNVkWFEXiAudPVnqx9Z58vz0SAUBWVtqUyUFTp3AvGAKAKFFVWeBdRdcvX+jdo7PH8EE+oz369e56cH+EInPhOUXIcmDf1nZtHMb7jRztOaiNo8OVi6c01Xzm5OEaVX+sU6PCtEnjliwIaVK/WuUfv184a/LG1YvaNG9Q8fuv5oUE5WckzJkR+O2/vhzo1snPZ+Dsmf5vYu9gtWjPztU1q31Xv+5Po0b269a5xZIF0wz64viY+0MGdG3nWP9Q5FaEdSvDF/yf//mia/c2126eEcQiAKRqZkLKPoDtpwIokbZuXNGtk2NJUWaZCANRpjCQnr283d65UZWq5QYO6DJ1ks/dO1cA4PXLByOHu7q5dJ0c7NO9a+tpk8cX5adjZNmxbW2DetVu37gIwDRVYFQxGQqHuLuO9R5FMLp4/ljVyt+0dvz5bNQhgpWH927UqFGpUqUfndq0CA2ZUrVa5XI/fb9hwxqz2QAAjH2OISJjmFHMqH2aFyl7We2SMFsfEwHAk4LGr1q2gFk75exN8Dgv563XSNcqlb7u1qWVx3CX6lV+/Obr//EdMyL5XaymyvNmT/rhm380d6g/bFDfw5G7NEUuys8K9verVO6bvj2cXfp0Xr96kaE4w1Cc7tK3w4xpY4sK0wFA0wQAfOjQ7ipVfqpQofzAgb179uz47bd/r1q1/IoVC2XZoKpmSmXGFEKkMuJr1dYjI/8KxKWNJ7Y/gla6Tpl1hdpm0aqMcTNuCyVGSgzJSU9nhfp/HM1W6SJmRPX19fT3H1PmgWBrfaGCIha9fnnvzIl9588cTE+P540klFgIFmNePrhy6dSlSyd++eWyxaIH0CiVMBYwNiuKQRRLLlw4fvLkQaOxEIAZDPmXLp7ZsX3T9m0bX7x4zDvWGEOKbJEly5+JZoZKdc1AAGDd6uVeI4dyNNsCUg1h3mOtZWelnjl9JCrq6JWLp/NzUgEQIxZgUlbG2/NRR48eOXDzxuXiojwALApGghUARIiiaeLd6JsnTxwuKswFIK9jn6env6NUI0RNT0l6/uShvqQQkJKZ+m7/7p379+18Ex8T9/rF0SORd+7eUFUBgPIuaoRljOXfroTfgWbK0bxv7852To7Xrl4E3utIVQCkqYIoGgHUnJzU48cjjx7dd/fOjcL8HN6prKrCu6T4qDPHD0TuOht1IiszhX8iniTRFAEAvX79ImLbxgd3bhEsF+Rmxsc8N+gLAbDZWPzs8b242OdEEwWz/uzpY7t3bIm+ebUgN+PMicP79+42GHQADGMNgCmKpCgSfMpH/xNoxgCQm5sZMmNKyAw+49L6fYJVghTGMFAUH/v8+JHIQ5G7nz++j1QLACHWThPFYi68c+virh3rDx+IeHD/Fi/I5Oen79+7de+uTbk5yXk5yaeO7j20LyInI0ETi7ZtXOncttmqsDkAWkFO4pFD2xYvCj58aFN62gvusBwyzbezs8PmDYuOHd528mhEYX4SAE5JfL5t47LjR3ZazAWEiknvXixdNjvy4DZF0QGoqmbGWLRV3d9HM6PKzm1renZ1MuhyymQDEGUKgKCg4jv3zm7esjxy/4bU5JfARIJESuR3iS8PH9x+6MDW82cPFeWn8g6vhLinN65GGfX5AIQQBZgmCYaH936Je/0cgOqLMy9fPPrLrXMYGbEmCKbCO3eubdq0+tKlKLNZd+Pm5QsXo3T6Qh7RE4IJ+b1JtrJbVUY1e5trmctqnwOCABRbpw8C0IKDxq4Ms6O5tIsPIf3zp7eWLJy+e+e6twnPrl4+tWvHuvjYp4wIACgrPf7s6cORe7ffvnHBbCgAqiFFzMtOu3Tu5JEDux7dv6EqOkZMsljw4N7FzPTXlIqUShhbKBUMhrwrV6LWrVtx5cqZlJS4I0f27N27xWwuYkzG2MJNJmxm+R9Ds1Kmd0mx//HX870QA1w6I9z6/wiaXCyYc0VLTsKbB/Pmvm+lr4FVwFCKZmCaj8/IsWO9bD7/is1Smmu/7S1tCEDUVN3/4+29w7SqsrRv5513Zrpn3p6e7plutdus2AISBAREQEwgBnISBEFyBhUkKohkUCSoIKigmEBRUUEFJIPkVEARCgoKKj/hhB1X+P7Y5zwUCLbYflPXueoqqp4qnhP2vddee63fjeApmbDKgXHRNWczG4BQiASzQvS1TsbFm1bKlI3IuRh3xIG7i06dwf6CCo2fjJpd8VwcNb8ybeLjbVucyMlmZiTtOPoYEY5svMx0f0HzudvgUmDWXTmtA2slWBEESSJtTejSha4DlZmNCaX0oqjT/Q5o17rqWi7jywWhSBkbMhtjQxM1fP+CqDmS5rffmlcrjpqZLVjh+gzBurNwiua+AM8rDYMkYpzLikqaGEFGSRIyADKVqXCPanWAmeKMW8aaJrPwYmbW0oWrLETgbMWN0cao2GX870+oF5XmU6dyBg/q9/Tg/uf1hUN8f61iZqsDAhmF1SQJBaEy2lHFNZFL8yGz1jpNJLVOMfrMllkSBszA6DOLQwd+aNn0/r69OsYNdQmt8hCKEIoZS7zUiTYt7+vaucnZMweZBdsS14CnRZEMChxeAzBN7EldguQFYbEfFiudRhTEl5Tm1+dMva9+jZLC3PMfAG1sMsbrlDI7Ro+wKgXKZ1ZgEjIsjG4B+NIvcktVsIFRHpiQUFGUKzMILtLSzMqoUquSriKeI8Z65olFJG1BxXTAf1yaM63/OoMLLiPNpmf3Ti+MfNYan1kTpGNpds04frI0NxIiDJjCCMAdmUKpCIvhKD2o3OOBxmdmZoWQsrqE2aGrQyGKrfWsdTg6E0GZyYEzA2vTWqeYQ62T1qZ+pjSXLXwmEjEDq4y5V7xcQBCIAUFahgV+OlcEp48e2fri2AsctTPSzDbeBgRm07XrE716dY6j5kyTomAKGD3mAHXCQUOcNBOGhAFTSBgg+kQCUQAExviIIVHgQCoO0YQotE4DONN162pCECUTaB2G4a+f0ChTPGdc1Nyy+aPZ2Qfckj+2OInzOSDjfQkV5YPAJwyMThmZyuyUauW75ZiTM9fjjiClSDsMkLXC2hCd7lthdUjoFNxS3IEZkeBRORABkAzCpIrcsC5Dmt2a0Unzgvlv1LzzjtjlxLo3BlEzizLGi54nlEwm7gtHN5E4iET0/k2opOfYKcZExAxrRTpVrJVPZIm0tSLmPWkLUoi0u5KhSGnlM1ulhJRhhpSfaQj8xdJ88sTRPr27D4hsWyG6uWiYLFlFoKON65hXYFRaqzSzscbTMsEYoEkzC4DAWB8hRBKhLAHwjU4hBlqntE46vdi/d1OnJ5o9Pagb2ZQOC2OYeilRCWHJyePb772n0uhRfRKlx5gTjKUEJYQpa0uNKmL2idKAKW0TzMpC2oIH6MfhziWl+Q0nzQWnzl0HtsyayPfDs1LnM5cilBJ5Vqe0SBEKh5UgDNxnLRMAPllfhonM9jKhJLJa+Vp5hCFTgJBWohTBZxLWeonEWSKplAcgmcF5pwFoAOMK0i83p0ExE+28TTPSGfHiiFfjZ9ptuj3VfsTQgUZ5zIpsms9jVvjMPtokmARjyCiYjRRJa1JMgVNVN+kihEYFYEMmhRAqVapUiRBFiCnmlLWliKkM1tlhj7ROAKQQfSLP2hSiB5CO4aK+UqWxv+olExoXyzU7GFZGoyWTa7tXhILIZ/bIJghKiRKnT+2ZOOHpi0gzxhFrnI83PXt2HjDA5ZqNQxg7vyxrUlaVMnoU80+ZFdo0YcAsHbYcyScKjPG0TkdZFXa2taHWSd8vBgit9RFFpGikVWyZ4TblEC+7survRM2gCDQZ6Qo8p04a99jDDx44sNsNb2IDKG1cA8+kHWM6npk0s5aiVIRF7j1HzxwZQhUBzFA5aoQrH3Z8DIz3oMEKo3wCSagJFZhASc8Zx4RBEuNeHmsFkZHKN+ayExpOmjFOaMTSTG4N5EJgEaYQBZGy1ndAGaMCh15CkNYIR6fDeCy5WQdBhmEKUWfiaEQtlWdMyGwtCGMCQGlASOVn0JoWBLHWOjBGWquN0WXqmvHvbQP+lDSfyDnSq2fXjKM2syVQVgtXfotWkRFMikCqMGWNC4GFEkk0PmHGcDNwBESpU4gCKTSRNVEAGEhZamyKOdy7e8MnS97OzdkHJoGYBlvsJY8RFjEVB+kTp3N3PT+qz+pVHyMmjS4wutCqQqOLiDxrSpQsBEwam0IMmASgb9FjFtp4xvqXipqZ9Py5rzS8r3ai+Ez0TbLMFkla9BCTAKVILmoOyXpkhdGeDEvBpI1KIgZGJdHRPyhECLRIgvGZlQgSWvmEjrql0HpgUwi+USnGgDC0NiBSiCoMXJoOEA0iaO0ICpcXMl9Mmstul8kYSFJWmlX3ru1HD38GTBBtA6Lv1JkojTYBNumCfRGUgPURJKIA8BE9F/MSCaQQwcUK0toAo3vtW5tSuthCCVDCIfaNSWpd4rymYgqoJ2VxKpXHHFqbDIICBxSF2BTm0tJ80W3AsMwhKHqBiMUwHYGxOM2cyj25Y8wLF6L0fyzNwGzjqNnE4OcMIz9N6IFOMKSZDZhSKYoOZe04cyobTRrBJwwRQ6fL7hwQBVFoTMqYlMvyaB39lNkq6YkwBVYgaiKLqK0RseHjryTNZMpIs2bm6ZNfeuzhB/e79mjHiUeVoS3HtZbuPejAKyo4cyzwCsF6RqUdhd0pMsa4VLQiCJLWCrenYUzoYucyKzgDVmiRZud+ayOTEYoPJC2lL6QHqOiiD/plSvNXX34WrelAOvCQNW74SX3Ox8gK4eefzS0tyWe2WgdBkHSDymm0EGkHa3b4JwsCSSNpXySF8gwIAyJjDmJBCu0ha4sy7ZcCKiTt+ynXARi3AoLLafziqDn35LG+fXr079fLVTXF91czWaNCBI1WkBXu8bbaSxTnpZMFzvcEwTcqaa0XhsVKpw0GlkKDgaWAWBAJC54ySQsOwusZkwzDQqVKiXwlC2WYh1iEJh/0WcQigMJ0KkfJs2CLtDpLWGpUke+f1qaYKEWUYvYAfZfBEDJpIQAMz2/vKnuLgZmZ1NzXpt1/T82SwtNlpRlQGEghpaQsQCqVsjDw8tEGoH0j04ghU0joW5VEp9EQMiurPUSBKIkkmIAgRBuADQil0UmjkswWwbfGBwi1jjLg1kprFREGgae1RESlpDHyF0XNklhcoFkxsM1Js4+Yjt2e5FOd2w0fMsg6aYaA0csEzhThilRJYa6WKbSB8BMIgihE8oA8QB8gUCYNKIg1oiRSSMJCGtELwkLENHE6kGetTQCkiDzniiJEkTFJoowZSsQFRfR8vwAxHYaFNrKA+altwDKnKYkCOg9iFdA5+IZj86eYUhEPlktzjv8wamTPnyPN2KVL+86d25VJbIfRFAdpUKUMaebg6KGd816fPnhg94b31/ngvTfB+kTCmlTs3qQRhbU+kYziEfC0ThrjIQql0tb6mc0QAKmkZ43ic1RM5DKo9RgX+Uuj5qhR241zdsfRrwAAIABJREFUnvny5BbNHj6YtZcZpfKj12T6Ytm4zrr9e7a99eZrzw7uM2fm5Lzcw24lklkvWyuU9F3w6wDH1oQxBThqobRWWO1zmT4itAKtcAkNV5qDoMw5RKoFUHCxXu2fL80LFsytUb3KF59/wkyEOp4GtI1dd5mVtcH+/Tvffmve04P7vfD88H17tkWXKyaaQtyL5O6RVj5G+HwrlKdtaEAoGyBrA0Joz6AwJC1KYoOskTWxUTYAMm4P0PUB/rxmk0tIc8xrHjigz4D+vQmNs84i1EYGZBW7+lNQzJhOl67+bsXrs18Z2K/bgnmzonU0Bgi+lgkigSQCmTAQWAq19Sz6UicAfCCfOHTwdYC0C7gQPaIUQTFzqTX5Mjwl5Wml8rQ6C1BClDSmAGwRcxopaWyxscXEKWIPKWRWxApQECknzXBOnS+UZgAx+9WJDerWKM4/xdGePjhptugZSGhdfPz4rimTR65Y/iEzoBUECozHGBIEjp2AGID20AaMgkhqlUIboZ8JBRgfdIpZ+unCUyeyQKcRhVbpMo3B590gY4y15uLk5cuWZpnBA1GUIy4rzapzpzbPDuqrwhSzRus7PjVzQOShTaaTeau//XxQ/265OYeYkVExKWPSiB6gJ3XCgs+kAIWxIYAgkkiCOFSmlMgn9pFTwhQYW3rw4LYzZw47zxfENEA6zmB41iZjt6pz/M+fkWs+hwZ1fGeHFbyYNGc4pR5T2mXJTp7YOXbM+S4nGUZwVHAXPTHYq1eX7t07AgR8ricnJAoRPKtKrUl9/91nDzaoeeWfflfhtps6tm+2f+9WJq1VEsCnyEfAZUJCa32tXahSYkzKWh8gJHKUfeGeBmNCQOWiZo7o7MSMWkulhPuiDM/3sqWZ2RWNR7nmOTOnt2vTLCtrDzMaK53Lidt/czVYJSVnpk4dV6nCzVf+zx/vrn3HsqXvOlAsQuDeXgZL70xArBUZWxAXcoKVCNLowG2+oQ2s9sD4RqUZJYKUwgMrHWSL2SBaQievNjbHu6xhYJnRWsXMb739ZvVqlT9btqSM2molfaMD9wxp7S1YMKdGjcrXX3t1xQrlJowfkygtIoJz0Rzp6KZYQejsARWxtiAMCEvKzQoaQyBlQSoTWFLKBkBK2cD9FFlrG5LbMPxFE+rFjmgbcNDAvudeTIZAgwpdQoPZHj+SNaBvjxuuufKvf7m6RdNG36/+mhDA+hGZFnxnI20pFDqlwbfoK52UOokUEIXGekqVGpNwo1TrhJTFaJNoSwhLQ/+UlGfDIA9sEUCpNSWIpcRJ4hTFCGaMDj/OKf/4uPjZgQ1nz5h4b70ayZJ8ZiJ0HCgwRgAFzGF+QXbHJ5tWqnjdZ5++y0yEiqxkzDgfBgQhOZcQ4zNJsAFYnym0MoHgg/WsTjELRPnJRwtHPDeIQKD2rPG19jHadMmsWTMNMWUdxH/m4abVsnlYWVaaAVw4HCBmjPh0965PDBncX3gJZsskGQNmV3fgMYc/bFlVq0aFmtUr5OUeYUarBaGy1jcmiRhY6xnrAUptfKk8AGEhIJLGpA0kmUNjE8aWEKfS3pmBA7t+/PFbzAogEKJIyhLnJoXox0lnHyDN7McGg+JHJ3JR1FFZafbiRyIS6LIW3UQek8fo/LnTJ0/ufOH5i0lz5AMSFRtaZurbp2vPnk8SuVZFAeDFBHHB6B3at6Vdq8Yjhvb9YPHcY0d2gU2DThudApNmFszIHOFfHRgXMdA6ef7AM9Y62cJ4PyfzHJx7JlyQlclRxvtIP3+oZ5TLgBaoQkcCeWPOjLatm+/ft8v910ham5BYA0pmBJCvvfZK8+YPjR0zfM2qFXm52dEWNmV8td3DylFAykYrn899WPcCrXwdbehhzMzmaB/53B9xy1XtzhTAXv4YyMRcBFYx84L5b9S9u9aG9WtcpIOopfTCIEVkiKTvFy9evKBDh5Yvjhmx4uvP9+7Z7gcJZrQRGv/ch1E+klbS873SaLkdvWdyO7cWZXyyNvNTZTKXAgHVP7LW+dH0Y5jpSHZW717dBg3s6xQEXEcGqNjCBhOlBc89O/CJx1vNfX321k1rEsV5zAZtaGSSKczcO2Zy5U0WQ23LOlWzBS+ZzJOiiMiLve6VM3liTjEHWp4lTCIklSgAU8IUjUA8J8oeso9RHcVlSDOCmPny+Hp33VFSdCa6oNEFtEABkZ9MnWrStEG9elWyD+9yT5mVPqMiyOxPGGYmGxAKhIzZEpP1XKkZ2jQz5585PuzZ/hMnPM/MVvvaaZkJy/TC/IPSbGNpvmCjzOVbo2iPOYxd+wSz6dGt09CnB0kvyQxMOnJ3pMClT48e3nl37aq9ejypRJqZtfS19MGGSpeWuX2WWCFppb14oDm+oNCmNFSFzParrz5u2/bRDRu+YWYpS5gj+whmYpbWpuPKDWFtCsD7EXPu76izQ3sTe/FUnZHmqM4NMaQI8x8F5mdO739p3AUo/ciRU1G0To/64gb079m3b1fnFYYYGpOK6zSknz47ffLzzwzsNv+N6a/PnrRh3VfOTx4glGHJ+rVfv//+m7NnTx0+fPC3336hVDr2jwg2bvx20aI3Vq787MiRfadPH00k8gGUVv6+vTvOnDmZfyb3448Wb9q4FkCdPHHsvfcWffnlF76fZialhDEqY718uYM8StdYRVa5XPPMV6a0a9M868DujHgpHRBpCyGRPXx4f69enefMmfbVl5+s/f67VOkZJu10+dTJ7C2b123ZvG7e3NlrVq906QtmS2xOnzr+5ZfLli79IPvw/qNHDyUTRc50I+dYVta+belU/ubNq9as/koEpX6q6Pvvv/32my+TiSJ2TfpWO06mMRrxx+4SP1OaESDqBrzv3nqbN61zMwFYIcKUqwaxNjx5Mrtr1w6TJo35+uvPvlz+aUlJPjM7W4PAT+zZs2337m0ff/TeB+8vzD15lEj7fopIe17p1i3rP/tsSfaRA9nZB87m5yIZZi4oPL3/wM5EsjAra/eSpe8fO36Imbdu3fDxksWFhXmAkujXjppzjz89uP8zTw9wYuHwDmgVW220AC0WzJ0z9JkBixct+PyzT7P27XDOJoSCWZcUnlj//ddbN3331vxZy79caqxPUZaQT+QeXLJ04bp1K/bt+yEn54AICol8KYpO5Ow9k5d98sT+zz9duGv7KuGfOXZ426cfz/9hy3dalzKlwSSInA2rW7cGxAFyiCwwqgn7+TeRmO078+fcW7dmccFpJ4loLUf27QrJzy88+sCDtTt1arF29fK1a1alE0XxFeN0qnj3zq15p46uXbPiyKE9iIJZ+6n8b1d8suTjhdu2fL9x3cpTJw8RqVO5RyeMG12tSvlxY4cHfooZwAiHjDj/Rvzj0nxBc/M5mY5rHjIGBZLZ9urRefiQwSrwmDEjzUQhWY8w2LTum+pVy48bO2L550u3btmkVWC1dOU3Bw9u27lzw9q1K7766hPXyMds8/NPfvjRwsWL39y2be2GjSukLLKQWrf+y/vuq1W+/A2ffrpYa5+ZPa8oO3vPoUO7t2/fcPbs8ZgwJ9yuzI8L4y44zm82OZe3iRMaXizN50Lv2E5QZBxYzuYdnDxx2CWk+bwKDR48qM+gQT3dlIsorE3H6SF98tje6lXKNbq/9sC+T/bt9cSD99f6dMlCQuF7xQvmzSh/28033viXjh1bVqpUrmrV29auXclsmdXSpYuaNn1w4MDuzZo1euSRB+fMmZ5KFVqrFr/3VoN76nTv9uTL0yfVqlm9Xt3ar82ZMaB/n6p3VKlSpVJW1n5ExHilX9Z9+ecPcuvyBueafWn6lPGtmj8abQO6mNrV8LLVyp86Zfw999Tu3r3jqBFPt2jSaNaMSYX5pwnV7h3r2rdrXqVy+dYtm9xVu3qVyuXfX/wOs2GGPXu29+vbo3u3J3t0e7JN66ZPD+6bfXg/M+/ataV1q8c6tGs++9VJDe+7q06tKi9PHffKtAktmj9a/rabN25YAw5tBcZx1OK83mUPA2LLFOWaF7/3zj3163y5fFkcz0Zu6ABa6/TChXMbNKj9+OPNRox4tlXLJr17dd23bxcz5eaeGPPCiOrVqzZ5tFHLFo/deMNfe3Tv7KWKmTlRWjD+pRcGDewzaGDfJzu3b97s4VXffc3Mhw/v69atU5s2zaZPm9D+8VaVK5dv8uhDixbO79en+6233rjgzdeU8lz4/CtGzcVFZ0eOGNq/Xy9mwqjo04AWTFaHXmnBmXatm91b/64BfXsMGdy3W5cOSz5cyKwJ1I4f1nVo1+K2ctd269y2eZMHK1e+deGieUqnmfmL5R+NGvXMc0P6duzQouadt786YwLYMJ06M2fm5BZNG/Xv+2Sfnh3uvbta3VpVX3t1wuD+Xe6849ZOHZqdzNnnvD6ZQ5dMRBbIAlgAS4hAzPZS8IBLzK/8yUeL7q9fu+DMSSeJBMiExAYgBPT3H9hcvUalatXK9+z2eL27qo8dPSKZLGXGkzlHxoweXqnC3xo3bFDl9lu/+epTMEFpydnJE5/v0qn1k0+0aN70wbp1qnz4/pvM/PXyJZUr3nLl//znC6OeLcw/yaRlmMIoq5kR5fMJH5efa77YQsFkSjUyEInY81QxQ+9eXUY+94wKPWaKTEAo4uhbk168aN6V//P7enWqN3rgniq3l//wvYWuXv7blUvr16tZuVK5W27+y0MN6x/Yv4OZs/bv7N2rc8cOrTq0b3ZvgxoNG96Vm3tA68IxY57+/e//rXr1SitWfCalv3fv7p49utSvV7tevZqNGjVYueLzyC427sAmUs5y4VK6fL5wZ9S5rDRncs2S2dXPyahfBCM7sfwzh6dPHf3T0hxFzQMH9urfv5ubeIlcgYtg1tZ4y5YuvOaq33Vq3zRRlMNsOj3RrG3rR44e3uOlSp58os0VV1zRq1eXvLwTCxbM+cMffjt79jSAcOXKT+vXrzF//sxEIm/GjEn//u//MmXKOERhbdCr51P/95+vqFXzjnlzZw/o3/vff/uvbdu0mPnqy527PFm58u2HDmUhQrzM/wVHNKTJrXlj8tysGVMfe/jBnTu2MHNc1GyJNTPlnc65u86dVarctmzZB8zw6ZLFd1ar8O47rzHzvNen//M/XVGxQrkvvvjku+++rl2rWts2zY0Ojx7JerLT4yNHDDlx4uiG9av/+pcru3frnEoVMfOsWdOuuOKKm67/y6vTxw0b0u/G6/58b/1ac2ZOnTB+zPXXXb3quxUAMt4ls0SMSAD2F/TFUgY0wfzB+4vurlPzow/fY2aK9yfd4k5rr3375jff/Nf582cL4a9b+93tFW8dNXIoM+/fv/O+e+v+5+/+48WxI/ft3dG/X88bb/jLwaw9QZAaPuyZ1q2abty45mzeiUcffrDCbTevWbWCmTdvXlvhtnK//3+/HTZk4JRJ4+rUrv67f/+XF8eM/OC9t6tWLv/CqOe8VMmvKM2O0JhIFL3w/IjevboxozHCld8wGmskk/1h47ryt97YuOG9Wft3MdPgAb0aN2pwLHsfMy/9eNFv/+WfalavuHbN11s3rbrtthseeeT+vLzj+/fvfqhhvZmvTEiVFr74wtD/95t/mjxhNDOUFBzv+mS7K6644tGH6s6cOmbIgB6/+T//p3+Pjgvnz2z+2P2PNW6QfWgnMxiTRgxc4SqyQtbA2rK2bJAtXaRC/+9I87Il7z3QoE6+k+Z4lBIZQIGkFiyYUe7Wax5qVO+r5R/37Nqp2u3lt25cy8xrVq+4+s///c9XXNG2VdN5r888m3eCIJw68flHHrpn3doV+WdPde7U8pab/vzpJwuZed+erQ83atCiSaOTJ7KtCQikUUEqWYyoMzSPH338Amn+CbHWCCLSvmg/TTNj315dRw8bql2jVuTP5BKJqqQod8jTfa7+8x/79+n6+acfVqrwt9YtmuadOs7MI4b1veKKK2649qqRzw1cs2pF4Kfyz5x+7tkBHdo1zz997OCBbbdXuLZqlZvyTmUx+0s/nn/bbTfNfWMWMxLZD99/55q/XvXb3/zLEx3avL940cmTR6PwlLTbq4/K/OmSIfPfk2a3nAqJBZMrB4jx3KQYAsaQWRUX5sycMe5i0vyjXHO/ft179epsTLzhC2nmkNkUFuQ82aHZHZVu2rNjHbO2Jj154sjad1b8dsWnzNSjW8dKFW/euXM9My9YMOfqq/8wa9a0gsIT7do1eeyx+7VOMpspU168/fZbVq78jBm19rt07nDtNVcuWjjf80oH9O9dvny5PXt2nTmT2759u/bt26VSCfcu/8EKDQcjJxutCebOmdHksUY7tm9m5ozvmat2WL9u9dVX/XnUqCFBUMIMB/Ztr1m9oqNcf7FscbWqFSZPeomZDx3cW+euGq1aNU2UFsybO7tihXJO6DdvWnvLzTe8/tpMIsvMc9+YeeP1Vw0Z3DuVKF760TtX/s9/vPHay1668KVxz1evVulg1l4XmyBaY0wZU8RfgCyAGCLD8998vX69u1avWsnMFNUCutpSzMraVb78LX37dk0m85n5SHZW3btrdurYzlp55szJtm2at2j+iAh9BDl61LBrr716y+Z1G9avLnfL9e+8PY+ZQ6+kZZOHn2jX6sTxw8y8dvXK2jWqtm7eJP9s3rZN6yqVv6VPjy5BsviHTWsr3HrTorfmAoj/P6LmMS+MfObpAS5qBlBgJaOxMmDQo4c/d/01V371xSfu6X5jzowqFW9Z9M5cZl71zReVK9wwe+ZkZj6cteO2W6/r2KHVgX3bn3m6d9tWj5w8foCZp0998fa/Xfv+u28yQ6o4d1Cfzn+78S+rVyw9m3uo1WMP1KtVbd/2jYVnchrUrTFsSP9UqkDpQMqUq8Zx/bjIFtgCW8sG2NJFzu4nbi4y4wfvzm90f71EcT4zEyACMrEFZSEQMt25c8sG91bftWMdM08c93yNyhW//nwZM2/ZtO7av/zpkYfuS5TkMzOz3r/3h5rVK0yZ+DyAx0zdu7Z9tHG9g1nbmHn9uhWNHqg3dvRzbl1llW916HYjflVp/qnlAoGKgtOoasgwc99e3UcPG6plwMxMDmes3PbV8WP7G95fp13rJsmSM8JPNLyvfuMH7zt2+AAzj33h2T/94d8mjhuZ2cX54N23a1St+PXypcx84vj+ShWu69mtXRgWMPsvvfhs3brVtm5dz8yIZvkXn9z2t5uaPNY4/2wuM7umKkdfYDJGh2BdYdJPJ5p/zNMIytZmEAviWJej2hWX5HFqrgvPHp86+YWLSPO5Co3IZgYGDeo9eHBvimChLpkSMsOJnAMN6t5xz91VCwtzmFnL4qc6t7y7duVdOzZ4ybMN77+7RdOH0umzRqefHz2kYoWbv1y+dOPG7yrcdv24ccOtTjKLXj07NWhQO+vATmY+k5dz3711n+rcQcrw2NGDTR97aEC/Xsz8w9ZNNWpUGz9+nDGKOQKV/SKYpI3PLibPkWHm2TOmlsk1Z+rSkEh9+MGiv/7lyq+/WsaMTOa7lZ9X+Nv106eMZeapk8Y0vL/u+rXfMPOmDatvueXa54YMzDud06rFY+3aNS8oOM3Mb86dXaXKbSu+/szd5sEDet13T63sQzutCYYP7d/ogXqBnzp18kjHJ9p27tzB89zEA3zOrJaJiOiiwwAu8Tk6wEpHnps2deJDje4/kXMkvgKGWCNIsOH3368oX/7m2bOnIwbMvHHjmmpVK/bt3Q3ArFu/qlbNqiOee5qZ8wtOPf54i7tqVT+YtfuF54fVvLPKoUN7mfl4dlbt6lWeHz4EjGDmOa9MrVe7xuqVXzLzu2/Nq1Wt8s6tG8GIWdOnVC5fLvvgPrcg/7Wk2U2rJ08cfW7o02PHjHKyolVAqF1Cg8k+0b71PXVr79u9zV3MyRNeqFzxlmWffsiMM6aPr1a53M5t65j1hrUrbr35mgnjRq1d/fUdlSuOGflskMpnpgF9uzxwT80dm9cw85YN3zxy/12jhvZjxh2bVtWq+rfJ40agTG9Y8021Sre9+/Zcoz1rQynSLt9N8YEMwGAZgOFi0vwTp8nWildfnnhf/VpespiZ0QJaYEYkC6BS3tkG99Xq1esJpUplmOr4eOv6dWrl5hxh5kVvzyt38zUff7DQ/XGt0q9Me+mm6//83cplzFRw5lidu6r079vZ6BQzz3plQq0at3/55SfsyC2RWTPEy8pfMWr+8bQUS3PG0epcHSH37d191IihyklzpNoudcu7d24qd9M18+fOYlYnjx+uVaPqwH69kiVnjfLbtWrc8N5ahw5sd3vsJcV5XZ5oV6VCubyTR5h549oV5W686pWpY5QoYki2admwTZtHc45nu7OaOGHsjTdcM2/uHCbkqK9CIqgISEmRbdvFSk1+ukLD7To4aXYNgTpTCRqbRumoOoDC40f2jhjW/3xpjlqTVVlbRkLVt0/3Z5/JYAoy74yPHd1f766qT3VqmSjOZeacY/tqVi/fs2t73yvctX1j5Qq3DOjTjZlOHMvq3KFNh3Yt0yX5Hy5+6+br//zJ0oXM4lTuwYb31erRtX121k5m2Ll9w53VKk6f+hIzL/lgUb27qi94cw4zL/lo8Y03XPfVV8tTqYRSIpNl/mXFc4QaXDYj4gDw9MkvderQ5lTuMaf7UrqmOAyD1MJ35v/t1ht3bt/irs64MSMqV7z1i2UfMlOfnl0a3V/3zOkjzLR40Zu3V7hx9TfL9+/5oUK560cOHwQ6YOY+PTrXq1Nt25a1zJx/5vgjje7t0bUDgDl8eNcjD9/Xq2cXZv5hy4a7ateYNHGcl04ys9UarGVmayxCZlT8+Fw4LpO44DMyI5EhcCl1fnn6pOZNHy0pKWBGQo2g4g5G8c03n//tb9d9/bULKunlaeNuvematxe8xsxvvTm7ZvWKH3/wDjPv3rn57ruqDu7f81j23oceqN+iWaP8vOPMvHzZx+Vvvv71mS+7tzh0UL8mjR8sLcjzEiUvjBj62EMPKD9ZWnimX8+ujz30wJnc4/FQ/EUT6oXNJi5q5v37dj3VpePYMaPcUI945+j2EmybVk07tG1+4vghZk4nC1s1a/RAg1pnTh8TYemgfl3uu/uORMEJo5Mzpo0rd9Nf16z+avGiN//0xz98/ME7zFhanHtvvdptWz6ak72LWS16e3a9Wrcv++htZvx40RtVy9+0Y9NqFZTMnjGpxh3ld2xdp8JSAGmtgCgnBhQdGddhyuj1+WUPGQroObYcsWEmIVLjxg6vU+eOZKKAnQUPmEwEumfP9urVb3/11cnMvHPHxvr1az3zdD9mDvySUcMG1alZufDMMWbFbIUo7dKxZZ2aFY9k72bmL5a9d+O1//3ylDHMbGSid88utWvXOJ2Xw8xRMpMMkbFWxuPrglwzZab5yzzKxs543imT4cigx8V/khl69OwyfPgQrUJmijHxmhmsDRe+80b5227ctX0Tk/zqi6WVby+3/LOPiaAg70jt6pWfHtALwGUVaP+erQ3urv7oQ/cyBFanJ48fVe6Gq1at/FQHhbnH9t5du9LECaOFTDKDNkHPnl3q1a+9e/cPzGxBRRwiBiKL0c4WEQGfezM/Oqis+4lyR1z4nMlQ/6hQx70+ytgERw7tGP5cn4tI8/negAZBduvaqV/fHmWk2b0PPns2p1OHFo+3fvhUzgHGcOK4EbfccOWyJYuY6YN351/1x989O7A3k3n7zTl1a1Vf8v4iBvnma69c/9c/fvDe3ONHdg/o0/n3//Gbfr06T3xxWN7pIwvefLVu7SrLl33AzGNHDa1/V/WtG9dIP/ny1InXXnP1tGlT3nprvhABxyVEGQjD5cZfGEmze1B4+pTxnZ5oeyo3hwldgYR7dIyRH3+0+Lprr972w0Zmzj60766adwzq39tLJ4sKTj/a+P7GD96TLDp9+uShgX27dn/qcSX9zeu/uenaPz0zsIeXzF/09mvlbry6TYvGQ5/uvX/PDxu+//qeundOnzqemZd/sfSuu2rMeGUqM3+/5ttbbr5+8KB+U6dMyjl+jJAICQGtNgRojQWbqVT7mR/uNrmnnGe+Oq1Vy6YlxfkcOSGY+C4Hq1Z9UanSLW+9NRMxlGFpiyYPNmnc4EROFjNPGjfi1huv/nTJImZYtGBO9Sq3HtizpSA/5647Kz3csN7pEwc3rV9du0a122+9pV+PruvWfHc8+2CLxxr36PwEIxw/crBdiyYd27Zk5pPHs2veUalju1bTJo7LzcmOh/cvXev8KK48dGh/16c6jRw+JNILt5HAxhqfUPTp9VSHNs2OHdnPzB++N7/OnbdPe2kUkT118mDrJg80rF8DREneqcOPNazftXPboqLTY55/7v/95t++WPZh4BU9P/LpP/z+X9u3eXTunCl7d66bMmFk7eq37flhjQmLJo977u47KxSdORqk8p97tm+tGhXHvzhi66Y1yUQBxQ20sfqUxeQTxYmOMlPUBTcOy0gzhiIxduywOnWqlpaeib6Pmb1E+mTphzWqV1665H1mHjKkf+OH7927dwszZx/e2arpA506NCPX9IxB4OW3adHogXtq7N21YfvWtY8+VO+q//nt460af7vik707NzRv+lD9BnW+WP7p5i3rmdltgzNbt3Ysc5SVZrh8Xb5AoC92l2MIPXLIbLv3eHLY8GeVdtVsGe3mMEy89NKoqlVuLSk6VVJ4qnmTBwcP6H765CFm+n7V8jo1q8yd8zIzM/jMdOTw7oceuPvBe2sX5+d8/sm7lcrfcNN1fxr53IBvv/5k+bL3y914zehRz76z8I3jxw8WFZ+uf0/trt07KiVdEW3M8IQyR8YI6RJnd0EVSlSLIuNUjIwz6XHg60Jmp8voylSCI4e3jxx+QV3zxaSZUHXv9mTfPt3P3Y/YmwpArf/+q5o1bhs5bMCwIf0a3l/njTnTZFDMzJPGj77yv393R+W/tWzWuNmjDaeMdgVhAAAgAElEQVROHCeFz2Q+XfLen/7429tvu77JI/d2bN/iD//5H7fe/NdXXx7vpwq7dm7XpWOb4sLTIkwP7Nuja+cOSqat9mdMn/zb3/6mdZvme/ftdB6XSCbtlWoTXpqAddFouow0g+YoAOGXp05o367liZwjLs/rPisdMkP24QPt2rbs2eOpeXPndO7Y7smO7XZt38zM69asqF61wjVX/XHYs/2HPtO3c8fWB/ZuY6YTx7PurFah3E1/feShBs2bNCx/63XXX/Onnl2fyMvN/uC9+W1bPbbq2y+Zed7c2Q3uqbNh/WpmXr9u9dVX/U/9enct+3RpGPrMbIwEYwiJibXS1phfKM2kmHnWzOmtWzUrLSmIvh+zcYl0fv7xwYN7du7c8tVXxz/7dM8nHm++dvVXzDJRfGZQ/17/+i///OQTrWfOmPx46yYvTxnHrKVM9OnZ+U9/+P3DjRq0aflI1Uq33XDt1ffVr7N29coDe7a3avbo1MkvMfOqb76sX6fm1InjmPl07rG7a1evVL7clIkvlhSeKSNA/7A0k2Hm48eze/Z46unB/aNXkgErtfIRBILcsnntww3vHTX8mddnv9L4wfojnxtUWnSKmbes/+auGhVvvemqQX2fGtCrc8fHm2Vn7UAMN2/4rtxNf61ye7kmD9/T6ME61137X1f/+T+nTBh5Jjera+d2Dz94j1GpM6eyendt0+3JFtZ6Iiju07PTVX/6feeOrY8e3muNBpBxl+aPpRkuV5qFTI4bN/Luu+/4kTRbZlq3bnXtWtUGDuj94oujGje+d+HCN5B8Zti6aVXzJg+8+sp4ZsXok/W0LB03ZthfrvzvurWrtmresFKFG//wn//3zmrlv/l6ada+H5o+9sCVV/3XyFFDC4vyAJUxAlFrHV7QB3h+mP+/IM2mR8/Ow0cMUTo4X5oR0Xz88aJy5a59eepL3bq0f7hR/YP7tyFKZpg2ZewjD9Vf8+3nzORwdCeO7e/QtsV//e63jzZu8HCj+rVr3P77//jX+xvUOrh/2+pvPy9/63VVKt+6ZOniIPC/++6rBvfWmTV7OjM5M8Af8++JXOXiRbT4HCHkcqXZySkJjgo/vMMHf7gQpX+ho3b8uU/vboMHnaOVl73KCN7WLd+9/+68D96bv3PbOi1KmW3gFXV/qv0jje97e/6cpR8t3LltowhT7h746eLPP/1gzOhnl3/+YV7u4ddnT5v96qSCsyeYaffOzVl7t2mRApDHjx06fvQgMzLpgoLT6zd8n5OTzQwAElApHRgTBmHKWnmJnNdPSTNYSUayca13PGP6pMfbNs85fpiZnSUSopXKdzXOe/fseOftN8e/9Pw7C944k3dCS4+I5s+bfXftOwb17zF71tR5c1/ds3MLR6yJYN33K0aPGrJ40ZvHj2et/OrTKZPG7t+7jZmyD+3ZvWNTcVGetTIra8+3K5cbI5lt3umcJR8v3vbDJq0lM6NLoxNpqY3SCMhEfHkfPynNkX4JQskssrN3z5v38rRpYxcvnp+dvdcF2ju2bXi48X1t2jT9YPFbkyeN+Xbl51I6NJXIzTn04tiRM2dM3rf3h21b148f98K3K5crJb10yfYfNh47dpCI8s+c3Lhu1Zm8E0xGK3/999++9+5bxcVnL3FTfqE0u0z6way9HZ9oN6B/7/imWwRlrUglixwPb+eOLa/PmfHKtIlrvvvK90vcOunDd+fXql7xpTHPzXx5wltzZ5zKyWIKjUkpUbJs6cK+vTt+sHjuiZy9C9+Z9dqsSflnskuLc75c9t7Obd8zh4mCI9s3r9i3Y23oFSAGJ47t//zT93NPZjumVQyx+nWkWcrk+PGj6tQ5J81xwYBhMkqpr7/6bMgzAydNHLtnz1atXW2sOZ17+LNP3juavYfZGWdIZnEse8/4F0e8NHb4pvXf7Nu9+bVZU95/d14qedaacMmS98a9NHr/gV1uUFuUxgrHCr9YwvB/W5qNEcxE56TZMGNxyen5b84aPnTgmOef27t7s+u2B+Pt2r5+66ZV6VQ+syHwCQMlEz9sXjNh3Mgpk17Yt3vzyq8/eWns8C0bvyMK8/OOzp49dcXKL4RMGyuO5xzeuPn706dzmCHey73g0GVskc9JsxPlKEd/CWk+nzyniMu+wP0dGUkzeYeytj435Hxe8wXSHPOtbd8+3QcP6ls2oRGn7V2rpQyCoiAoymRS8k5nN2hQq2PHNslkATMAhEr6HIHllBAJYxzl2RrjOVeqDJWYSGsVgJXM5PyE3Azm/ncLUukAUGkdWpCXJmD9lDRH3EiMIq/XZ7/S6Yk2J6LltkXSUXVztGtslfSCIKnCpEt1GeWNHDb4oQfrb1j3ndZSKY8ZibQUaQuCGYwOwITMpJWvlGtDslKkjQ4cTwMwU1ttYoQChiJtrMwk0N1uZ9yjcZnSHFknRAmNli2aFMcJDQTl2H5Sptw0rnVCiBLEMJ7k+Msvl9WpU/2l8c8jGiHSbpGeWUgp5RnjEysH3Wc2SgVSppmNQ4li5CEEDl1GEfnaDeZfTZrdW92xfUurlk2ffWZg5Nvm7Bekb61E0s5LTOswmSh0BG1CiQhTJ42tfWel3BOHjQmEX+x6GRB9RM9L5flenlHFzAIxTeQhJKwqDP28VOkJkTqlgzymBJtSI4plUOwSRwCB4wJT1Gp/0efw8qVZpSZOfP7uu6tdVJoRtNG+75UqFZFdEX2HqUEMHKrYQoY7qpRK+n5RBLexPkDg2Ana+EKkjQ2JjLGh0r5DZ2QgLRe7Kf8b0tyzV5cRI4fqC6Q5eg6l1unAL5FhglkRhVKUWpNGCuLNt9CBlREDJUuFKFEygegzBcakHd8O0bfgR7eGtDahH6aMEUiuE9iUxSsT6wxw+aK6/Muk+VysjSGBzywYUwcPbBn67IV4I8VsIoKaM4Nhwwy9e3Xt07sboUJUTj0dUy1mFTluiwDwpCxllt+t+rxChRvHjx/NTNG1Rm10IEU6JriDc3OJ0+cGQWrloyPUkGEGC0qpANFEjeMMiNrzEwBKKR9Rx9+//ITG+Xij2a9O6/B4q2NHDzptAlQ6wigbB2mTIo2owDrAoEIwnTu2btakUX5+LqBiRiCFqAGk1K4fHQCkc7YGUtYKZQIkbWwolae0YyJbIg0R0w7cuSA5urwAjDJc7ovLlWaiCCLOzK/OmNqy+TlpdhqHVroHOm6+UszKgvDDJDPPX/D6PQ3qfPb5EmYmNlJ5SFqbgMgAugU7oCPtMSgdKOUjGW0CpXwiCyiNDZGUVF4QJpEUoASU2gSX2Vj/96V59+7t7dq2HDF8iLuMESKKDEX97prOPQ/gmHmF+ad79+jcoulDaDIuEAowrXSxFIWEaeYAbcKJMnM68PJ87zRTKdgighJU+agKRHDWT58l8JlDq5JeutAYH8GBsPUlnsPMUP+50qx0evLkMXXrOmm256TtXCWVSwcbpVJapxzg1FUFGOMzK6XSSqWs9ZEcRUAxKySFGEqZNMYj1hZCC4IJhEgnU0XWilCkzHkn8mNdtmXez/+GNLurh6QYtSPZIobMxmqPwAedstbTjjfNytHTjEkB+BY8171srVemJ0MCeNqkXNth9MyQs4YyrlcWSZ4vyucOLhPzOm39xVFz9Isg0HigU0wB2mTW/s0/U5qxV8+nevV8KubEn5NmN7yRPT8s0iZl0QP0mc2OXRsmTHx+9ZqvmZWFAEhI5flBwsEkARWANDa0VhgbugFjjHBIIyIbY1zQcbuNUUr6GJtjkSOForZW/gJpdlUKhIasYlfDMHVCq+aPZh8+EBfzK61dU4ZxGDlmI0TaGJ9IWO0pkXz15YmzZ05BFEQAqKUOhPItKGVCQK1MKHVgUQnpW1SAWlthUVlUBqXDaSobACppfLcLjGSQjLYCySAbi0qDcL97+UxUuCBqbtWyaSah4bjSiNLRWaVMOJILQGhBGZDM/OHHi4ePHHrkyCFmQjbuvQFpIqtMmEgVayuE8oX0NITIWpvQgLAoHXzOVR867JxFGcgUohbaw8jMBS9TnX9Kmg8fPvBUl47DnnsmuuNRNRJYMAY0oDWgLWqM9j8tIhYWnH79tVfnzZsTYQLZIgqlSgFTRB5BqRL5AKWEKaIUUYIwCbbYqnzGEuYEQyHbAuYUoU8UunDE2kDKZBCUWpthGJV9FKMv4pirrN79HWmeMmVsvXrVS0ryykqzqzJCUNYIsCIME2GYQJTWppVKIilnGBbxAsllwBWgtCCYjdaBEGltAkRFbJg1olQyHQYpRG2NG5LKRKvVH4+pH0vzZcn0z5bmnl1GjhpqzpfmmPgsAQJGwawIQwRfiVItSsGm46ZngRQA+e6z6/BGDIhDIB/A1yaFGCidRlRaCVeP6xxpEeJqtvNBH2U4eSKjyBccl5JmJIEcIIVIAkm6EynzekUOAUgho5d9aNuF24DnSTOqWJqpZ48uXZ/qaHTgmPEc7yoSSakTxjo3KalMMpQliIE2SaVT5N4QCmND96AYG7rrq3QMOGbDbIT0LEhAhaSsVVrJDCuSIsMOHac1rDWC2TiFtSbmZ2bspcnEu+SXjJqZLZNlMI6h8cq0ia1bNc3OPsBMBkScWjEZzCuzcQYZDkPObGRY6qcLAUJApa1wO5OAmthqKwA1kjFWIhtiq3ToXkNkNQhtQwsSWTv9QtaRBMe5FANCWwEU/TUL2pXsUIT6tH+vLsUtNh0lPco1FxedjSYeKwEkkTLGc5wpYxJEIaAMpecyKlIFyoTM6OYJQB2ItItDE6lii8pNIczWoLAk0XXws3b/BFAmXig4dS7DLHUzrkaMxidFaL3MOwdmiFOc8BPS7HLNuSePDejf+5mnB5TdckCwFgwxEpNFg4QWFKBkBmulBelAIu5Rd7hIgLSxpUQppiRTSskCLQsQk2CLEUqIEkYVWJ3PVMxQyFBImABIGhslhYzxpEwiirj2S2XWeVGZM5nMQsqCCykc25YuLc1gjPfyy+Pr1aueSJxltpmaX0Ithef6a9wgtTZwUTORgJhLJWQaSTEZqTwLgkgjqZgQbbUOtInGlNbpMEwwW9eYRyhjKKhjRrqJLVP0Blxm/yq2avv5Gv1zpbl3n26jRg+7UJrJQXhEzBlXYNIqKEbn6hLzKIxNG5sG9AF9ZkEcIgVKJ525n9QJbdy9s8xgjALr1h+AqFxfCaJzw1JEgUNTMIeI6Z+Q5ovr8k9Ks7uMRIpQkDM94OD40V1jnh98cWku49ljmalH984d2rcO/IT7Kxx3oxAJbZJSlQD5gAFxaNFzsbMF34CvjWchAJRaB8aEbvaOPPfI2EgHjdIBRA7qRghfyNCVSTjjOHJ5hsjcSFsTunQPgBRhSogUgATHrWcwJlTS+zvSTIbJMlonzbNmTH3i8VaHD+935ZMuzeSiDLf3lWm+JAjRekQhU8gk3ApAmdBYZVFJHRiQxNZYaUACaksaOUrOSB1IFQJqi0qZAEgBKQOhBRmqtAFhQLqEmrSBq15SJnD0OySIXX/QWmOtIYJLE+idSCkEwcyvzZnRqmXT03kn3QxHzqAEzsUCSpUak1IqrXRgQWsrLChia0kBaSAtVRCItNIhktVWuPkGSFuUBgWQQtYZLQZSUvsWJLFxP0LWQnvERtsQQBFZrUNXP2ut0CqwVhLGg580sXXDA0C6ZPFFD1fXnJ9/esTwIU8P7h+dtetiJVBaOnXWVtmIqgqA2mUSOfbTAZBSesb4xiQdM5cwwZyWosDoYsIE2BKwxWAKZHBKBafJFjIVERSSLSZ2NFFBJK0NYrxt9LW1IaK2VromDhVxBy2Rlsp3J6u1RAREpOgDiYDYEmuX5wUMZ82aUrdutVSqwA0BZtemqynT+siGyDEohHs/QZjMPpp19NhBQGVBuPyJczUDkBYEoAJU1goHJUeUsdNQSCSlTCZTBUQKQMYdKJrQOOMbl8F3ARCSYrbWCqV9B4mNzdovT5pdnRWxwRhNRxwyQ/8BvUY/P1xp13KSuSzGxbMAAZME4zOGViXRekQBgI8UAgZBWByKkoi4TSGg77TbgmfJA/RDUSJVoqDgZOgnmcnxvt2USaQBFICQMmVsgBhI6axkfGMS1qYvGTVnCtvo/IxH5A148W1AZ+oWl3AIZi/n2O6xL1xoQHVRacb+/Xr27tXVuYS5CTPawSRhTJrIRw6kKnV5HKkTSIGFQMik0mljAmU8rQNEpZSPpIwNjYnQboiS2SjlIypCnVnzElprlVKhBcf1V1oHDu1mTEiRuBhmECLtdtiU9MBKC1JHj/4lpJkMgWKr2LqVEc98ZUqblk32792RWaZF6VGIkrAAodae0WlCASaN4CP4aH1Ap85aKB9JIxmp/UxNqAVpQUrlu9RnKL0gTAEoC8qR7Yi0MYFFoU3ghwmlfSSFJIGkm3uU9owJLUqLmshClDlFRGOMVErEeI0fHyZKhzG/8frMli2anDqVw5FFrNEqcBEBYkAUKJXQOkEkLQilQ2OF0kG0jeb4yzoA1EGYcoARF8sbK4wVyNrZl0jtaxNYkNqGbpgBSm1CIGlABCKldCCVr1UARlrt3K2kkr41ksk4O5uIhQ8ajbRGACijxaVyVk6az549NXTI4MGD+mUyOQQa0SBbixrZGqswYmpLrUOpAkTtLKkIldU+gVQqZUwispuDhDHFRGmjixESYEuNKiQoYZdlFmfIFDCXMiaiPTcUxvpKpRyZDCDQ2gMIrQmsuxQolUxLkdImtCCcsZkxIl4GMQC42DmSZrJxGYC1ELzyyoTatSuXlOS56eSc273zZgPpGjsBIj9AIn3gwM627Zp3694pFElmY2zArAAEotQm8kCwIEKR0tpDkoBughEAATOePHH47bdelyJlte8UB6xkskaHYBWCslbGw1+7JIkxwm0tZLxRfh1p7t9z1OhhUvkuasZ4V9mJnbO1NCptZBKth9ZnCJRKAPgWfG1S7gD0AH1j00onpUwAeIC+VKXMoQVvzJhhO3duZWZmA0YgKgBpjXOb04hChKXOaxFs2qgEUWBsCjFk+pWkOcaNMSsmwRQwpXOO7R439tmfJc0D+vfq07sbuFX5+dKsVBIgbW06TpwBUmhNSus0oohvAzjf0njXwq3H2RkgQfQykwEEQ7TN7T6QyRBkbHEz6TmbqfFEE8bfjJbMl8hplMk1G8lGZhq1mzd9eNfOrfHaTWesp9zOO2LonlpmYpaMAZg0Wi/+jmWOixO57JadWwR4XroUScWvZGYSwosuuIvgrMg4cMcnSM6yj6JFBmZeDygBlDahseKcrcl5h4kjCyfNs5o2efj4scNOvAh1nLGRzkXM9/M5gkczM1sQ2gRlLqD7gph0KFLx756jaTvfAHfftA7iH7mQipkZrHDJTYhsreO+MtBWBgSaoh4fZgYCzQwMGhxw+dIedE6a8/JOPvvMwEED+2ZaTgC0mxq1Cd2OLpIu+ywhSqs9gjCGFxtmqXTCD84yOxVwRGbPmiKwCWYHd09H3VyUYFvCHDAzklA6LVUK0N2+zENrAAKt08YEhC6gYYCASCsdIKogTLlSHMSy6WYqI82GGZDErFlT6tSpGic04so851IWWc9EgaQLnJnx2LGs0aOHvPbay0IkAEJEEd3B6OlSsX+SiZlnmjBAV6tAcsWXnwz6/9p7y+i6jizvO++z3nnmnZnu6Z6mdOKkk9ixHdsxxRhjzMwgC68uSldoZmZm5pgtW2ShLWZmsGxLtph1+R6u2u+HOucKLDlJd2bWfOi7anl5XR0dHaj61a5de/+3t8ZqasYCRZJaQXQ8CoAELLCcmAMC0kDmLFY9AE8WxL8imr28Ndu2byJoJpM9qU6JBEoQLBSlY2gDGZICbwKgeNbAizt7nOQdphAy87xBSiM0EocGy+oB6NevCxwclqSkxAJggbdingJEYySprtMGjjECiK9PqttNExOtG41TCbW/GM2Y+B5pqf6hubqy6PDBLT8Lze5uCpmLPU0ZyYqsg5uYlB6gDfq60BC/3bs23L55obb6lSCYMbICpgryMyIjAluaa8gQBcw1NdRcvXz6wP5t8bFhPGcCZAVkefO6qKgwq6WpJiwk4MG9WyZjK8dY/B7dfXDvlr6tkUAZ85bXpfllJXmRYYFXLp+tqXwNwEvPUSgpzA54+vBVWYGhtb6q8pUgRmt1j2ai1wySvNGl86cWLZidk50GgBFmMGYERAGwSKqbx/OmoqLM61fP+j261VhfLmlg87U1b6KjwyorXwEAEsUDUUZG4oULJ4MCHhmMTQSODGV4/bqIshrKXxXfv3vrZUkBAJQU5Po/edhYX83RJp42A0BDTUVudkpkeMD9u1dzs5IYSo8QDZgGgPLyl0+ePiwuztfrW2rrKhHmMOY/gGZJa5sFgEsXz86fN6vsZZEtYZ/YXwhRUgw8lJRkXrly5u79G5XvyiSsYwCmualGp2swGppMplarRcdxZoxok6nF/8n9k6cOhYcFtrU2ENu8prriVVmR0dCSlBAdFOhnNeuQQEdEBD95ct+ga2JJvVTM5man11SWR0WGRoQFm/QtmOc4ygSAEU8X5ufERkWUvyqxmPX61kZScby7rb9O24C1Ne/WrfXpjGaGzBYsZxUwC5gzm9qeBT25fPFsVkaSxdjC0QaEaAC6qqLk1cs8htZhwcwyeopqBbAmJUacO7M/KOBHo7FO4K0AZrO+uuZdocVY++pldvTzp7qm18C1lL/KiXweWN9QyXAkOFIoKMx886Y4PDwgLi7caGwEoFnWRNTrX5Xlx7x41txYpdc3WykDAKnaLiDEsyzTgc4YAGGwoZkHYK9dOztp0kiDodEWryaqQgIvhioJTFXV69raN4SSABQgq66tVq+rQ4hCyALI2tjw9nlEYFxMWFtLDWAKY5qh9RxjrK8rf1tRzLMGAFpgDYi35mQmOjss27ltvcXYTK6nrbWBZy01lW/MhhaMWI4yA0BVVfmzZ/6FxTktrfV19ZUCoinahIHl+f9mNCMaEGsrcm82NL16mV9b8wawVWANnFTj4lVZbkZ6rFFXB4AFwQTYQllbMjPiqypfcoyeSMG9LM12dlyycsW8vOxkcj2IM9PmlqaGd1Xvyoz6BoY2IoEC4EtLcqIig1qbq1ubqy2mZpb0nx7dyn83mhmpGBXV2PDq9Mk9PwfN2E0jd3ayo6wGW3AlRsQZbwVMGfQ1B/dtWeOtWrJwRr8+n/r7/QiAzMamq5dOK13t58yc7OEmr658CwA1lW/Wr/FQua5asXTO2FHfFuamAKLjokNmTf9h17aNhw/snDlt/LcD+mzdtO761Qvjxnw3fMiAoIDHGPFGfcu1y2cmT/h+zszJ8+dM7denl7vapfpdGSCO58wXzh1bv8Zj0zovtcJx4zqvIP+HgsD1hOb2JaGYqw1XLp5ZunhebjZZ15CwE4oXLBxvIWM4KOiBWu3o4eY8dtS3F84dpqgmAOZ5xNNtm3y0Gpmri11qchypcBgS7LfG193LQzl25OAH925wnLmsNH/blrU+XqpD+3d4aRV9v/pstYdbQswLR7tlQwb227l1I88ytNUYHPB41bIFk8aN0KqdpkwaNXXSyJSk52RejIkK9/X10Hqo3LUqucL5wsUznEAB8Cxn7dFqxqyUdARXLp+bN3emhGaB+Oh5ziIIVrO5GYDOykr08VGolPbjxg7bs2uT2dAIAHW1FSeO7VvtrT60f4dCtmrTBh9dSy0AGHUNmzb4bN+ydvHCWdN+GJeRngQgxEZHzJ8zfdN63+tXzk+dPO770cMP7tvp9/DOkkVzvx3YN8j/EcZsQ331wf27xo4atmThHPuVS74bOvD82RMUZRF4pq214frVC+5q143rvNUKp22b12VnJAucFSMGuquL2OE9Ql1t5Yb1q9eu8ZZMQh4LjCAJ9LCMpa25/vDB3b6e6kXzZ8yZOTkqMhjzLM+ZX0QGrl/tplU5bl7n0dLwTuCtFNV2/86VLRu95LLlY0YNCAt9DABvywt2b1+9c6v3j9fPuDouHjP8620b3J+HPFy1Ys53IwccPbGf5cx19ZUnTh6cMXPSwoUzFyyYPm7csPPnj1osLQC8rqX69vVzCtkKjdLe0X7Jnt3bCotyyIqHWM02b4YNzR0jOgDY69fPTZw4QoxrxiKapRkL63XNV6+c9/Vxc3BYtn37hneVpXpd7dVLJ/fs3FBT+RILFowsjx/c0Gqc1/ioly2auW2zb0tzFQCrb615+ujWxrValavdpvWeudlJgLmCnKTZMyZ8/KffKmSrcjISDbrG8JAAhczB18tt6uRxt65f4lgTADyPDPf00Hh4qHzXeLi42h89dgBjgWZMHG/9GY7mX4JmL83WbRvbHRogbmBizPC8pbm5+uql0+tWa2WOy7ZvWV1d+RJjDpD17u1Lvl5Kh5UL1vioS4qzMear35UePrDd20Oukq/avtnXqK+3mps3b/D67b/9y4hh3wQ9vUtZm2uq3xzav33jWq3S1W7a5FFP/W4DgK6t4eLZY17ucrmL3aL5Mzw0spyMRCDLoA/PQH+f1Sz6mum2lreXLhz+WVazh1alUrpwtoxJCc0ALMcY7tw6P2nc8MTYsLqaNzLHpVHPg7BA7d+12WHF4tgXoUcP7hz49Rf3f7yBePbS2ZPjRg8tKczISouZOXVsYW4SAB/of+fzT//Ut3evY4d2Htq39ZO//P7zv/75x+sXD+/bOXLowIf3bgJAa1OVQrbqX/7PR84Oy19EBO7esfGzT/7wIiIIAB7cvb5g7rSH927UVL9TyFb16/NZSJAfWR1/CM3AgyB6Y69dOrty+SLi0ABgEKYAGB5ZSBB3cXH2jBnjDx/ZWV9X7eulPHNqP8/TUS8C5LJl/n63g57eHTqoz6YNXgCQmhQ1ddLoJw9vvS0vWr50ToDfHUGg3r4pnPD9sP/8j39xdVp2+/r5udN/+M/f/maDj+fpIwenTy/WBIsAACAASURBVBzno1UDYM5qOn5g72/+5aOJY4anxkc+unPlkz/+9vqFkwA4IzVm0YJZe3Zvf/26bO++nb0++/jkqaOkK/M83QO2SP8gvRyuXrmwYP5sG5oxYqVqLIzV2traWm1vv2DTJs/amtf2K+ZvXu9FU+a62nervVSzp08ICXzw5OGtSeO+m/j9cJOujqVNl84dWzB3aklxVn52qpPdspSkWAC4df3Sf/7b//3bp385fmjv/l3bvv7ys2/79zl/6tilcycHfP3lo/u3MebLy4pHfzf4o48+2rxhdUZ68qzpk6dM+r6kOBcALl88s2DO9MjwoLyc9JXLFg7s3/tVaT4SWBBTVz5kNdfXV2/ZvJ6IgoqvGHOIpwCzLGPCiLl84fTcGT/ExYTHRoe6rFoc7H8fAIL97sgdF78Ie3Lp9KE+vf7o/+g2L1hjY8Nmz5j05OHNV6U5C+ZOefr4FgDOTIseO3Lw7/7z353tF5w8smPWlLG//df/Z42n7PiRHQMH995/aCfDm19XFA0d9s1HH33k7atOSUmcNn382LFDioozAfCFM4cXzJ3yLOhBQnz4lMmjhw8blJObLggsacQtIIkLdotm/tatixMmfNfSUiN6/LAY8kG69J0fr6+yW3r/3s0TJw/PnTv1RVTwy5c548YOXjB7EmVtYZm2QP+7UyaOOHNiX9nLnJDA+9+PGnT18gkkmJ4+vrVq+dxL545cuXBs8YJpt2+cB4C35UV2y+cNH9L3ycPbdbVVzQ3vliyc9a//70eD+vf21qqz0pMQ4vNyMh1XLd+ze3tpafGu3Vt//1//sXXbBgDAmDUYW36GyfwL0Ozhodq8ZZ2FIs5SXkIzB4DM5pZbty6tWrEwJir08sUT82ZPLinOAoDH96/LHJf6P7lz6vi+zz/5/eH92wAxF88dXTD3h+z0uKMHd8yaPl7fVsvSutMn9n/y598d3r+9oryUZdqeBd39pu+nH3300djRgw4f2Fpamk1bDbduXJw6+fvggEeJcc8njR/117/8Lj8nHT6sofGPWM0kvgCo1uaKi+cPdUEz25OvWeumIL5m6OBrBoCaypdTJ43YutGbsrQAsO/eFFqt+hfhT8ePHvLj9Qs8pXd1XDVq2ODCnPTivIw50yft2roegObYtuyMGIZqwYIpwO/msG+/8nJ30esafrx5vl/vXju3bKCt5lNH948dMbggOxWA07fVb1zn1bd3r7KSXAB4eO/G4IF9YqNCTYaW6VPGbdngw7E0AOzctn7yhFEvS/KkLv6hCFlbXPO1y+fs7ZYW5GUAcAKyUrQei1zjDYbGffu2LV8+t7yiEACqKkpaWqoa6t+uspu3bo0akOnGldPfDel79eIJQ1vD9k0+82ZNMpuaAOjSwgzK0gJA19e8mjx+5A/jR5UUZeZkJk4cM2LOzOmvSkujQoInjh7x49VLAAJPW69fPPNt3y9iI58BcK9Lsvp99cWZ44dAoLzcnJcunlNVVQ4At25fGzV6eHjEMzLx9GAyk+mHxWJNX7hy+fz8ebNelhaSErSAOTFDj7cIgvXmzQsjRw6IiQkBgILclIqyPADIyogbP2aIh8YZAF6X5c2eNm7XtrVIMBfkJI8dOfDej5eIcm5FWaGhpQEA7t+5MeDrr9yVspamxkd3b33+1z/t2bGlraXxyYM7wwb2f1VSAAANNe+mTx6/dOGc2qpyAPBwU8ydNbWi/GVeTuasaZN279gMAEZ904a13pPGjyFFbHF7vVrb9mZXNDc21m7ftmn9Ot92NAOPBJqlDQJvrq58NXXy2EN7t/OMgaXaat6VGA3N+TkpLivmH9mzCVj9mSO7hg/4Mj0hQt9W4+y4TOlq31BXAcBlpsU2NLwFEHIyY0d/N3DQN72TE8OzM2J/+H7YnKnjSvKSMlKjRo3+9se71xDQekPjxEmj586bVln1EgAcHZeMGTu4qDCjMC9t/pwfdm5dAwCtLdUy5xVTp0xobqknr08QWKKeiJAg+d9R53sUAODRo1tTpnyv09WL4SvIltUiAMCG9b4jvhsUGx0mcKbC/LTW1urC/JR5syZ4ahwBoK6qdMaU0XbLZpl1NQDQVPd6zIhvNqxWC7zh0IGtwwd/FRp0Dzh9cX7Ku7clAKip4e36NW7LFs9EghkAmhoqJ40f+enHvw96+oChRa1tbw+Vo8OKxoZqALhw8XTvPp8/9X8IgKREKk7CVrfw6nhr76OZ7YJmd61iw8Y1JlMbATcWs6hYANzaWrN+neeEccNzs5IAWfKyk9qaq5oa3s2f88OxQzsBrHt2bujzxV8e3r0KgnnTOo/xYwbXVr5kaF1q4nPMmwTedOHM4SkTRxTmJAMAAPMs6M7Xvf86etSQF5FPASgASE+Jnjltwro1ngDAMua1vp7jx46oqSoHgJ+efrqgGXWTctKeWCiGvTGAKUBmAEtTw5tzZ/Z3QrM4dNtrA7IAPMdZtFr5hg3eGCOQBFZISDwAHxUZ9Pmnf4mJCgJgAEh6FXh7yD7+87+vWjl35bI582dPCQ54CEBfPHt08MDemelx0hYEC8DxrH6Nj2rOzAlF+WkAsNpbNXvGhLLSXIY2uDqvmDF1XEtjJQCqele2fMlc+5WLOMYIwO3Ytn782OF52SkhQY+GDPr6wZ1rAGDQNTo7LFu+ZC5t1YG0H9iT1SwqHGEBAA7t2+lgt7Sh7h0Ah7GV582CKAHFlZRkf//9sCNHdhkM9dKGGDx9crtf308nTRrh46WwWz7v9In9Bn1jXk7SmJGDjh3ehcQKOgJGFgAqLjpk7KjBt66dA4AL546O/m5QsP9DALh07uSQgV/HvQgDAKO+ef0aj8njRura6gHA7+Htb/r87f6da8V5aZPGjTiwbwd5Nbt2bx0/YczrN6UAWBCTBXibAdWhER0cEpEtBs8RRQtArKhthBiMeJOpdeGCGY6Oy2pqyiU0sICYlqaqDWs8Jo0feWDvTmfHZQP7fxEc8JClDdcunxk8sPfrl3kAQMhIXOG7d2yaN2tKYV46AF6/2mPi9yP0rfVWi27H1vXLFs9tbaoBgFcled8N7n/10hkkMBxjWbxgtrPDSrO+9cjBvSOGDop5Hg4Ahfk5C+fOWuPtCRhhJGAkcDSNEZI2Dm0awbYxAG8ryry93DdtJEGgCCNx3UCqQV+/dmHkd4MiQv2lrFQAEM6e3PtNn796qB3Uritm/DDq0b3LAtOamhg5oG+ve7cvYcEk5hoIJgDh6eOb0yaPvHrhCADcun56yIDP46ICABmPH9k5oN8XKSlxAKiwMKd//943b14E4C2mljmzJi2YN7Wpvvzk8V1jRw9KiAsFgIL8lBnTxvt4a0nhR+JopiirIHCCwKKuhWxEHR+Ws549e3zGzMlGUytBMxJoLNBi0BgIIcGPvvn6yz5f9Hp8/yoIBgAIC300efzwu7cvAXBB/ve+/OyPd29fAmwF4LMz4/v3+XzPzg2ArdmZ8WNGDvny8143rp5mKR2x3zPT4mZPn7h39xYAjmjaDPrmq9XeGsoslqcpLswaM3LI1i0krgsdOLhr3PiRr98UA/BkiYlEOdb2gPQO7+sDqx8pZBuziAhjAgsgKJXOGzeuZWgLgIARDYK4SwZACYLxWdD9vn0+Hjdm8KP71wXOCFi4cPbYV3/72H7lIrXCYdyYoWdOHrRaDADCo3s3vv7yk8kTRwX63ydXYrG0OtkvWbZ49ts3ReRSz505MHDA51cvn5Bc9sLZU4f79fkyJTkaAOpqypctnqOSO+pb6wAQxgSvjBjGLsVct4vVdbpfknXMANBEMtR2DBLTzVhBlAMlmifWqorCPTu7lG0FBFggKTE2NLOswc3NZcsW0vs7al+B2dS2a/u6MaMGvXmVDYBoqqmh7lX56/w5s8ZPnzo6MtwvMy26rDQLMG8w1K32UfwwabhBXwMg8KzBqK8HYChz84K5U709FC1NlQ11FYvmT1vrq0GIzsyI+2HiSG9POc+bMEYpiVGjR3x79NBujGlda92i+TN8vdQNtRUb1np+P3poanIMAKSmxMyYOn7rJl+QAv67RzOxnXkGBBG1u7Zvsl+xuK2lDoDD2IKxheOMABTPGxMTI/v3/zwyMgCAB2B0ujqEuI0bvYcN63f+/NHM9LjKtyUMbQJsvXr51Ihh/VMSn4NgxthaV/Oa44wYWfbs2rhi6ZyC/DQA8PVSzpw2vqryldnU6uOpXjR/htXUIgh8TU35wnnTtRqZ1dQCwG3Z6Ltg7rS87OT7d659N3zA3TvXAaCpqcbJ2W7FysUMY8GYI6nkPaIZkyhUBgDOnztpt3JJc1NtR7OL/FZ+Xua3g/odObyPYcwAYNQ3WsytBHkP792YM3Py0UO7li6aM2zwgMa6t411b7Ua2eKFs5oaKgHAam61mlsB0zxvtVu+QOlqj3jLm1eF06eMc3WxA4C87GSZ04od29YztAEQ/Tw8cMigr4MDHgNATXXF2FHD9uzcypgNdsuXTZk4ob62EgDiol9Mmzzx4tkzHGVFHAdIQAIvRsGIaEa23TDiSX/9usjdTdEJzZiXQjB5Xx/tnDlTCwszAYBj9Cyt07dVeXvKhnz7xZlT+8JDHr6tKBB4HUM3Hzu0bVD/z/Ky4gF4ntUJrA4jMwC3e9vqJQumFBUkAwhbNnh9P2qI2VRr0Fev9VH+MHG0rrUBITbgyYMB/b8MD/UHgJzM5KHffr1/z2azsd7VZcm8ORNra14C4KDAuyOGDzxz+gRCPMaIBD4ixGNM8oy6kIvYU4hmjIePHJgxc4rJrBPTLhCpw8QgZDUbGylTo//jm9/0/lu/L/8aHnQHY/74kR0jh/cryEtl6LZjh3f379MrMy0WgOdZ46P71/t//dmj+9cxpjDmop4/GzNy8Md/+s3Vy6cJmsOePRk7akhCbATmrRxtjH7+rG/vXnHRYYBFWt24em74kP53f7wCADW1b1xkK+0dlhhNzaLiBLblCnUZcVwHU+n9pY9td4QD4CQ0cwCC0tVp68Z1vBi/T9b7FgAzQkYs6Glr4+2bZ74b9vXA/n97ERmIBXrxgpmDvvnq2uUziXGRJUXZDG0g/cTY1nD5wqnPP/3j6BHfZqTGAQiNdW+n/fD99i1rDfoGYpGsXa1aunhaYV4y6Wa6tlqtxmXMyKF11W8AICM1bvDAPseO7KUoPQAvOSjon4dmJM09ndCMJDSTFAHxAKAB6MrXeTs3dZXS7xbNRjc32ebNq99Hs1Hf4uul7v91r4zUGLO57dTxfU8f30qKj5gwbvj2rasBKMybCnJTXpXm1la9dLJfPGPq9wZdbXXly0vnjkaGPeVYQ/mr/IH9v7p8/jhCfEJc2PixQy+dPwYAoSF+k8Z/5+yw5FngA6Ou/lngo769ez1+cAvzlvTU2MED+/g/voMFq9zFbsHcaSXFORZT69rV2q/+9vG61dqsjKS2tsb3gNUtmnkAvHvH5lXLFzU1VAKwtoROAJph2p4+vfvJJ3+KiQnjOGN8fPjNm+fLyvLkcrvly+fW1LwCYCorikuLszC23rh6pm/vTxLjws2G+vDQJxfPHdXr6wWeXr5k9qb1nrqWmqaGd8sWz/TxVGKM3rwqXLxgxuQJo4IDHmamJeTlpA79tq+nu9xqaauufLV4wYxTxw/wrOnQ/h0DB3wVFORntVoPHtzT5+u/Ocvs09KSjKY2ATGoZ4kDTNJtBZpYzfarljU11RJzAGGWYcykrzyPDOn16ccH9u82GVvLSgtuXD1HRPJqqsuvXjodHPCw4k2xg93iebOntDVXV7wumjJx9A8TR9dUvzHoGi6cPZadngCAykpzx40ZdmDvNgAIDHg4esS3Z04eAoCUxKih3/b19lA+enDLpG/Yu2vztwN6JydEA/CXzp9aOHfG87Bgq1G3bNH8KRPHv3tTVvX2tadGPbBfv9vXrwUH+PMciziWtpjFegI9oPnNm2Ktu3LjhjW23gtiXB0SBHrpkvnjx4/My0+3Wk2Xzh97Hv7kbXnekkVT5bKlDK0HbK6tLCotSjYZa7ds8Pjysz/kZycwVKv/45uRoY8txnqebnO0m+/qtMSkq2mqe+1sv8Bu2WwAqrws28VhkdzFLiToSVlJ/paNa77p+0V+fgYAHDu8d97syXHRoVVvi2dOG+fqvJRlDTXVpU6OS77+uneAv192diZFWcS0YMSDKIvcoWdKUhsAiGZMR44emD7jB7NJRLNtg5eytN778XJ60nMALjUpcsTQPp5q+/qqkjXe8skThsdFh6SnRJ8/c+Trr/5W/a4UAKxU64plc+fP+aHidWF4iF9y4gsAiI8N6/Plx/YrFvCcBWP26KE9gwf2Ky7IbKp/ZzQ07d21edyYYW8rSgF4hCgAfPjAzuFD+oc8e8KyzLnzR/p8/ekq+yVZ2SlWSs9xlF6ve69i+i9Gs1TBmgFg5S4OWzas5RlKRLMopsYa9LXBgXdiowMBGaOe+/+t1x+uXT7V2lQ1fuxwB7vFxHQoLsgsLcpuqn/7+MGtyIggALh94+KAfl/cvnERIzotOfbLz3sd2Ls9LyeZtra2NL2dNmXUpg1ajtYBtgJA+ZvCOTMnTho/0qhvrK+vVMkdP/nLH3+8cSk1OY6mjADcr4hmBKwg1oQTNwOrXufv2uzzD6GZoS1XL53+8vM/2S2f5+ywZNN6z8q3pVZT08J5M4YP6Xfx3NFzpw4d2LulpCiToXW7d2765M9/0Gqcfb2Uvl7KlqZKytISHuI3bfKY+JhQALhx9czSRbOio54BQMDTuwP6ff7d0P4P7l6jLa3Hj+z/3W/+zU3pHBcdunmDz54dm5rq3wHAGl/3Lz//i0bpvG3zmmGD+338p9/OmTn58YPbHXJ/u3doYJ4BgfQYgubF9XXvSDVGjK2CKJJCJSREDBvWf8WKedu2rZHJVsTHh3Mcs23bmuHD+x8/se/mjfPbt6yOjwkFwNHPg7747I92y+cdP7xbJV+VkRrD0frqypfTp4y9fuU0YJyRFrN88awLZ48CQFFh1pKFs/r27rVz23qzoSklMeovf/zNlEljnvrd3bppjYPd4pLCbAA4ffLQJx//3tFx+ebN64YOH/jJp38aPHjAseOHJI3znq1m0WVBtgHPO9gvb2ioJmgW82sxK/BUQX7WmNHDf5g8bveurVo31zu3LtOWtpio0IXzpm9a720xtWamJ0yeMGr40G92bltf/qpw3+4tX3z2F4WrvbdWcWj/jsqKlwDw4vkzZ/ulzwIeAcD1K2cXz5+ZnPACABLjIgd989WMqeNvXjuva6m1W77wv/7zX0+fOBwfE7l8yfzzZ47zHN1UX7tq2eIvP/tkrY+nVi3v/Xmv3/x//7py6ZKQoEDEc4ARR1mxgD5gNZeXl2jdlRvW+3ZEM0IsYBYhdvu2jX1691IoHTas9zq0b2tV5cuG+tcrls7+duCX9+9c/PHG2bU+8tKiZJ5tuXf7Uq+P/7TaS7Fnx9p1vqr87AQkWN++zpszc/zOrb4AkBgXMmvq6MMHtgBASUHq6O++GdDvi62b1tZVV6gVTp998oeL544lxj9fvGDm7RsXBJ5ubnjntGrxd0P7Hti/We6y9C9//s3vfvfvapU8MNCfmJZ6fRvPsxh4lrMi0XdMaqDYvJDIShkOHt43bdokk7GtHc2YBuAEgVm3xt3VeWl+blLoswfjxgw6cWRH7bsiR7sFn33y+03rPfNzUnIyEmbPmHjy2N6o58EXzx1bNH9aROgTjPjdOzcsXTQzNiokNztp8fzp2zavxhgb9I2rvTV//sN/7N6xMSLUv+J1kbPDck93eUtjFZCC1oCuXznbr89nClf73bs3Dxve75Ne/zVq9JCDh3Y3t9QxrKU7/YC/G800xoyLo93GNb4sQ4LlWalmK6qtLnVT26sUK/JyEmKigoZ+2zc0+DHPGBbOmz7om6/OnDx08/oFjdLpWdBjfVu90tV+9oxJL4tz796+MnbUkJTEKJ4x3vvx6id/+f3yJXOvXjyta6nJyogZPfKbyxeOAAAgK4DQ1PhOq3H5/NM/enkolXL7vr17/fF3/7Zw3vSI0EDaagRJ8OjXRDOwUoQGVfkPoxkBCM0NlceP7FbLV+3bvamu9g1gBEBFhvnLnJYtXzL72JHdZaU5SLAA0O/elmzd5CNzWnby2P625hrMW3jekpWRGPDkXmtzDQDzpqygKD9D11oHgGprym9eOx/k/0AQhMbGqrW+HmNGDtNq5Bqly51bV5sba8gF5OWkKWQO82ZPu3fnRlRkiJdWdWDfzraWeilNrodtQOBAYCXlObx319ZVyxc3NVQBCAAMQhTHmTCmAFiLpeXRo9sODktUKqfk5GiWNQIIeXlp7u7yGTMmrl/vmRgbIfAWAMFsaLpz6/KShbO2bVlbUpSNMQ3AWYzNTx/fef0yn0zjwf4P3r0tAwCTvvnJoztnTh6tqX4r8NSt65f69v5cpXBWyBy2bFhd9e4Vec4NdZUb1/vOmD75zNljMXGRmzavValdC4tyMUZIrNvWE5pt4wGuX7u4YvmiqqpyACSIuS0E0DxGzN27N52d7JYtXeD36C5DGXnOsmfHpiUL5yTFRwFAdVW5t1Y1Z8YPQQGPOcbcUPtuy4bVTvbL/R7eMRlbMEYAqCg/60XEs/qatwB8VnpSSJCfQdcEIFS9fXXz+sX7d2+ytKmh9t34sSPmzZ7m7LDCxXHlreuXDLomEBiMhOjn4Yvnz1myYO69H28+vn938fx5F8+eYSxmxLGABcRzgPAH0FxRXqJ1V65fJ0VotJdW4GjKWF9XeejgrpV2C8+ePlRbVQbAAjaFhz5cunj6hO+/9XJzzEiJpCx1ANa21so9u9fPnD522xbv8jd5iDdgwfCuouDi+cPJieEAKD838erl48VFaQjxTU0VJ4/vO7R/R21VRV11xZiRQ5cvmetkv1Srdnn6+K5J3wiYwVgIe/Z46uTR06eMOXvywJnTB6dNm3Dq1LHq6kpB4EEqPcywhMtdVNsZhBkAZLHq9+7bOXnyOL2uWZxZETEeWZbRJ8aFe7rLZE5LVyyduXvHmsaGNyZj3cF9m5csnBkRFogQzzGGqOfBchc7Z4dlvp6qzLR4wDTirQlxkWqF46oVCxzsFu/ZsfFtxUsAbDa0nD97YvSIwceP7Kcs+rbmui0b10SGBVnNOpJegTFfX1e5dePasaOGrl2nffTolrePylVuX1KSi7GAEFERYP/70cxwrC4lKXL9Ws3KZXNlTsse3L1qtbQgzpyU8ELmtGLc6GFatUt8TATPWRCiIkKe2q9ctGj+DLXCMcj/AWAWEBX+7Mm0yWO9PZTVb8swRhlpsccO7czNTABAgK2AaQA2NNhv0viR034Yd/jA7scPbk8cN2rjOp/WplqEBIzp/140v/oHHRqYBFqygK0CZxQEM8voOVqPsUXgjLS1lba2CoIJsJVoWgu8keeMtLVVDLnFNOItJGcE8RaErIAosvUvCFaEaIGz0JQOABcXZC6cN3O1rwdNG60WPWvLfEE0gGAytJj0zcSLSlv0Ak9hzEqSKN2gWZQSJaKgwAPAgb07HFcta26sAeBshcp53izpp9BmcwuRFiNiuERr0WBoohlDe4lGTGPBajY2C4IFgMOCFWOatuoEzgyYJhloPGPEiEaIFXgKieEuUF/7zstDvXDerJbmOrOxjaGMZKeOY8xYoK0WvcWip2kTy1oo2mgyt2HgGNZqsRo40WXcnUNDlJJgidW8YP6s16+KAXiiNIIEmucpyePBs6yFhEVyrIVnLYzVwFj0gBiMOIGnjPpmq7EVOiReGnVNRHoQIwbxFEebsKRwJk5+RDAWMbyoSIUS41580/fLwKcPedbCsxbALBBpY8QhjqbNBqtJjzGPeNas12GOBYwAI4FjKbOpZ4cGA4Aryku17sp1a0mVk/YaVCxjIesGitJxvAkJZp7RC6wOsFngDQZdpb6tirE2sXQzgBGQHsAE2MzSzfq2KoGIFmGTwOs5VoeRGWMTQ7XwnAGwmbY0MnQLAA2IwojLzkz5bujAwKcPGErP0bZUNAYjK0O1NTW8bax/y7EGytrW2FjFCwxCvNlswlgQBIJmCxFQbN8aIiJEmAFAZotu165tEyd+r2tral8MYZoYEACM2dRk1NdbTI0WUwNLtWDeyFI6yqIDIIXmGACOsrSZ9I0Ca5K+YQAYq7m1oe5tfU25xdxKxAgBs2ZTW2VFGWM1CAKDMUtZ9JRFjxGRMOQ4xowRQ1n0FlMLwjQGmmH0DGsC4HieYhizIHAsS3d2N/9cNEvS8DZfMwNAu7rYb9mwlmetEpqlsQY0AGU1NTU3vm1prgKgAFsRbwFgaauuruaNydiMMcuzJo42Yt7C0gZ9W72+tZalDUSL2GpqMegakGAlgUwtTZW6lmqBMwK2YmRBnAljWhCsRl2jQd/IcRQWaKO+mecos6mNYy3oV0Yzh8TcXRHN734VNGNMC4IZYwtNtyFkZlkDyxJJJ4bjiIasBWMLxhTHGUh+pCBYGcaIEIWBxljc0xAEC0JWjjMJgoWm9RSlw5hlWaMgUPHxz4cOGXD1ynmBJxsCnCi8IulHI6J5ClKqNJFj7sGhIRalxRyIu/lw+MBuF8eVLU01IF4PjTGNsZVljbZ4HaJ0RQxqnjchsVQMS5QHOM5E3hPGlICsCFGkh3GcmfxLTgXACohiGbPAW0EUpxfeVpTZrVzi46PV65oAAECwmHUsa8GYl2oaIACB5ymetwJwLGsVEMvztMms62G3U0Ck+CZiAODK5XOzZ00tKc4DQEQUm2S7YszStImEAEvRlyzGLJnbkEBznIVsZyPEEFF8gmOMGZa1ED0HcjYQ9boooiTJSQohGDEIsTRlPHvm+IBv+mRnpQIAJupRiFwhhxDH8zRlNRINa0EMYEAY8QxtFbWqu7OaMWYAUHl5ibubYt1abykXmfRJzmRqMPVQigAAFxFJREFU43kKScUQAFNYMCPeiAQjYCNgI1GrAWzCWIfYFoxMAq/n2TbE6wVOh3gDRkba2sxzBkAUlgJOASgx6wzTALzB0PLj7WujRw0jyb68YBYECwBDuo0U6SXwvJmhDVKWNg+AeZ4VPc5E7EmKekKYI1wmaDaZ23bu2DJxwti2VikbUByVLNHCB6BZVi8IZgwWnjdhZGFpPU3pyTUQsXwpM5sVBAtRgiXyA4Jg4XkzwxgYxoQQKXzDEOFfAiBpmLMCT2GB5jkr0QslxGdYg8XaSoQmGNaEMScFn/xyqxlLgUMCTSSiCILlro6bN63nOCsAAsxiRGNMSzWjGQCKZQ0kex4hC8cZBYFkZtIADMsaadpAxrIkDc8Q8SaEKJ43I0QhZKUoHccZAKwEUwAUGeOCYCXYRYgymdrE6BHJBPnvRTO2vn2Zs32D50+imeN5s1Yrb0ezbdcCC4CJbCbF86RwAE2whTGFxRgymuNM5KmxrIHoO7OsCTAjZvdjhjxxjEX5TckooFnWRMTgExKiFHKnkuI8kNLEJRUVnmOtojgZtgXocBixAs/0hGZSCENUnsMcADq4b6ezw4qWJuIkYTAmefQMUXfkODMSrDSlFwQKMEsum+ctPG8hz4dlzRZLGwCDEUXScATByvMWLC5SGKm3sUQTAzAHiIiEcEjgX5UVbd60Njw8WBDEiYeYtyQZl5QvkGYdligBsZy1s+hPVzQLPC1pP8KVy+fmzJ5WWpIviXhwGLOcJEPD8xTRpBZ4mvwtljHzgpTM0kFqlecpm4CLydRGSn/Znj/GLGCO46wsawEQMBGVxywAtlr0t25e8fF2r6p8A4BILi/hJkIsy1oEseALUc7kgAS6YgEhHrDkaO4BzVVVr319tBKaEUbS+7UVZ0AUAMOzeoE3kURYJBgErg0LBszrMafDQpvANmNeB9iEkRGwGcDMczqB0wO2kAxgJJgxsiBeVGEHbOU5MwBHUYZLl854eaob6isBMM9bEKJItwFged7CcxYkUDxvIbUKScycTTUQY4GXpPUkk7kTmi1W/f59uyZPandodGgsgKjsatu7FgQz+euCYCV1qXneIuWFkvRdkX2CYEGIZhgjwxgBeJ6niTAeWVEBcDxnJR3D1g95kp8JPFGxAGAEwcJyJiAJFEAkQfi/D81IWmnZBgsAr1A4bdqwlmVIj6I7qAgR4BLFTisRWZOeA5kRKdsEyfMWljURs0kMmsYk5F/ENDkDy+p53mhbAQOmEaJ4wQLirbGCJKqH2lNIOqFZNEf+LodGZzRTVa/zd2/xfQ/NgLDohOUkRXbKy0tlC56zhShiJNYAtTkBpNmsvWFMIcEqCBai4CcdwHcIxpZETrsPUOeIwajXNTOMxWb2dpBW6HZ9xHdnS6LOvYGXfM3C3l1b7Vcuqa99Rybn9xqJWGovZ/CeQmvXIPP3bofv+H/p8fKAOZ6zWi0GmjJZLQZJFZNrb+2Dlu18NvH7ntAsWs2YBYDLl87OnzfzzesS6Qm8/5y7hJ329Ej57o55/2ABY6LzyyOeAeBZxlpXW1lb8462mjo/jffP0N1b6wHNACwAqq9/t33bxnXrvMW1BcdgzCFBMvDFYUwBsoJgBmSUtIosRGcOkAGENuBbARkAGQAZARkBmwCbAJlFRRtsBUyR4So1hthuHGduaHhXV1/BsRYAQVpDtD9kEqoo2pviDNR9n+yCZgwsAGZZy7GjBydPGqfXNYmWI8kfQ7bMALbLiAP4QN97/3u+w386vIiOnbDLWBO/ZDBQWKyPY3MT//3Bc+85NDgApFbJNm5YQ1mN4qjpaGK3SxEwkm/airEFIat0hi44ortrTPfHkFpiog36/gDhOj/29x94l2Ybd7aDyRsXmyD6mjkpV5uuf1dycNeGD6OZzLSUl5dKtJpxu+IMQTNCDJLmkA4zSfvdCsgqCBYBWclhZDVk00hC0jq6Z2QQtyl5tTzCYokTMpXhbh7ET6NZTAgU1dzh8IHd9iuX1FZX9IDm7qHcLgNIjuncPnAvnUtndWUcFgvhcLgDmhEwNmMKYZa0D6CZcJnENV+7emHxornlb0olabSfRPM/2AQktFfwEnWHeZplbYHYH/iLvxTNfFXV640bVq+R5I0w4gATBSumM5opQBZiEUt0NgM2ATIA0oGgA2TApGEjxiaMTRiZsYhmqh3HYiOVYqzEF8dxxFZlifItiJLwhFasIBDhaZpslP0yNDOWo0f2T5wwtq21gXjAxFztjvqTXevX/ZxU6Z94+x07YRdRVunL/xE0a2RbNq+jabNosogPiiXrSOkJsAAMBhphK8IWYgJ3BG6X2lGdSdWRVx1+hOnOT/h9NHO/Ipolh4YNzdaa8sL9O9Z1g2YkqdpL1h/j7a22obmTQwN4hD+EZgSUgKwCtnZFM7CSd4b5Gf2JFfdJMMcJpIgDD8ALpOTKP4RmHgBOHD3gZL/8A2j+QHuvsONPDo/2cUh6ueSf6jREu6yJyJY90cYlOuidg2G7oln0liAGAG7euLxs6YK3FWX/U2jmSREvkJQ5ib4lKX3Subv/g2hmAPjq6jcb1vuu9vWQ0Cydqn35woBYWJqSlL1MACZARhAMIBgA6QDpABkQNiAwYJDQDBYsSgwSfYMuCykWIcrWpUmlRAHRHcDKgbT5LmBGesW/CM2I56wnTxyePOn7ttYG0aHx3qyP32u/Apq7nvD9H/1PoNnNXb51+0aW1NvtQDSECdQ4G/Iw0AisCCzSJXXisoCsArL2DOhuCC6VU+m+o3auFsh0GPh/J5rxe2jet/39bMCuaGZ/BprFtEUpeVFybAGLOnyP2n9q64iszXH+4aEuHtapyu/fj2YAqQAV8ABw8thBuYt9Q10lkFrU3bQPoLmbsfGB28HklnFnNHe4i+5OIo4fhGkB0Z1TtH8azbduXlm+dEHF/ySaQXxNmNQLBw4Dx/EU11XM9x9CM8YMgNDYWLV928a1a7xsvub2hybubXbU9LJKroz30IyNGMQm2tRggW7QzIklcjCHgeV4M4+I5jgt+VtZAdEdOEIqgfbUIX8KzQJ9+tTRSRPHtjTXtSdqty/LOg5vsf1ab/B/A5q1WuX2nZs5ngLAWOweglRwwKYh82uhuVOT0NylcwpS+PmviWZBFA+xoZmue1t8YOf6btBMCswA2GqRsb6+blu3ru2EZsxjKZfJZvl2NBi7tR9tZSt/EZrfo5t4fM9c/hloBh7zxDkDJ44eUMmdmhtrekTzz+7EP4lmATG8QL9/gG3K+QCaocfX/xNW85LF816/Ku7QRf77rWaB7uhykVjD/9Rf/MVobm2p27tn+7q13mQwo84eSSTQYvEwMb7CKjk0iDfZKDo0OqC53d3RI5rF2CSEWQFZpa1/cTBjcTh0mGu7AdbPRTNCzIXzpyZN+l5EM3AkDAaBbfNQ5LIgtZ5dfL/kDf6vQfMOEc3IVrwYYwwgloORTs5ioBBYEJgxWLss3MUKpZ1X9t2hudOqtzs0t9/Ur4tmHjMCpjugmal/V3Jo98ae0YzbV09r1mh37NjQYRtQgPbXwL+3huI7rDr5DrONLRUCdZh/Og7LDzSEMI8QR2QHpNf8fuQy/mDrfE5BRPOZE4cVMofG+moA6KGzfuDCeurf3R+PMGfbxRZLWmBBQBzXHlLS6a674+n7f6XLbUpDArMAcOPG5XlzZxQX5UrHf+CC33+APQGlp8eOpFvjkTiWMMZiYVaMu1x/N2+5u7fW8dPh7oAFQK2tdfv27rAFz0l9QwwBbkezSFirxFyLFDxnBKwX45rFZjvA2mGziOv8lBBgTkCUWPeeVKpENHFoSJNQF0jZrr+nPmkbrjaDBgHwN65fmjltkq5NLIgO7bwQfxGDgEAQpIZ+Yhz1OL66zu4f+ikP7dWmO7AGI4xRd3dnIxTufPIOL8tmmmApUgCwu1bRjmbgO/eHLkJ9RNfNRKTdOgal2Gzn9/ZLe3IWi0akNJ3YWvtN9YTm937F9ouC9NDeR6JYDRKAt21L9rgN+BNoxiyAIEWeSU69btjRk2XEtT/QdptU6NAneiIUyfUSOjpeesZxt/iwnV8AQCBW7oHzp4+52K+ora4AgJ/XcT/QiX/yV3jpbSHAfIfrt90X7vDr2Bbx9t6ztU1y3TbbAXD92sWZ0yfn52aAFCL9y+/x72uChGlOel9M5375gd+FDjjrguaOAxtaW+p2bt+02tdDPB7bph8OEIMFGgtWQCS/i5GK1VPthevJTqBAarZaOxxAd7Fx3rtmcbAJgoXjzVKv5jqbV7gDjjveQsd/3+9ItheNAdDtm1dmiGgGAEFC86/+vt4fPh3/7fIhHYx9jzW2d9fl7jrOuz11FRvUGJvEo9ZdsW37Rp6npFHw/pO0vQibz8o2lXKdmcv23LqYLF1MzI73Zbv9niI0+M431RHNXId7tJ22y0sXT1tbUdyNrxkjvos3AwDt3rF+zsyJjx7cDA95cvP6hUsXTt29ff329Uunjh8+cezgmZNHLpw9cfnC6csXTl86f+rcmeOnTxw+f+b4pfOnLp47eUn68tSJwyePHTx14vDpE0dPnzh67PCBg/t2nzp26N6PN6Kfh6anxOdkpeZkJmWkxqcmx6YkRackRSfGP4+JCo16/iwh7kVqUmx8dGRI0NMgf7/IsOAXESHPAp9EPw+PjYqIDH/2IiLkRWRoaNBTf78H/n4PggP9wsOCXjwPjY+PSktNyMlMyctJz8tOz81OzclMSYx7nhwXlZoQHRcVlpYYs9ZL8/2IwVcvnE5PTkhJik1LiktPic9ISchITchIjk9LjktNjM1MS8pKS0pPjs9ITkhJio2PjoyLingRGRL6zD8sNDAyPDgiPDg8JCA40C/w6UO/x/ce3r/9+NHdwKcPA/0fBTx9GBTgFxnxLCUxJj0lPiUpNiUxNjk+JiH2RXzM87joyJgXETEvwl5EhEaGBYU9C4wMC06IeZ6aHJ+SEBv9PCz6RVh8TETMi9AXEUGRYQHhIU/Dnj0ND/EPCX7i7/cg4MmDoIDH4SEBMVHhifFRKUmxqclxCbERkWEBQU8fhD3z99aqvhvyzbFDuyNDA56HBz15+GOQ/4PwZ0/DQ/xDg/2eBT4ODfKLCA0Iffb0WaDfs0C/0OCnIUFPAv0fBQc8fh7xLDY6wnbm5ITouOiI6BdhcdERSfFR0S/Cnkc8iwwPjggNDA8JiAgNjAwPfh7xLCoyJPp56POIZ2EhAc8C/Z4FPQkPDQwPCQwNfhoRGhgS9CTw6cOwkICk+Ojc7LTcnPT0lPj4uBcJcVFpaYlZmSkZGckpyQnJyXEZGSm5uRkZ6UnJibFJsVEpiTEZKQkZaQlpyTHJ8S8S4yLTkmKfPr67dOHs2TMmhQb5paXEx0dFREWGRIQEhocEhAU/DQ7wC/R78PThXb/7Pz6+f8v/8Z0nD27fvXn54d3r/o/vPL5/8/b1C7eunX/y8GZGanReTlJmemxCXFhsVGhKYlRKYnRkeHBURGhibFRi3IvEuKj42OeJcS8yUuPzslNLi3LKX5eUvSwsLsjOy8soyMvIz83Iz0nPzUnPyU7LzkzJzkzJzU4rLMgpKcwrLsp7VVpYVlpUVJBTUpRbWpRfVJhTUpBbUpxXWpRbWJCdk5WalZmSm5WWl5Oel5uRl5OenZ2al52Wlhy/1tdj1HeDk+KjsjNSYl6EpafEv3lVnJGelJgQnZ6WmJebUVKcV1pSUFKcV1SY06kV5BQUZBfkZeZkp2dnpWZlJJcU5ZaVFpSVFhQX5RbmZxUUZBfkZ+XlpOdmp2dnpqSnJWWkJWVlpGSlp6SlJqQnJ6SnJeZkpmZnpWZnpGZlpmRnpGZnpuZkpeVmpWemJyYlRMfFRMbFRCYnxeRkp5UU5b4uK3pVVvyypKCkOK+kILeoILu4MIe0koLs4oLswvys/Jz0/Jz04oKcstKC1y8LX5bklxblviotKC3KLSnKLczPyslMyclKyctJz8/NWLViyfJlixLiXlS8Li3Mz87PySwuyivKz8nJTs/LSc/NycjPSc/NTcvPSc3NTc7LSc7PSc7LTi0uzHlZnF9SkFNckF1cmJOfl5mTnZqbk1aQl56fn56Xl5aXl5abm5ydnZSVnZiVlVhQkFVUmFuQl5GTnZKVmZSeFpeaHJ2cGJ2eFp+fm5aZkZiSFBcfF5UYF52cFJ+VnpqXlZGVnpiZFie1+My0hPTUhPTUhLTkuIS4F2SApCbHZKYnZKTGpafEZKXHZ6TFxUaFhgb7hQb7RYYFhIU88fe7//D+rYf3bt2/cyMk6FFmalxK/IuoiKCw4Cc3Lp3eu+M9X3OHPW5Omha4+3cu2y2fp9U4aZQOMsdlSpdVHmpXjdzZyW6Z86rlMoeVCmd7tauT2tVJJXNUONu7Otq5OtnJnVbJnVYpXRxUrtKXjnYKF3uls6ObQqaRu7g6rpI5rNTInT01Cg+13Ntd6aNVeKhlWpWLp0bm5S7z0DhrFKtUrqu0KrmPVq1VucocVjqvWq6RO3uo5SqZo4da7qGWuylcPNRyLzelRu7s6rhS7rRKrXDSqJ3dNC4ebq7eHkofD5W3h9LTXe7h5uqtVfholWpXB3el81ovzabVWrnDcvul8zzVMnelTKty9VDLPTUKLzclaZ4ahbtS5u2u8tGqvdyUvh4ab3eVu1LmrpBp1a5uKpmbSuaudnVTydQKZ4XMwdV5lbPDClfnVSq5E/lS7mIvc7JTyZ083ZXeWhW5Zg+V3F0pE5tC5qZwIU3t6kTuzsdD7eWmVLs6aeROHmqZVuXspnDSyB01cge13FEjd9TIHVUye6XLKpXMXqNw8lDLvNzkXm5yT42r2tXey03u7a7w0SpUMnsX+6U+WqWH2sVd6SxzWK6S2bsrnbUqF3els5vCSaty8dS4uiudNXJHN4WTm8JJ7eogd1qpcLbz1Lh6uyvcFE5ebnIfrdLbXaFVuZBf8XKTk/9r5I5qVwfSyBnITz3UMrWrg8LZTumySjyt3FGrkrkpXJQuDmpXJ2+teq2vxxofrVYjV8mdNEoXLw+1j7e7l6dG665008g9PdRrVnv4eKi0Khc3uaOHWubrofL1UHm5yd2VTl5uch93hYdapnC2c3VcscZLQ37qpnByUzi7KV3cFC4aubPa1Yn0Q7nTKvJyFU72Grmzt5vSQy1XONsrXRy0apmXVr7aW+WlVagVjuRNebmr5c4OChdHd6Vcq5a7q101SmeNwkmrkfl6Kdev1m5Y673W18PHU+OlVXm6Kz3cFFqNXKuRk/+4q121Grm3h9rbQ+2lVfl6any93Ly0Kh9PDfmVjv8n/UerkXu6K8mp3NWuGoWzViNXK5xXLlvo6a50V7uu9nZ3dV6lUbp4uitVcie10sVLq/L1crNdg6e70kurIn/Ux1Pj7an20qrI2dxUMm8P9Wpv99Xe7t4eanKkl1ZF/qi3h8pd7equdvV0V3q5K8nx5BvSw239XLpHubtarpI7KWQOKrmTViO33c5qb3fbDZKLIddG/nVXydxVMm8P9Rof7brVnuTiyZMhV0Weg5dW5a6W2a9Y6uJg563VeGs17mq5h5uC3KOnu1KrkXVozqR5aFy0KtlqT/d1Pp4+Wo2Xu8rbQ611U2iULu5qVy93uadWrtXKtVq5u7uLm5uzWu2oVjt6uiu8tCoPN1c3lbNG6ahR2itd7RSylW5qJx9PhYebTK1wVro6KmVOarmLh1rt5a72dJN5apw8NU6eGmdPjQtBh5vShaBDJXNQyey93OS+ngpPNxet2sHL3dlHq9DIHV0dVyhdVpGxrHC2UzjbaVUualcHlcx+rbebp8aVjLU13m5HD+zqguZ/fv75+efnn59/fv63fP6J5n9+/vn55+efn/91n/8fH9mWOh2rFOsAAAAASUVORK5CYII=" border="0" /></p> <p> </p> <p>- Обобщим сказанное: сформулируйте и запишите ответ на вопрос: «Чем объясняется схожее звучание некоторых слов из разных славянских языков?» (ребята записывают ответ в Листе контроля).</p> <p>- Вторая группа, представьте правильный ответ на вопрос. Обратите, пожалуйста, внимание на пунктуационное оформление предложения.</p> <p><em> </em></p> <p>- Одно из заданий у второй группы звучало так:</p> <p><em>Прочитайте и сопоставьте тексты. Найдите черты сходства и различия. Сделайте вывод, какие из данных языков являются родственными и почему.</em></p> <p>1. Я оставил Пугачева и вышел на улицу. Ночь была тихая и морозная. Месяц и звезды ярко сияли, освещая площадь и виселицу. В крепости все было спокойно и темно.</p> <p>(<em>А.Пушкин.</em> Капитанская дочка)</p> <p>2. Мин Пугачев яныннан урамга чыктым. Тqн тыныч hэм салкым иде. Ай белэн йолдызлар, яп-якты булып янып, мэйданны hэм дар агачаларын яктырталар. Крепстьта тыныч hэм карангы.  (Перевод А.Шамова)</p> <p>3. Аз оставих Пугачов и излязох на улицата. Нощта беше тиха и мразовита. Месецът и звездите светяха силно и осветяваха площада и бесилката. Навсекъде в крепостта беше спокойно и тъмно. (Перевод С.Андреева)</p> <p> </p> <p>- Так какие из этих текстов написаны на родственных языках? Может, смогут ответить ребята из других групп? Что  добавят ребята из второй группы, работающие над этим заданием? <em>(Родственные языки представлены в 1 и 3 текстах, потому что в них есть схожие слова и по звучанию, и по грамматическим признакам, и по значению. Например, слова оставил -оставих, тихая - тиха, морозная - мразовита, месяц-месецьт и т.д. Эти слова похожи по звучанию, у них одинаковые грам. признаки (гл. оставил, прил. морозная, сущ. месяц), лексическое значение слов тоже одинаковое.</em></p> <p><em>Язык, представленный во 2 тексте, не является родственным другим, так как нет сходства  даже на фонетическом уровне).</em></p> <p> </p> <p><strong>3.2.</strong></p> <p>- Восточнославянский язык называют также древнерусским. Почему? Кто, кроме 1 группы, сможет ответить? (ответы ребят). Первая группа, поправляйте, добавляйте.</p> <p>- Итак, русский, украинский и белорусский языки являются родственными, потому что …  Продолжите фразу в Листе контроля.</p> <p>- Первая группа, представьте для сравнения свой вариант ответа.</p> <p> </p> <p>- На этой схеме не отражено еще одно понятие – старославянский язык. Почему? Отвечает вторая группа (это первый письменный язык, на Руси появился вместе с христианством в 11 веке, и вплоть до 17 века существовали два языка: древнерусский и старославянский).</p> <p> </p> <p>- Какие русские слова соответствуют данным старославянизмам:</p> <p><em>Прах –                       Глава-                         Нрав –                       Елень –</em></p> <p><em>Невежда –               Чуждый –                   Страна –                  Краткий –</em></p> <p><em>Врата –</em></p> <p><em>(Порох</em><em>, голова, норов, олень, невежа, чужой, сторона, короткий, ворота)</em></p> <p>- Все ли соответствующие русские слова  совпадают со старославянскими по значению? (невежа - грубый, невоспитанный, невежливый человек., невежда - малообразованный человек, неуч; человек, несведущий в какой-либо области знания, профан. Это паронимы. Паронимы - это слова, близкие по звучанию, но различающиеся частично или полностью значением).</p> <p> </p> <p>- Закрепим услышанное. Задание 3 в Листе контроля.  Соедините стрелочками термины и их определения.</p> <table border="0"> <tbody> <tr> <td> <p>Праславянский</p> <p>(общеславянский) язык</p> </td> <td>Первый литературный язык славян, созданный Кириллом и Мефодием</td> </tr> <tr> <td>Восточнославянский (древнерусский) язык</td> <td>Общий язык славян (X в. до н.э. – I–V вв. н.э.)</td> </tr> <tr> <td>Старославянский язык</td> <td>Язык восточных славян Киевской Руси VI–XVII вв.</td> </tr> </tbody> </table> <p> </p> <p>- В сущности, мы готовы с вами озвучить 1 причину того, почему мы не всегда понимаем русский язык. Почему? (возможно, это один из родственных языков, а не русский).</p> <p><strong>3.3.</strong></p> <p>- Попробуем определить еще одну причину. Посмотрим еще одну видеозапись.</p> <p>(<a href="https://www.youtube.com/watch?v=lp_xhM0GYbo">сказка «Морозко»,</a> записанная в Кич-Городецком районе Вологодской области, в пересказе студентки Вологодского университета Кати Куваевой).</p> <p>- Вы, конечно, знаете эту сказку. О чем в ней говорится?  И эта сказка звучит вроде на русском языке, а не совсем понятно. Почему? В этом нам поможет разобраться третья группа.</p> <p><strong>3.4.</strong></p> <p>- Третья группа, расскажите, что отражено на карте диалектов, данной вам для работы.</p> <p align="center"><img src="http://www.uchportal.ru/_ld/292/41111007.png" border="0" width="325" height="245" /></p> <p> </p> <p>- Таким образом, какое наречие характерно для Вологодской области? (северное). Интересно отметить, что даже в разных районах Вологодской области есть свои отличия. Об этом мы можем узнать в книге «Культура Вологодского края»<a href="https://yadi.sk/i/3MB9_MbBscwmR">.</a> Давайте почитаем об этом<a href="https://yadi.sk/i/co4doyg3vrmjp"> (стр. 168 - 169).</a></p> <p>- Думаю, что, наверно, кто-то из вас запутался в трех терминах: наречие, диалект, говор. Третья группа, помогите нам в них разобраться..</p> <p> </p> <p><strong><em>НАРЕЧИЕ - </em></strong><em>совокупность местных говоров какого-нибудь языка, обладающих общими диалектными чертами.</em></p> <p><strong><em>ДИАЛЕКТ</em></strong><em> — (от греч. dialektos – говор, наречие). Разновидность общенародного языка, определяемая ограниченным числом людей, связанных территориальной (территориальный диалект), социальной (социальный диалект), профессиональной (профессиональный диалект) общностью (Новый словарь методических терминов и понятий (теория и практика обучения языкам).</em></p> <p><strong><em>ГОВОР</em></strong><em> — разновидность языка, используемая жителями одного или нескольких соседних, обычно сельских населенных пунктов и обладающая некоторыми специфическими чертами на разных уровнях языковой структуры (Большой Энциклопедический словарь).</em></p> <p><strong>3.5</strong>.</p> <p>- А теперь проведем небольшое исследование. Вам в группах нужно будет определить, какие особенности вологодских говоров проявились в лирической песне <a href="http://cultinfo.ru/arts/folk/demo/audioalbom/nikolsk/08_text.htm">«Летавши по воле».</a> Записана она была в Никольском районе в деревне Калинино в 1969 году. Сначала<a href="http://cultinfo.ru/arts/folk/demo/audioalbom/nikolsk/08_182-03.mp3"> прослушаем песню</a>. Затем, воспользовавшись материалами страниц 169-170 <a href="https://yadi.sk/i/3MB9_MbBscwmR">из книги «Культура Вологодской области»</a> и текстом песни, вы проведете это исследование.</p> <p> </p> <p>- Что выяснили? Не показалась ли вам эта песня знакомой? (похожа на стихотворение А.Пушкина «Узник»). Предлагаю кому-нибудь взять эти тексты («Летавши по воле» и «Узник» А.Пушкина) для годовой исследовательской работы.</p> <p> </p> <p>- Итак, мы определили две причины, почему нам не всегда понятны тексты, казалось бы, звучащие на русском языке. Назовите первую выявленную нами причину (текст может быть на языке, родственном русскому). Сформулируйте вторую причину (текст звучит на одном из русских диалектов).</p> <p>Запишите ответ на вопрос «Почему нам не всегда понятны тексты, казалось бы, звучащие на русском языке?» в Листе контроля, используя вводные слова.</p> <p>- Сравните свой ответ с ответом на слайде <em>(Нам не всегда понятны тексты, казалось бы, звучащие на русском языке, потому что, во-первых, текст может быть на языке, родственном русскому; во-вторых, текст может звучать на одном из русских диалектов).</em></p> <p> </p> <p><strong>Этап 4</strong> (рефлексивный).</p> <p>- Оцените свою работу на уроке и дома и работу членов вашей группы (задание 5 в Листе контроля). Руководители группы, оцените работу вашей группы в целом и обоснуйте свою оценку.</p> <p>Закончить урок можно прослушиванием и просмотром видеозаписи песни <a href="https://www.youtube.com/watch?v=Wk9peGS4snI">Б.Гребенщикова «Вороника на крыльце»</a><a href="https://yadi.sk/i/wi3f32Inscpcf">,</a> с предложением проанализировать текст этой песни и ее художественное оформление автором ролика в ходе годовой исследовательской работы.</p> <p> </p> <p><strong>Домашнее задание</strong> (на выбор):</p> <p>1) Вологодские говоры в  лирической песне «Летавши по воле» (письменное оформление исследования, проведенного в классе)</p> <p>2) Письменное оформление любого фрагмента сказки «Морозко», записанной в Кич-Городецком районе Вологодской области, в пересказе студентки Вологодского университета Кати Куваевой.</p> <p>3) Упр. 1, 4(1) из учебника для 8 класса «Русский язык» под редакцией М.М.Разумовской.</p> <p>4) Сочинение-рассуждение «Зачем необходимо сохранять  и изучать говоры?» (объем - не менее 2 страниц)</p> <p> </p> <p> </p> <p align="right">Приложение 1.</p> <p align="center"><strong>Лист контроля</strong></p> <p align="center"><strong> </strong></p> <p align="center"><strong>___________________________________________________</strong></p> <p align="center"><strong>Ф.И. ученика</strong></p> <p> </p> <p>Задание 1. Сформулируйте и запишите ответ на вопрос: «Чем объясняется схожее звучание некоторых слов из разных славянских языков?»</p> <p>__________________________________________________________________________________________________</p> <p>Задание 2. Продолжите фразу:</p> <p>Русский, украинский и белорусский языки являются родственными, потому что …</p> <p>__________________________________________________________________________________________________<br /> <br /></p> <p>Задание 3. Соедините стрелочками термины и их определения.</p> <p> </p> <table style="width: 618px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="246" valign="top"> <p>Праславянский</p> <p>(общеславянский) язык</p> </td> <td width="372" valign="top"> <p>Первый литературный язык славян, созданный Кириллом и Мефодием</p> </td> </tr> <tr> <td width="246" valign="top"> <p>Восточнославянский (древнерусский) язык</p> </td> <td width="372" valign="top"> <p>Общий язык славян (X в. до н.э. – I–V вв. н.э.)</p> </td> </tr> <tr> <td width="246" valign="top"> <p>Старославянский язык</p> </td> <td width="372" valign="top"> <p>Язык восточных славян Киевской Руси VI–XVII вв.</p> </td> </tr> </tbody> </table> <p> </p> <p>Задание 4. Запишите ответ на вопрос «Почему нам не всегда понятны тексты, казалось бы, звучащие на русском языке?»</p> <p>_______________________________________________________________________________</p> <p>Задание 5.</p> <p>Оцени свою работу в группе над домашним заданием:</p> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="126" valign="top"> <p>1</p> </td> <td width="126" valign="top"> <p>2</p> </td> <td width="126" valign="top"> <p>3</p> </td> <td width="126" valign="top"> <p>4</p> </td> <td width="126" valign="top"> <p>5</p> </td> </tr> </tbody> </table> <p> </p> <p>Оцени работу группы над домашним заданием:</p> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="126" valign="top"> <p>1</p> </td> <td width="126" valign="top"> <p>2</p> </td> <td width="126" valign="top"> <p>3</p> </td> <td width="126" valign="top"> <p>4</p> </td> <td width="126" valign="top"> <p>5</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p>Оцени свою работу на уроке:</p> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="126" valign="top"> <p>1</p> </td> <td width="126" valign="top"> <p>2</p> </td> <td width="126" valign="top"> <p>3</p> </td> <td width="126" valign="top"> <p>4</p> </td> <td width="126" valign="top"> <p>5</p> </td> </tr> </tbody> </table> К сочинению-размышлению 2016-06-21T15:34:51Z 2016-06-21T15:34:51Z /index.php?option=com_content&view=article&id=820:2016-06-21-15-39-02&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p>Для  того чтобы у ребят появилась мотивация к написанию сочинения, надо их чем-то задеть. Для этого можно использовать, например, следующее стихотворение.</p> <table border="0"> <tbody> <tr> <td> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Бывают люди – <strong>мячики.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Они, над неудачами</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">По жизни лихо скачут</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">И никогда не плачут</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Заденешь – не заметят.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Ударишь – не ответят.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>А след их – звон пустой всего</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Да пыль. И больше ничего. </strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Бывают люди - <strong>лодочки</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Обычно по серёдочке</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Плывут, без сожаления.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Куда несёт течение.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Заденешь – удивляются.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Ударишь – закачаются.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Они не оставляют след.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Им до следов и дела нет.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Бывают люди – <strong>ручейки.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Отбившиеся от реки.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Текут, где их не просят.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Во всё смятенье вносят.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Заденешь – растекутся.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Ударишь – разревутся.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Им всё равно куда идти.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Нет цели – нет конца пути.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Бывают люди – <strong>огоньки.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">На фоне будничной тоски</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Они горят, искрятся.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Их участь – выделяться.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Заденешь – согревают.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Ударишь – обжигают.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Их след ведёт в страну мечты.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Скажи, а кто по жизни ты?</strong></span></span></span></p> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Милолика Покровская</strong></span></span></span></p> <p> </p> </td> <td valign="top"><img src="http://img3.proshkolu.ru/content/media/pic/std/2000000/1228000/1227386-a3311077660f3b15.jpg" border="0" width="274" height="181" /></td> </tr> </tbody> </table> <p>Для  того чтобы у ребят появилась мотивация к написанию сочинения, надо их чем-то задеть. Для этого можно использовать, например, следующее стихотворение.</p> <table border="0"> <tbody> <tr> <td> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Бывают люди – <strong>мячики.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Они, над неудачами</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">По жизни лихо скачут</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">И никогда не плачут</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Заденешь – не заметят.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Ударишь – не ответят.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>А след их – звон пустой всего</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Да пыль. И больше ничего. </strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Бывают люди - <strong>лодочки</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Обычно по серёдочке</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Плывут, без сожаления.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Куда несёт течение.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Заденешь – удивляются.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Ударишь – закачаются.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Они не оставляют след.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Им до следов и дела нет.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Бывают люди – <strong>ручейки.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Отбившиеся от реки.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Текут, где их не просят.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Во всё смятенье вносят.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Заденешь – растекутся.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Ударишь – разревутся.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Им всё равно куда идти.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Нет цели – нет конца пути.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Бывают люди – <strong>огоньки.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">На фоне будничной тоски</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Они горят, искрятся.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Их участь – выделяться.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Заденешь – согревают.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;">Ударишь – обжигают.</span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Их след ведёт в страну мечты.</strong></span></span></span></p> <span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"> </span></span> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Скажи, а кто по жизни ты?</strong></span></span></span></p> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: small;"><span style="color: #000000;"><strong>Милолика Покровская</strong></span></span></span></p> <p> </p> </td> <td valign="top"><img src="http://img3.proshkolu.ru/content/media/pic/std/2000000/1228000/1227386-a3311077660f3b15.jpg" border="0" width="274" height="181" /></td> </tr> </tbody> </table> Диктант с предварительной визуальной подготовкой. Беседа за чаем. 2015-01-01T19:20:50Z 2015-01-01T19:20:50Z /index.php?option=com_content&view=article&id=606:2015-01-01-19-23-42&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p>...</p> <p>Несмотря на начало сентября, было по-летнему жарко. Чай накрыли в гостиной, выходившей распахнутыми настежь окнами в еще не убранный от опавших листьев сад.</p> <p>В помещении вдоль стен стояла полированная старинная мебель, обитая бордовым плюшем. Благодаря ажурным накидкам и белоснежной домотканой скатерти, расшитой причудливым орнаментом, комната выглядела по-праздничному торжественной.<sup>4</sup> Золоченая и посеребренная посуда была начищена до блеска, а посередине стола возвышался, отражая солнечные лучи, кувшин в виде цветка. Вокруг него были расставлены невысокие, но изящные бокалы из граненого хрусталя.</p> <p>В течение часа разговор не смолкал.</p> <p>Говорили в основном насчёт поездки, которая вопреки опасениям, закончилась благополучно. В заключение чаепития кто-то из присутствующих, развеселившись, предложил осмотреть живописное озеро, разлившееся вследствие недавно прошедших дождей.</p> <p>(116 слов)             (По И.В. Сорокиной.)</p> <p> </p> <p style="text-align: center;"><img src="/images/stories/vse/hai.jpg" border="0" /></p> <p>...</p> <p>Несмотря на начало сентября, было по-летнему жарко. Чай накрыли в гостиной, выходившей распахнутыми настежь окнами в еще не убранный от опавших листьев сад.</p> <p>В помещении вдоль стен стояла полированная старинная мебель, обитая бордовым плюшем. Благодаря ажурным накидкам и белоснежной домотканой скатерти, расшитой причудливым орнаментом, комната выглядела по-праздничному торжественной.<sup>4</sup> Золоченая и посеребренная посуда была начищена до блеска, а посередине стола возвышался, отражая солнечные лучи, кувшин в виде цветка. Вокруг него были расставлены невысокие, но изящные бокалы из граненого хрусталя.</p> <p>В течение часа разговор не смолкал.</p> <p>Говорили в основном насчёт поездки, которая вопреки опасениям, закончилась благополучно. В заключение чаепития кто-то из присутствующих, развеселившись, предложил осмотреть живописное озеро, разлившееся вследствие недавно прошедших дождей.</p> <p>(116 слов)             (По И.В. Сорокиной.)</p> <p> </p> <p style="text-align: center;"><img src="/images/stories/vse/hai.jpg" border="0" /></p> Тесты по комплексному анализу текста 8-9 классы (продолжение) 2014-11-18T19:29:35Z 2014-11-18T19:29:35Z /index.php?option=com_content&view=article&id=570:-----8-9--&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p align="left"><strong>Текст № 6</strong></p> <p>(1) В то лето я жил в маленьком северном городе (2) Город стоял на берегу реки. (3) По реке плыли теплоходы, белые пароходы, грязно-бурые баржи, длинные плоты, широкоскулые карбасы с запачканными черной смолой бортами. (4) У берега стояла пристань пахнувшая рогожей, канатом, сырой гнилью и во­блой. (5) На пристани этой редко кто сходил, разве только пригородные колхозники в базарный день да унылые командировочные в серых плащах приез­жавшие из области на лесозавод.     <span style="line-height: 1.3em;">(Ю. Казаков.)</span></p> <ol> <li>Определите стиль речи.</li> </ol> <p align="left">а)       художественный</p> <p align="left">б)       разговорный</p> <p align="left">в)       научный</p> <p align="left">г)       публицистический</p> <p align="left"><span style="line-height: 1.3em;">2. Назовите тип речи.</span></p> <p align="left">а)       описание</p> <p align="left">б)      повествование</p> <p align="left">в)       рассуждение</p> <p align="left">г)       сочетание описания с рассуждением</p> <p align="left"><span style="line-height: 1.3em;">3. Какие средства использованы для связи предложе­ний?</span></p> <p align="left">а)       лексический повтор</p> <p align="left">б)       местоимение</p> <p align="left">в)       синонимы</p> <p align="left">г)       слова со значением «целое и его части»</p> <p align="left"><span style="line-height: 1.3em;">4. Установите способ связи 1, 2, 3-го предложений.</span></p> <p align="left">а)       1-е и 2-е — последовательный, 2-е и 3-е — па­раллельный</p> <p align="left">б)       1-е и 2-е — параллельный, 2-е и 3-е — последо­вательный</p> <p align="left">в)       1-е и 2-е — последовательный, 2-е и 3-е — после­довательный</p> <p align="left">г)       1-е и 2-е — параллельный, 2-е и 3-е — парал­лельный</p> <p align="left"><span style="line-height: 1.3em;">5. Какая из характеристик художественного стиля неверна?</span></p> <p align="left">а)      сфера применения — язык художественной ли­тературы</p> <p>б)      функция — информация</p> <p align="left">в)      ведущие стилевые черты— образность, кон­кретность, эмоциональность</p> <p>г)      форма — письменная</p> <p><span style="line-height: 1.3em;">6. Укажите предложения с пунктуационной ошибкой.</span></p> <p>а)      3-е</p> <p>б)      4-е, 5-е</p> <p>в)      4-е, 3-е</p> <p>г)      3-е</p> <p><span style="line-height: 1.3em;">7. В каких предложениях используется причастный оборот? Подчеркните в тексте.</span></p> <p>а)      в 1-м и 3-м</p> <p>б)      в 3-м и 4-м</p> <p>в)      во 2-м и 5-м</p> <p>г)      в 3, 4 и 5-м</p> <p>_______________________________________________________________________________</p> <p align="left"><strong>Текст № 7</strong></p> <p>(1) Чтобы сохранить цветы купленные за неделю до праздника стебли цветов подрезают наискось ост­рой бритвой и ставят цветы в воду комнатной температуры. (2) Через два-три часа заворачивают букет н газету и кладут на нижнюю полку холодильника. (3) На третий день проверяют букет, снова подрезают стебли на 1—2 см, часа два держат цветы в воде и опять кладут в холодильник.</p> <ol> <li>Определите стиль речи.</li> </ol> <p>а)      разговорный</p> <p>б)      научный</p> <p>в)      деловой</p> <p>г)      публицистический</p> <p><span style="line-height: 1.3em;">2. Назовите тип речи.</span></p> <p>а)       описание</p> <p>б)      повествование</p> <p>в)      рассуждение</p> <p>г)      сочетание повествования с описанием</p> <p><span style="line-height: 1.3em;">3. Какие средства использованы для связи предложе­ний?</span></p> <p>а)       только лексический повтор</p> <p>б)      только контекстный синоним</p> <p>в)      только единство видовременных форм глагола</p> <p>г)       синоним, единство видовременных форм глаго­ла, лексический повтор одновременно</p> <p><span style="line-height: 1.3em;">4. Установите способ связи предложений.</span></p> <p>а)       только последовательный</p> <p>б)       только параллельный</p> <p>в)       1-е и 2-е— последовательный, 2-е и 3-е — па­раллельный</p> <p>г)       1-е и 2-е — параллельный, 2-е и 3-е — последо­вательный</p> <p><span style="line-height: 1.3em;">5. Какая из характеристик официально-делового стиля неверна?</span></p> <p>а)       сфера применения — делопроизводство, область правовых отношений</p> <p>б)      основная функция — сообщение, инструкция</p> <p>в)       ведущие стилевые черты — точность, не допус­кающая инотолкований, стандартизованность речи</p> <p>г)       форма использования языка — устная</p> <p><span style="line-height: 1.3em;">6. Укажите предложения с пунктуационной ошиб­кой.</span></p> <p>а)       1-е</p> <p>б)       2-е</p> <p>в)       2-е, 3-е</p> <p>г)       3-е</p> <p><span style="line-height: 1.3em;">7. В каких предложениях используется причастный оборот?</span></p> <p>а)       в 1-м и 3-м</p> <p>б)       в 1-м</p> <p>в)       во 2-м и 3-м</p> <p>г)       во 2-м</p> <p>_________________________________________________________________________________________________</p> <p align="left"><strong>Текст № 8</strong></p> <p align="left"><strong> </strong></p> <p>(1) Наконец около полуночи усталый хозяин пре­кратил танцы, приказал давать ужин, а сам отпра­вился спать. (2) Отсутствие Кирила Петровича прида­ло обществу более свободы и живости. (3) Кавалеры осмелились занять место подле дам. (4) Девицы смеялись и перешептывались со своими соседями, дамы громко разговаривали через стол. (5) Мужчины пи­ли, спорили, хохотали. (6) Словом ужин был чрезвычайно весел и оставил о себе много приятных воспоминаний.   <span style="line-height: 1.3em;">(А. Пушкин.)</span></p> <ol> <li>Расчлените текст на абзацы. Начало абзаца обозначьте цифрой предложения.</li> </ol> <p>а)       2                  в) 3</p> <p>б)       2, 5              г) 6</p> <p><span style="line-height: 1.3em;">2. Назовите тип речи.</span></p> <p>а)       повествование</p> <p>б)       описание</p> <p>в)       рассуждение</p> <p>г)       повествование и описание</p> <p><span style="line-height: 1.3em;">3. В каком случае средство связи предложений определено неверно?</span></p> <p>а)       1-е и 2-е — контекстный синоним</p> <p>б)       1-е и 2-е — местоимение</p> <p>в)       3, 4, 5-е — единство видовременных форм глаголи</p> <p align="left">г)       3, 4, 5-е — имена существительные одной тематической группы</p> <p align="left"><span style="line-height: 1.3em;">4. Установите способ связи предложений.</span></p> <p align="left">а)       1-е и 2-е — последовательный, 3, 4, 5-е — последовательный</p> <p align="left">б)       1-е и 2-е — последовательный, 3, 4, 5-е — параллельный</p> <p align="left">в)       1-е и 2-е — параллельный, 3, 4, 5-е — последовательный</p> <p align="left">г)       1-е и 2-е — параллельный, 3, 4, 5-е — параллельный</p> <p align="left">5.  Какая из характеристик художественного стиля неверна?</p> <p align="left">а)      сфера применения – искусство, словесное творчество</p> <p>б)      функция – эстетическое воздействие</p> <p>в)      ведущая стилевая черта — информативность</p> <p>г)      форма использования языка — письменная</p> <p><span style="line-height: 1.3em;">6. Укажите предложения с пунктуационной ошибкой.</span></p> <p>а)      1-е</p> <p>б)      2-е, 4-е</p> <p>в)      1-е, 4-е</p> <p>г)      6-е</p> <p><span style="line-height: 1.3em;">7. Укажите предложения с вводным словом.</span></p> <p>а)      1-е</p> <p>б)      1-е и 6-е</p> <p>в)      2-е и 1-е</p> <p>г)      6-е</p> <p>_________________________________________________________________________________</p> <p align="left"><strong>Текст № 9</strong></p> <p align="left"> </p> <p>(1) У широкой степной дороги называемой боль­шим шляхом ночевала отара овец. (2) Стерегли ее два пастуха. (3) Один <strong>старик лет восьмидесяти</strong> ле­жал на животе у самой дороги положив локти на пыльные листья подорожников. (4) Другой молодой парень с густыми черными бровями и безусый ле­жал на спине  положив руки под голову и глядел вверх на небо.    <span style="line-height: 1.3em;">(А. Чехов.)</span></p> <ol> <li>Определите стиль речи.</li> </ol> <p>а)      разговорный</p> <p>б)      публицистический</p> <p>в)     деловой</p> <p>г)      художественный</p> <p><span style="line-height: 1.3em;">2. Назовите тип речи</span></p> <p align="left">а)      повествование</p> <p align="left">б)     описание</p> <p align="left">в)     рассуждение</p> <p align="left">г)     сочетание повествования с описанием</p> <p align="left"><span style="line-height: 1.3em;">3. Установите способ связи предложений в тексте.</span></p> <p align="left">а)      параллельный</p> <p align="left">б)      последовательный</p> <p align="left">в)      параллельный (1-е и 2-е), последовательный (3-е и 4-е)</p> <p align="left">г)      последовательный (1-е и 2-е), параллельный (3-е и 4-е)</p> <p align="left">4. <span style="line-height: 1.3em;">Назовите средства связи предложений текста.</span></p> <p align="left">а)      местоимения</p> <p align="left">б)      синонимы</p> <p align="left">в)      союзы</p> <p align="left">г)      антонимы</p> <p align="left"><span style="line-height: 1.3em;">5.Чем является выделенное словосочетание?</span></p> <p align="left">а)      подлежащим</p> <p align="left">б)      именным сказуемым</p> <p align="left">в)      обособленным приложением</p> <p align="left">г)      обособленным несогласованным определением</p> <p align="left"><span style="line-height: 1.3em;">6. В каких предложениях есть обособленные опреде­ления? Подчеркните их, указав определяемое слово.</span></p> <p align="left">а)      в 1-м и 4-м</p> <p align="left">б)      в 3-м и 4-м</p> <p align="left">в)      в 1-м и 3-м</p> <p align="left">г)      в 4-м и 2-м</p> <p align="left"><span style="line-height: 1.3em;">7. Сколько обособленных обстоятельств в тексте? Подчеркните их.</span></p> <p align="left">а)     одно</p> <p align="left">б)        два</p> <p align="left">в)       три</p> <p align="left">г)    четыре</p> <p align="left"><span style="line-height: 1.3em;">8. Сколько запятых пропущено в тексте? Расставьте их.</span></p> <p align="left">а)  одна</p> <p align="left">б)  девять</p> <p align="left">в)  пять</p> <p align="left">г)  семь</p> <p align="left">9. Какой частью речи является слово <em>один </em>в 3-м предложении?</p> <p>а)      числительным</p> <p>б)      существительным</p> <p>в)      местоимением</p> <p>г)      прилагательным</p> <p>______________________________________________________________________</p> <p align="left"><strong>Текст № 10</strong><strong> </strong></p> <p>(1) Зазеленела старая и вылезающая иглами моло­дая трава; надулись почки калины смородины и липкой спиртовой березы на обсыпанной золотым цветом лозине загудела пчела. (2) Залились <strong>(не)види­мые</strong> жаворонки над бархатом зелени заплакали чи­бисы над налившимися бурою <strong>(не)убравшеюся</strong> водою низами и болотами и высоко пролетели с весенним гоготанием журавли и гуси. &lt;...&gt; (3) Пришла настоя­щая весна.</p> <p align="right">(Л. Толстой.)</p> <p align="left"><strong> </strong><strong>1. Определите стиль речи.</strong></p> <p>а)      разговорный</p> <p>б)      публицистический</p> <p>в)      художественный</p> <p>г)      научный</p> <p align="left"><strong> </strong><strong>2. Назовите тип речи.</strong></p> <p>а)      повествование</p> <p>б)      описание</p> <p>в)      рассуждение</p> <p>г)      сочетание описания с повествованием</p> <p><strong>3. Установите способ связи предложений в тексте</strong></p> <p>а)      последовательный</p> <p>б)      параллельный</p> <p align="left">в)      параллельный (1-е и 2-е), последовательный (2-е и 3-е)</p> <p>г)         последовательный (1-е и 2-е), параллельный (2-е и 3-е)</p> <p align="left"><strong> </strong><strong>4. Назовите средства связи предложений в тексте.</strong></p> <p align="left">а)      местоимение</p> <p align="left">б)      лексический повтор</p> <p align="left">в)      синонимы</p> <p align="left">г)      единство видовременных форм глагола, словооб­разовательные повторы</p> <p align="left"><strong> </strong><strong>5. Сколько причастных оборотов в тексте?</strong></p> <p align="left">а)         один</p> <p align="left">б)         два</p> <p align="left">в)         три</p> <p align="left">г) четыре</p> <p align="left"><strong> </strong><strong>6. Сколько раз встречаются в тексте ряды однород­ных определений?</strong><strong> </strong></p> <p align="left">а)         один</p> <p align="left">б)         два</p> <p align="left">в)         три</p> <p align="left">г)        четыре</p> <p align="left"><strong> </strong><strong>7. Сколько запятых пропущено в тексте?</strong><strong> </strong></p> <p align="left">а)         одна</p> <p align="left">б)         две</p> <p align="left">в)         три</p> <p align="left">г)      четыре</p> <p align="left"><strong> </strong><strong>8. Как пишется не с выделенными словами?</strong></p> <p align="left">а)      слитно в обоих случаях</p> <p align="left">б)      раздельно в обоих случаях</p> <p align="left">в)      слитно в первом случае, раздельно — во втором</p> <p align="left">г)      раздельно в первом случае, слитно — во втором</p> <p align="left"><strong> </strong><strong>9. Какое слово соответствует модели: приставка – корень – суффикс – окончание:</strong></p> <p>а)      вылезающая</p> <p>б)    невидимая</p> <p>в)      обсыпанная</p> <p>г)      налившимися</p> <p> </p> <p>{jcomments on}</p> <p align="left"><strong>Текст № 6</strong></p> <p>(1) В то лето я жил в маленьком северном городе (2) Город стоял на берегу реки. (3) По реке плыли теплоходы, белые пароходы, грязно-бурые баржи, длинные плоты, широкоскулые карбасы с запачканными черной смолой бортами. (4) У берега стояла пристань пахнувшая рогожей, канатом, сырой гнилью и во­блой. (5) На пристани этой редко кто сходил, разве только пригородные колхозники в базарный день да унылые командировочные в серых плащах приез­жавшие из области на лесозавод.     <span style="line-height: 1.3em;">(Ю. Казаков.)</span></p> <ol> <li>Определите стиль речи.</li> </ol> <p align="left">а)       художественный</p> <p align="left">б)       разговорный</p> <p align="left">в)       научный</p> <p align="left">г)       публицистический</p> <p align="left"><span style="line-height: 1.3em;">2. Назовите тип речи.</span></p> <p align="left">а)       описание</p> <p align="left">б)      повествование</p> <p align="left">в)       рассуждение</p> <p align="left">г)       сочетание описания с рассуждением</p> <p align="left"><span style="line-height: 1.3em;">3. Какие средства использованы для связи предложе­ний?</span></p> <p align="left">а)       лексический повтор</p> <p align="left">б)       местоимение</p> <p align="left">в)       синонимы</p> <p align="left">г)       слова со значением «целое и его части»</p> <p align="left"><span style="line-height: 1.3em;">4. Установите способ связи 1, 2, 3-го предложений.</span></p> <p align="left">а)       1-е и 2-е — последовательный, 2-е и 3-е — па­раллельный</p> <p align="left">б)       1-е и 2-е — параллельный, 2-е и 3-е — последо­вательный</p> <p align="left">в)       1-е и 2-е — последовательный, 2-е и 3-е — после­довательный</p> <p align="left">г)       1-е и 2-е — параллельный, 2-е и 3-е — парал­лельный</p> <p align="left"><span style="line-height: 1.3em;">5. Какая из характеристик художественного стиля неверна?</span></p> <p align="left">а)      сфера применения — язык художественной ли­тературы</p> <p>б)      функция — информация</p> <p align="left">в)      ведущие стилевые черты— образность, кон­кретность, эмоциональность</p> <p>г)      форма — письменная</p> <p><span style="line-height: 1.3em;">6. Укажите предложения с пунктуационной ошибкой.</span></p> <p>а)      3-е</p> <p>б)      4-е, 5-е</p> <p>в)      4-е, 3-е</p> <p>г)      3-е</p> <p><span style="line-height: 1.3em;">7. В каких предложениях используется причастный оборот? Подчеркните в тексте.</span></p> <p>а)      в 1-м и 3-м</p> <p>б)      в 3-м и 4-м</p> <p>в)      во 2-м и 5-м</p> <p>г)      в 3, 4 и 5-м</p> <p>_______________________________________________________________________________</p> <p align="left"><strong>Текст № 7</strong></p> <p>(1) Чтобы сохранить цветы купленные за неделю до праздника стебли цветов подрезают наискось ост­рой бритвой и ставят цветы в воду комнатной температуры. (2) Через два-три часа заворачивают букет н газету и кладут на нижнюю полку холодильника. (3) На третий день проверяют букет, снова подрезают стебли на 1—2 см, часа два держат цветы в воде и опять кладут в холодильник.</p> <ol> <li>Определите стиль речи.</li> </ol> <p>а)      разговорный</p> <p>б)      научный</p> <p>в)      деловой</p> <p>г)      публицистический</p> <p><span style="line-height: 1.3em;">2. Назовите тип речи.</span></p> <p>а)       описание</p> <p>б)      повествование</p> <p>в)      рассуждение</p> <p>г)      сочетание повествования с описанием</p> <p><span style="line-height: 1.3em;">3. Какие средства использованы для связи предложе­ний?</span></p> <p>а)       только лексический повтор</p> <p>б)      только контекстный синоним</p> <p>в)      только единство видовременных форм глагола</p> <p>г)       синоним, единство видовременных форм глаго­ла, лексический повтор одновременно</p> <p><span style="line-height: 1.3em;">4. Установите способ связи предложений.</span></p> <p>а)       только последовательный</p> <p>б)       только параллельный</p> <p>в)       1-е и 2-е— последовательный, 2-е и 3-е — па­раллельный</p> <p>г)       1-е и 2-е — параллельный, 2-е и 3-е — последо­вательный</p> <p><span style="line-height: 1.3em;">5. Какая из характеристик официально-делового стиля неверна?</span></p> <p>а)       сфера применения — делопроизводство, область правовых отношений</p> <p>б)      основная функция — сообщение, инструкция</p> <p>в)       ведущие стилевые черты — точность, не допус­кающая инотолкований, стандартизованность речи</p> <p>г)       форма использования языка — устная</p> <p><span style="line-height: 1.3em;">6. Укажите предложения с пунктуационной ошиб­кой.</span></p> <p>а)       1-е</p> <p>б)       2-е</p> <p>в)       2-е, 3-е</p> <p>г)       3-е</p> <p><span style="line-height: 1.3em;">7. В каких предложениях используется причастный оборот?</span></p> <p>а)       в 1-м и 3-м</p> <p>б)       в 1-м</p> <p>в)       во 2-м и 3-м</p> <p>г)       во 2-м</p> <p>_________________________________________________________________________________________________</p> <p align="left"><strong>Текст № 8</strong></p> <p align="left"><strong> </strong></p> <p>(1) Наконец около полуночи усталый хозяин пре­кратил танцы, приказал давать ужин, а сам отпра­вился спать. (2) Отсутствие Кирила Петровича прида­ло обществу более свободы и живости. (3) Кавалеры осмелились занять место подле дам. (4) Девицы смеялись и перешептывались со своими соседями, дамы громко разговаривали через стол. (5) Мужчины пи­ли, спорили, хохотали. (6) Словом ужин был чрезвычайно весел и оставил о себе много приятных воспоминаний.   <span style="line-height: 1.3em;">(А. Пушкин.)</span></p> <ol> <li>Расчлените текст на абзацы. Начало абзаца обозначьте цифрой предложения.</li> </ol> <p>а)       2                  в) 3</p> <p>б)       2, 5              г) 6</p> <p><span style="line-height: 1.3em;">2. Назовите тип речи.</span></p> <p>а)       повествование</p> <p>б)       описание</p> <p>в)       рассуждение</p> <p>г)       повествование и описание</p> <p><span style="line-height: 1.3em;">3. В каком случае средство связи предложений определено неверно?</span></p> <p>а)       1-е и 2-е — контекстный синоним</p> <p>б)       1-е и 2-е — местоимение</p> <p>в)       3, 4, 5-е — единство видовременных форм глаголи</p> <p align="left">г)       3, 4, 5-е — имена существительные одной тематической группы</p> <p align="left"><span style="line-height: 1.3em;">4. Установите способ связи предложений.</span></p> <p align="left">а)       1-е и 2-е — последовательный, 3, 4, 5-е — последовательный</p> <p align="left">б)       1-е и 2-е — последовательный, 3, 4, 5-е — параллельный</p> <p align="left">в)       1-е и 2-е — параллельный, 3, 4, 5-е — последовательный</p> <p align="left">г)       1-е и 2-е — параллельный, 3, 4, 5-е — параллельный</p> <p align="left">5.  Какая из характеристик художественного стиля неверна?</p> <p align="left">а)      сфера применения – искусство, словесное творчество</p> <p>б)      функция – эстетическое воздействие</p> <p>в)      ведущая стилевая черта — информативность</p> <p>г)      форма использования языка — письменная</p> <p><span style="line-height: 1.3em;">6. Укажите предложения с пунктуационной ошибкой.</span></p> <p>а)      1-е</p> <p>б)      2-е, 4-е</p> <p>в)      1-е, 4-е</p> <p>г)      6-е</p> <p><span style="line-height: 1.3em;">7. Укажите предложения с вводным словом.</span></p> <p>а)      1-е</p> <p>б)      1-е и 6-е</p> <p>в)      2-е и 1-е</p> <p>г)      6-е</p> <p>_________________________________________________________________________________</p> <p align="left"><strong>Текст № 9</strong></p> <p align="left"> </p> <p>(1) У широкой степной дороги называемой боль­шим шляхом ночевала отара овец. (2) Стерегли ее два пастуха. (3) Один <strong>старик лет восьмидесяти</strong> ле­жал на животе у самой дороги положив локти на пыльные листья подорожников. (4) Другой молодой парень с густыми черными бровями и безусый ле­жал на спине  положив руки под голову и глядел вверх на небо.    <span style="line-height: 1.3em;">(А. Чехов.)</span></p> <ol> <li>Определите стиль речи.</li> </ol> <p>а)      разговорный</p> <p>б)      публицистический</p> <p>в)     деловой</p> <p>г)      художественный</p> <p><span style="line-height: 1.3em;">2. Назовите тип речи</span></p> <p align="left">а)      повествование</p> <p align="left">б)     описание</p> <p align="left">в)     рассуждение</p> <p align="left">г)     сочетание повествования с описанием</p> <p align="left"><span style="line-height: 1.3em;">3. Установите способ связи предложений в тексте.</span></p> <p align="left">а)      параллельный</p> <p align="left">б)      последовательный</p> <p align="left">в)      параллельный (1-е и 2-е), последовательный (3-е и 4-е)</p> <p align="left">г)      последовательный (1-е и 2-е), параллельный (3-е и 4-е)</p> <p align="left">4. <span style="line-height: 1.3em;">Назовите средства связи предложений текста.</span></p> <p align="left">а)      местоимения</p> <p align="left">б)      синонимы</p> <p align="left">в)      союзы</p> <p align="left">г)      антонимы</p> <p align="left"><span style="line-height: 1.3em;">5.Чем является выделенное словосочетание?</span></p> <p align="left">а)      подлежащим</p> <p align="left">б)      именным сказуемым</p> <p align="left">в)      обособленным приложением</p> <p align="left">г)      обособленным несогласованным определением</p> <p align="left"><span style="line-height: 1.3em;">6. В каких предложениях есть обособленные опреде­ления? Подчеркните их, указав определяемое слово.</span></p> <p align="left">а)      в 1-м и 4-м</p> <p align="left">б)      в 3-м и 4-м</p> <p align="left">в)      в 1-м и 3-м</p> <p align="left">г)      в 4-м и 2-м</p> <p align="left"><span style="line-height: 1.3em;">7. Сколько обособленных обстоятельств в тексте? Подчеркните их.</span></p> <p align="left">а)     одно</p> <p align="left">б)        два</p> <p align="left">в)       три</p> <p align="left">г)    четыре</p> <p align="left"><span style="line-height: 1.3em;">8. Сколько запятых пропущено в тексте? Расставьте их.</span></p> <p align="left">а)  одна</p> <p align="left">б)  девять</p> <p align="left">в)  пять</p> <p align="left">г)  семь</p> <p align="left">9. Какой частью речи является слово <em>один </em>в 3-м предложении?</p> <p>а)      числительным</p> <p>б)      существительным</p> <p>в)      местоимением</p> <p>г)      прилагательным</p> <p>______________________________________________________________________</p> <p align="left"><strong>Текст № 10</strong><strong> </strong></p> <p>(1) Зазеленела старая и вылезающая иглами моло­дая трава; надулись почки калины смородины и липкой спиртовой березы на обсыпанной золотым цветом лозине загудела пчела. (2) Залились <strong>(не)види­мые</strong> жаворонки над бархатом зелени заплакали чи­бисы над налившимися бурою <strong>(не)убравшеюся</strong> водою низами и болотами и высоко пролетели с весенним гоготанием журавли и гуси. &lt;...&gt; (3) Пришла настоя­щая весна.</p> <p align="right">(Л. Толстой.)</p> <p align="left"><strong> </strong><strong>1. Определите стиль речи.</strong></p> <p>а)      разговорный</p> <p>б)      публицистический</p> <p>в)      художественный</p> <p>г)      научный</p> <p align="left"><strong> </strong><strong>2. Назовите тип речи.</strong></p> <p>а)      повествование</p> <p>б)      описание</p> <p>в)      рассуждение</p> <p>г)      сочетание описания с повествованием</p> <p><strong>3. Установите способ связи предложений в тексте</strong></p> <p>а)      последовательный</p> <p>б)      параллельный</p> <p align="left">в)      параллельный (1-е и 2-е), последовательный (2-е и 3-е)</p> <p>г)         последовательный (1-е и 2-е), параллельный (2-е и 3-е)</p> <p align="left"><strong> </strong><strong>4. Назовите средства связи предложений в тексте.</strong></p> <p align="left">а)      местоимение</p> <p align="left">б)      лексический повтор</p> <p align="left">в)      синонимы</p> <p align="left">г)      единство видовременных форм глагола, словооб­разовательные повторы</p> <p align="left"><strong> </strong><strong>5. Сколько причастных оборотов в тексте?</strong></p> <p align="left">а)         один</p> <p align="left">б)         два</p> <p align="left">в)         три</p> <p align="left">г) четыре</p> <p align="left"><strong> </strong><strong>6. Сколько раз встречаются в тексте ряды однород­ных определений?</strong><strong> </strong></p> <p align="left">а)         один</p> <p align="left">б)         два</p> <p align="left">в)         три</p> <p align="left">г)        четыре</p> <p align="left"><strong> </strong><strong>7. Сколько запятых пропущено в тексте?</strong><strong> </strong></p> <p align="left">а)         одна</p> <p align="left">б)         две</p> <p align="left">в)         три</p> <p align="left">г)      четыре</p> <p align="left"><strong> </strong><strong>8. Как пишется не с выделенными словами?</strong></p> <p align="left">а)      слитно в обоих случаях</p> <p align="left">б)      раздельно в обоих случаях</p> <p align="left">в)      слитно в первом случае, раздельно — во втором</p> <p align="left">г)      раздельно в первом случае, слитно — во втором</p> <p align="left"><strong> </strong><strong>9. Какое слово соответствует модели: приставка – корень – суффикс – окончание:</strong></p> <p>а)      вылезающая</p> <p>б)    невидимая</p> <p>в)      обсыпанная</p> <p>г)      налившимися</p> <p> </p> <p>{jcomments on}</p> Тесты по комплексному анализу текста 8-9 классы (из методического пособия для 8 класса. Программа М.М.Разумовской) 2014-11-18T19:18:19Z 2014-11-18T19:18:19Z /index.php?option=com_content&view=article&id=569:-8-9-8-&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p>Текст № 1</p> <p>(1) Выйдя из парка бродячая труппа спустилась крутой, сыпучей тропинкой к морю. (2) Здесь горы отступив немного назад дали место неширокой пло­ской полосе покрытой ровными, обточенными прибо­ем камнями. (3) Недалеко от берега кувыркались в воде дельфины показывая из нее на мгновение свои жирные, круглые спины. (4) Вдали на горизонте не­подвижно стояли розовеющие на солнце паруса ры­бачьих лодок.</p> <p align="right"><em>(По А. Куприну.)</em></p> <p style="text-align: left;"><em></em><span style="line-height: 1.3em;">1. Укажите ошибку в характеристике текста.</span></p> <p>а)         стиль речи: художественный</p> <p>б)         тип речи: соединение повествования с описанием</p> <p>в)         способ связи 2, 3, 4-го предложений: последовательный</p> <p>г)         средства связи: наречия места, сочетание слов со значением места</p> <p><span style="line-height: 1.3em;">2. Сколько в тексте деепричастных оборотов? Выпишите их.</span></p> <p>а)         два</p> <p>б)         три</p> <p>в)         четыре</p> <p>г)         пять</p> <p><strong>3.</strong> В каких предложениях используется причастный оборот? Выпишите их вместе с определяемым словом.</p> <p>а)         в 1-м и 2-м</p> <p>б)         во 2-м и 3-м</p> <p>в)         во 2-м и 4-м</p> <p>г)         в 1-м и 3-м</p> <p><strong>4.</strong> Скольких запятых недостает в тексте?</p> <p>а)         двух</p> <p>б)         трех</p> <p>в)         четырех</p> <p>г)         пяти</p> <p><strong>5.</strong> Какие разряды наречий встречаются в тексте? Докажите.</p> <p>а)         места и времени</p> <p>б)         образа действия и времени</p> <p>в)         образа действия и места</p> <p>г)         места, степени и образа действия</p> <p>_________________________________________________________________________________________</p> <p align="left">Текст № 2</p> <p>(1) Между каменной стеной и растущими вдоль нее кипарисами была узкая темная лазейка. (2) Не раздумывая подчиняясь одному чувству страха Сергей юркнул в нее и побежал вдоль стены. (3) Острые иглы кипарисов густо и едко пахнувшие смолой хлестали его по лицу. (4) Он спотыкался о корни, падал разбивая себе в кровь руки, но тотчас же вставал и опять бежал вперед согнувшись почти вдвое не слыша своего крика. <span style="line-height: 1.3em;">(А. Куприн.)</span></p> <p style="text-align: left;"><span style="line-height: 1.3em;">1. Укажите ошибку в характеристике текста.</span></p> <p align="left">а) задача речи: изобразить, нарисовать слонами картину</p> <p>б)      стиль речи: художественный</p> <p>в)      тип речи: описание</p> <p align="left">г)      средства связи предложений: местоимения, лексический повтор</p> <p align="left"><span style="line-height: 1.3em;">2. Сколько запятых пропущено в предложениях текста? Расставьте их.</span></p> <p>а)      четыре</p> <p>б)      шесть</p> <p>в)      семь</p> <p>г)      пять</p> <p><span style="line-height: 1.3em;">3. Сколько деепричастных оборотов имеется в тексте? Подчеркните их.</span></p> <p>а)      четыре</p> <p>б)      пять</p> <p>в)      три</p> <p>г)      шесть</p> <p><span style="line-height: 1.3em;">4. Какие разряды наречий встречаются в тексте? Докажите.</span></p> <p>а)      образа действия</p> <p>б)      меры и степени</p> <p>в)      времени, места</p> <p>г)      все четыре указанных разряда</p> <p><span style="line-height: 1.3em;">5. В каких предложениях текста используется при­частный оборот? Подчеркните в тексте.</span></p> <p>а)      в 1-м и 4-м</p> <p>б)      в 1-м и 2-м</p> <p>в)      в 1-м и 3-м</p> <p>г)      в 3-м и 4-м</p> <p>д)      во 2-м и 3-м</p> <p>е)      во 2-м и 4-м</p> <p>______________________________________________________________________________</p> <p align="left">Текст № 3</p> <p>(1) Верх стены был утыкан вмазанными в известку бутылочными осколками, но Сергей не задумался над этим. (2) Мигом схватив поперек туловища Арто он поставил его передними лапами на стену. (3) Умный пес мгновенно понял его. (4) Он быстро вскарабкался на стену и замахав хвостом победно залаял. (5) За ним очутился на стене и Сергей, как раз в то время, когда из расступившихся ветвей кипарисов выгляну­ла фигура сторожа.  <span style="line-height: 1.3em;">(А. Куприн.)</span></p> <p align="left">1. Укажите ошибку в характеристике текста.</p> <p>а)      стиль речи: художественный</p> <p>б)      тип речи: описание</p> <p align="left">в)      задача речи: изобразить, нарисовать словом картину</p> <p align="left">г)       средства связи предложений: местоимение, контекстный синоним, лексический повтор</p> <p align="left"><span style="line-height: 1.3em;">2. Сколько в тексте деепричастных оборотов? Подчеркните их.</span></p> <p>а)       четыре</p> <p>б)       три</p> <p>в)       два</p> <p>г)       один</p> <p><span style="line-height: 1.3em;">3. В каких предложениях есть причастный оборот? Подчеркните их.</span></p> <p>а)       в 1-м и 2-м</p> <p>б)       в 1-м и 3-м</p> <p>в)       во 2-м и 4-м</p> <p>г)       в 1-м и 5-м</p> <p><span style="line-height: 1.3em;">4. Какие разряды наречий встречаются в тексте? Докажите.</span></p> <p>а)       места</p> <p>б)       времени</p> <p>в)       образа действия</p> <p>г)       меры и степени</p> <p><span style="line-height: 1.3em;">5. Сколько запятых пропущено в тексте? Расставьте их в тексте.</span></p> <p>а)       четыре</p> <p>б)       три</p> <p>в)       две</p> <p>г)       одна</p> <p>_________________________________________________________________________________________</p> <p align="left">Текст № 4</p> <p>(1) Наконец Сергей выбился из сил. (2) Он сел под дерево, прижался к стволу изнемогшим от усталости телом и зажмурил глаза. (3)Арто тихо повизгивал уткнув морду в колени мальчика. (4) Сергей 6eccoзнательно поднял глаза кверху и вдруг, охваченный невероятной радостью вскочил: он увидел, что степи напротив была очень низкая.            <span style="line-height: 1.3em;">(По А. Куприну.)</span></p> <ol> <li>Укажите ошибку в характеристике текста.</li> </ol> <p>а)      стиль речи: художественный</p> <p>б)      тип речи: описание</p> <p>в)      способ связи предложений: параллельный</p> <p align="left">г)      средства связи: местоимение, лексический пов­тор, контекстный синоним</p> <p align="left"><span style="line-height: 1.3em;">2. Сколько в тексте деепричастных оборотов? Подчеркните их.</span></p> <p>а)      четыре</p> <p>б)      три</p> <p>в)      два</p> <p>г)      один</p> <p><span style="line-height: 1.3em;">3. В каких предложениях используется причастный оборот? Подчеркните их.</span></p> <p>а)      во 2-м и 4-м</p> <p>б)      в 3-м и 4-м</p> <p>в)      в 3-м и 5-м</p> <p>г)      во 2-м и 3-м</p> <p><span style="line-height: 1.3em;">4. Какие разряды наречий встречаются в тексте? Докажите.</span></p> <p>а)      времени и образа действия</p> <p>б)      места и времени</p> <p>в)      времени, места, образа действия</p> <p>г)      времени, места, образа действия, степени</p> <p><span style="line-height: 1.3em;">5. Сколько запятых пропущено в тексте? Расставьте их в тексте.</span></p> <p>а)      четыре</p> <p>б)      три</p> <p>в)      две</p> <p>г)      одна</p> <p>__________________________________________________________________________</p> <p align="left">Текст № 5</p> <p>(1) Сергей мчался, как птица, часто ударяя о зем­лю ногами, которые внезапно сделались крепкими, точно две стальные пружины. (2) Рядом с ним скакал заливаясь радостным лаем Арто. (3) Сзади тяжело грохотал по песку дворник яростно рычавший какие-то ругательства.      <em style="line-height: 1.3em;">(А. Куприн)</em></p> <ol> <li>Укажите ошибку в характеристике текста. </li> </ol> <p>а)      стиль речи: разговорный</p> <p>б)      тип речи: описание (действия)</p> <p>в)      средства связи: местоимение, наречия места</p> <p>г)      задача речи: изобразить, нарисовать словом картину бега</p> <p><span style="line-height: 1.3em;">2. Сколько деепричастных оборотов в тексте? Подчеркните.</span></p> <p>а)      один</p> <p>б)      два</p> <p>в)      три</p> <p>г)      нет</p> <p>3. <span style="line-height: 1.3em;">В каких предложениях используется причастный оборот? Подчеркните.</span></p> <p>а)      в 1-м и 3-м</p> <p>б)      в 1-м</p> <p>в)      во 2-м и 3-м</p> <p>г)      в 3-м</p> <p>4. <span style="line-height: 1.3em;">Какие разряды наречий встречаются в тексте?</span></p> <p>а)      образа действия</p> <p>б)      меры и степени</p> <p>в)      места</p> <p>г)      образа действия, места</p> <p>5. <span style="line-height: 1.3em;">Сколько запятых пропущено в тексте? Расставьте их.</span></p> <p>а)      одна</p> <p>б)      две</p> <p>в)      три</p> <p>г)      нет пропущенных знаков</p> <p>{jcomments on}</p> <p>Текст № 1</p> <p>(1) Выйдя из парка бродячая труппа спустилась крутой, сыпучей тропинкой к морю. (2) Здесь горы отступив немного назад дали место неширокой пло­ской полосе покрытой ровными, обточенными прибо­ем камнями. (3) Недалеко от берега кувыркались в воде дельфины показывая из нее на мгновение свои жирные, круглые спины. (4) Вдали на горизонте не­подвижно стояли розовеющие на солнце паруса ры­бачьих лодок.</p> <p align="right"><em>(По А. Куприну.)</em></p> <p style="text-align: left;"><em></em><span style="line-height: 1.3em;">1. Укажите ошибку в характеристике текста.</span></p> <p>а)         стиль речи: художественный</p> <p>б)         тип речи: соединение повествования с описанием</p> <p>в)         способ связи 2, 3, 4-го предложений: последовательный</p> <p>г)         средства связи: наречия места, сочетание слов со значением места</p> <p><span style="line-height: 1.3em;">2. Сколько в тексте деепричастных оборотов? Выпишите их.</span></p> <p>а)         два</p> <p>б)         три</p> <p>в)         четыре</p> <p>г)         пять</p> <p><strong>3.</strong> В каких предложениях используется причастный оборот? Выпишите их вместе с определяемым словом.</p> <p>а)         в 1-м и 2-м</p> <p>б)         во 2-м и 3-м</p> <p>в)         во 2-м и 4-м</p> <p>г)         в 1-м и 3-м</p> <p><strong>4.</strong> Скольких запятых недостает в тексте?</p> <p>а)         двух</p> <p>б)         трех</p> <p>в)         четырех</p> <p>г)         пяти</p> <p><strong>5.</strong> Какие разряды наречий встречаются в тексте? Докажите.</p> <p>а)         места и времени</p> <p>б)         образа действия и времени</p> <p>в)         образа действия и места</p> <p>г)         места, степени и образа действия</p> <p>_________________________________________________________________________________________</p> <p align="left">Текст № 2</p> <p>(1) Между каменной стеной и растущими вдоль нее кипарисами была узкая темная лазейка. (2) Не раздумывая подчиняясь одному чувству страха Сергей юркнул в нее и побежал вдоль стены. (3) Острые иглы кипарисов густо и едко пахнувшие смолой хлестали его по лицу. (4) Он спотыкался о корни, падал разбивая себе в кровь руки, но тотчас же вставал и опять бежал вперед согнувшись почти вдвое не слыша своего крика. <span style="line-height: 1.3em;">(А. Куприн.)</span></p> <p style="text-align: left;"><span style="line-height: 1.3em;">1. Укажите ошибку в характеристике текста.</span></p> <p align="left">а) задача речи: изобразить, нарисовать слонами картину</p> <p>б)      стиль речи: художественный</p> <p>в)      тип речи: описание</p> <p align="left">г)      средства связи предложений: местоимения, лексический повтор</p> <p align="left"><span style="line-height: 1.3em;">2. Сколько запятых пропущено в предложениях текста? Расставьте их.</span></p> <p>а)      четыре</p> <p>б)      шесть</p> <p>в)      семь</p> <p>г)      пять</p> <p><span style="line-height: 1.3em;">3. Сколько деепричастных оборотов имеется в тексте? Подчеркните их.</span></p> <p>а)      четыре</p> <p>б)      пять</p> <p>в)      три</p> <p>г)      шесть</p> <p><span style="line-height: 1.3em;">4. Какие разряды наречий встречаются в тексте? Докажите.</span></p> <p>а)      образа действия</p> <p>б)      меры и степени</p> <p>в)      времени, места</p> <p>г)      все четыре указанных разряда</p> <p><span style="line-height: 1.3em;">5. В каких предложениях текста используется при­частный оборот? Подчеркните в тексте.</span></p> <p>а)      в 1-м и 4-м</p> <p>б)      в 1-м и 2-м</p> <p>в)      в 1-м и 3-м</p> <p>г)      в 3-м и 4-м</p> <p>д)      во 2-м и 3-м</p> <p>е)      во 2-м и 4-м</p> <p>______________________________________________________________________________</p> <p align="left">Текст № 3</p> <p>(1) Верх стены был утыкан вмазанными в известку бутылочными осколками, но Сергей не задумался над этим. (2) Мигом схватив поперек туловища Арто он поставил его передними лапами на стену. (3) Умный пес мгновенно понял его. (4) Он быстро вскарабкался на стену и замахав хвостом победно залаял. (5) За ним очутился на стене и Сергей, как раз в то время, когда из расступившихся ветвей кипарисов выгляну­ла фигура сторожа.  <span style="line-height: 1.3em;">(А. Куприн.)</span></p> <p align="left">1. Укажите ошибку в характеристике текста.</p> <p>а)      стиль речи: художественный</p> <p>б)      тип речи: описание</p> <p align="left">в)      задача речи: изобразить, нарисовать словом картину</p> <p align="left">г)       средства связи предложений: местоимение, контекстный синоним, лексический повтор</p> <p align="left"><span style="line-height: 1.3em;">2. Сколько в тексте деепричастных оборотов? Подчеркните их.</span></p> <p>а)       четыре</p> <p>б)       три</p> <p>в)       два</p> <p>г)       один</p> <p><span style="line-height: 1.3em;">3. В каких предложениях есть причастный оборот? Подчеркните их.</span></p> <p>а)       в 1-м и 2-м</p> <p>б)       в 1-м и 3-м</p> <p>в)       во 2-м и 4-м</p> <p>г)       в 1-м и 5-м</p> <p><span style="line-height: 1.3em;">4. Какие разряды наречий встречаются в тексте? Докажите.</span></p> <p>а)       места</p> <p>б)       времени</p> <p>в)       образа действия</p> <p>г)       меры и степени</p> <p><span style="line-height: 1.3em;">5. Сколько запятых пропущено в тексте? Расставьте их в тексте.</span></p> <p>а)       четыре</p> <p>б)       три</p> <p>в)       две</p> <p>г)       одна</p> <p>_________________________________________________________________________________________</p> <p align="left">Текст № 4</p> <p>(1) Наконец Сергей выбился из сил. (2) Он сел под дерево, прижался к стволу изнемогшим от усталости телом и зажмурил глаза. (3)Арто тихо повизгивал уткнув морду в колени мальчика. (4) Сергей 6eccoзнательно поднял глаза кверху и вдруг, охваченный невероятной радостью вскочил: он увидел, что степи напротив была очень низкая.            <span style="line-height: 1.3em;">(По А. Куприну.)</span></p> <ol> <li>Укажите ошибку в характеристике текста.</li> </ol> <p>а)      стиль речи: художественный</p> <p>б)      тип речи: описание</p> <p>в)      способ связи предложений: параллельный</p> <p align="left">г)      средства связи: местоимение, лексический пов­тор, контекстный синоним</p> <p align="left"><span style="line-height: 1.3em;">2. Сколько в тексте деепричастных оборотов? Подчеркните их.</span></p> <p>а)      четыре</p> <p>б)      три</p> <p>в)      два</p> <p>г)      один</p> <p><span style="line-height: 1.3em;">3. В каких предложениях используется причастный оборот? Подчеркните их.</span></p> <p>а)      во 2-м и 4-м</p> <p>б)      в 3-м и 4-м</p> <p>в)      в 3-м и 5-м</p> <p>г)      во 2-м и 3-м</p> <p><span style="line-height: 1.3em;">4. Какие разряды наречий встречаются в тексте? Докажите.</span></p> <p>а)      времени и образа действия</p> <p>б)      места и времени</p> <p>в)      времени, места, образа действия</p> <p>г)      времени, места, образа действия, степени</p> <p><span style="line-height: 1.3em;">5. Сколько запятых пропущено в тексте? Расставьте их в тексте.</span></p> <p>а)      четыре</p> <p>б)      три</p> <p>в)      две</p> <p>г)      одна</p> <p>__________________________________________________________________________</p> <p align="left">Текст № 5</p> <p>(1) Сергей мчался, как птица, часто ударяя о зем­лю ногами, которые внезапно сделались крепкими, точно две стальные пружины. (2) Рядом с ним скакал заливаясь радостным лаем Арто. (3) Сзади тяжело грохотал по песку дворник яростно рычавший какие-то ругательства.      <em style="line-height: 1.3em;">(А. Куприн)</em></p> <ol> <li>Укажите ошибку в характеристике текста. </li> </ol> <p>а)      стиль речи: разговорный</p> <p>б)      тип речи: описание (действия)</p> <p>в)      средства связи: местоимение, наречия места</p> <p>г)      задача речи: изобразить, нарисовать словом картину бега</p> <p><span style="line-height: 1.3em;">2. Сколько деепричастных оборотов в тексте? Подчеркните.</span></p> <p>а)      один</p> <p>б)      два</p> <p>в)      три</p> <p>г)      нет</p> <p>3. <span style="line-height: 1.3em;">В каких предложениях используется причастный оборот? Подчеркните.</span></p> <p>а)      в 1-м и 3-м</p> <p>б)      в 1-м</p> <p>в)      во 2-м и 3-м</p> <p>г)      в 3-м</p> <p>4. <span style="line-height: 1.3em;">Какие разряды наречий встречаются в тексте?</span></p> <p>а)      образа действия</p> <p>б)      меры и степени</p> <p>в)      места</p> <p>г)      образа действия, места</p> <p>5. <span style="line-height: 1.3em;">Сколько запятых пропущено в тексте? Расставьте их.</span></p> <p>а)      одна</p> <p>б)      две</p> <p>в)      три</p> <p>г)      нет пропущенных знаков</p> <p>{jcomments on}</p> 8 класс. Проверочная работа № 1 (программа М.М.Разумовской) 2014-11-18T19:08:50Z 2014-11-18T19:08:50Z /index.php?option=com_content&view=article&id=568:8-1-&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p><strong>БЛОК А</strong></p> <p>А1) Замените словосочетание <strong>«парижских сражений»</strong>, построенное на основе согласования, синонимичным словосочетанием со связью <strong>управление</strong>. Напишите получившееся словосочетание.</p> <p>А2) Замените словосочетание <strong>«глядел с уважением»</strong>, построенное на основе управления, синонимичным словосочетанием со связью <strong>примыкание</strong>. Напишите получившееся словосочетание.</p> <p>А3) Замените словосочетание <strong>«слёз матери»</strong>, построенное на основе управления, синонимичным словосочетанием со связью <strong>согласование</strong>. Напишите получившееся словосочетание.</p> <p>А4) Замените словосочетание <strong>«диванная подушка»</strong>, построенное на основе согласования, синонимичным словосочетанием со связью <strong>управление</strong>. Напишите получившееся словосочетание.</p> <p>А5) Замените словосочетание <strong>«театральный двор»</strong>, построенное на основе согласования, синонимичным словосочетанием со связью <strong>управление</strong>. Напишите получившееся словосочетание.</p> <p> </p> <p><strong>БЛОК Б</strong></p> <p>Выпишите <strong>грамматическую основу</strong> предложения:</p> <p>Б1) А я улыбался и въявь, и в своём воображении и, как маленький Филиппок, утирал мокрый от волнения лоб большой шапкой, нарисованной на картинке.</p> <p>Б2) Детское ликование не остановить.</p> <p>Б3) У Мешкова отроду не было внутренних тормозов.</p> <p>Б4) Девочку звали Алиса.</p> <p>Б5) Весной на улицах города, благоухающих сиренью, мне удивительно хорошо.</p> <p> </p> <p><strong>БЛОК В</strong></p> <p>Укажите количество<strong> </strong><strong>грамматических основ </strong>в предложении:</p> <p>В1) Я отбивал чечётку на каком-то старом табурете, показывал нос врагам, а пули жужжали рядом, и ни одна из них не задевала меня, и меня не убивали, как Гавроша, я отступал вместе с последними коммунарами, прятался в проходных дворах.</p> <p>В2) А глупая кряква, облетев порядочный круг и убедившись, что лисица ушла, опустилась на своё гнездо, проверила, все ли одиннадцать бледно-зелёных яиц налицо, и, опустив нос, полузадремала.</p> <p>В3) И вот однажды Анна Николаевна сказала, что школе дали много денег для оборудования, и мы отправились в магазин наглядных пособий.</p> <p>В4) Алиса могла свободно войти в театральный двор, который охранял строгий сторож, а другие дети не могли попасть в этот интересный мир.</p> <p>В5) Ребята, гляньте, не иначе медведь тут зимовал.</p> <p> </p> <p><strong>БЛОК Г</strong></p> <p>Укажите предложения с <strong>несогласованным определением</strong>:</p> <p>1. Днём её примнут колёса автомобилей, но сейчас по траве ходит голубь и урчит.</p> <p>2. Река проснулась, она заворочалась, подставляя солнцу свою остывшую за ночь чешую.</p> <p>3. В воде отразилось далёкое облако.</p> <p>4. А потом наступило долгое затишье.</p> <p>5. Днем Настена возила с гумна солому на колхозный двор и всякий раз, спускаясь с горы, как завороженная посматривала на баню.</p> <p>6. Местный народ, кстати, с этим переименованием почему-то не согласился.</p> <p>7. В доме напротив сидит на подоконнике девушка-красавица.</p> <p>8. Насыщенные холодом тучи ползли над Царицыном.</p> <p>9. Шёл тяжёлый сорок первый год.</p> <p>10. Каждую ночь мы ползли к немецким окопам в надежде поймать «языка».</p> <p> </p> <p><strong>БЛОК Д </strong></p> <p><strong>Выпишите предложения. Подчеркните сказуемое. Рядом напишите его вид.</strong></p> <ol> <li>Наступило новое утро.</li> <li>От скуки девочка начала придумывать разные истории.</li> <li>Гадкий утенок стал прекрасным лебедем.</li> <li>Щенок стал весело бегать за собственным хвостом.</li> <li>Пусть всегда будет солнце!</li> <li>Мама вернулась из поездки усталая.</li> <li>Мартышка вздумала трудиться.</li> <li>Воздух, резко подувший с севера, становился чистым, морозным.</li> <li>Червонец был запачкан и в пыли.</li> <li>Шли два приятеля вечернею порой.</li> </ol> <div></div> <div>{jcomments on}</div> <p><strong>БЛОК А</strong></p> <p>А1) Замените словосочетание <strong>«парижских сражений»</strong>, построенное на основе согласования, синонимичным словосочетанием со связью <strong>управление</strong>. Напишите получившееся словосочетание.</p> <p>А2) Замените словосочетание <strong>«глядел с уважением»</strong>, построенное на основе управления, синонимичным словосочетанием со связью <strong>примыкание</strong>. Напишите получившееся словосочетание.</p> <p>А3) Замените словосочетание <strong>«слёз матери»</strong>, построенное на основе управления, синонимичным словосочетанием со связью <strong>согласование</strong>. Напишите получившееся словосочетание.</p> <p>А4) Замените словосочетание <strong>«диванная подушка»</strong>, построенное на основе согласования, синонимичным словосочетанием со связью <strong>управление</strong>. Напишите получившееся словосочетание.</p> <p>А5) Замените словосочетание <strong>«театральный двор»</strong>, построенное на основе согласования, синонимичным словосочетанием со связью <strong>управление</strong>. Напишите получившееся словосочетание.</p> <p> </p> <p><strong>БЛОК Б</strong></p> <p>Выпишите <strong>грамматическую основу</strong> предложения:</p> <p>Б1) А я улыбался и въявь, и в своём воображении и, как маленький Филиппок, утирал мокрый от волнения лоб большой шапкой, нарисованной на картинке.</p> <p>Б2) Детское ликование не остановить.</p> <p>Б3) У Мешкова отроду не было внутренних тормозов.</p> <p>Б4) Девочку звали Алиса.</p> <p>Б5) Весной на улицах города, благоухающих сиренью, мне удивительно хорошо.</p> <p> </p> <p><strong>БЛОК В</strong></p> <p>Укажите количество<strong> </strong><strong>грамматических основ </strong>в предложении:</p> <p>В1) Я отбивал чечётку на каком-то старом табурете, показывал нос врагам, а пули жужжали рядом, и ни одна из них не задевала меня, и меня не убивали, как Гавроша, я отступал вместе с последними коммунарами, прятался в проходных дворах.</p> <p>В2) А глупая кряква, облетев порядочный круг и убедившись, что лисица ушла, опустилась на своё гнездо, проверила, все ли одиннадцать бледно-зелёных яиц налицо, и, опустив нос, полузадремала.</p> <p>В3) И вот однажды Анна Николаевна сказала, что школе дали много денег для оборудования, и мы отправились в магазин наглядных пособий.</p> <p>В4) Алиса могла свободно войти в театральный двор, который охранял строгий сторож, а другие дети не могли попасть в этот интересный мир.</p> <p>В5) Ребята, гляньте, не иначе медведь тут зимовал.</p> <p> </p> <p><strong>БЛОК Г</strong></p> <p>Укажите предложения с <strong>несогласованным определением</strong>:</p> <p>1. Днём её примнут колёса автомобилей, но сейчас по траве ходит голубь и урчит.</p> <p>2. Река проснулась, она заворочалась, подставляя солнцу свою остывшую за ночь чешую.</p> <p>3. В воде отразилось далёкое облако.</p> <p>4. А потом наступило долгое затишье.</p> <p>5. Днем Настена возила с гумна солому на колхозный двор и всякий раз, спускаясь с горы, как завороженная посматривала на баню.</p> <p>6. Местный народ, кстати, с этим переименованием почему-то не согласился.</p> <p>7. В доме напротив сидит на подоконнике девушка-красавица.</p> <p>8. Насыщенные холодом тучи ползли над Царицыном.</p> <p>9. Шёл тяжёлый сорок первый год.</p> <p>10. Каждую ночь мы ползли к немецким окопам в надежде поймать «языка».</p> <p> </p> <p><strong>БЛОК Д </strong></p> <p><strong>Выпишите предложения. Подчеркните сказуемое. Рядом напишите его вид.</strong></p> <ol> <li>Наступило новое утро.</li> <li>От скуки девочка начала придумывать разные истории.</li> <li>Гадкий утенок стал прекрасным лебедем.</li> <li>Щенок стал весело бегать за собственным хвостом.</li> <li>Пусть всегда будет солнце!</li> <li>Мама вернулась из поездки усталая.</li> <li>Мартышка вздумала трудиться.</li> <li>Воздух, резко подувший с севера, становился чистым, морозным.</li> <li>Червонец был запачкан и в пыли.</li> <li>Шли два приятеля вечернею порой.</li> </ol> <div></div> <div>{jcomments on}</div> Входной контроль Русский язык 8 класс 2014-09-22T19:49:37Z 2014-09-22T19:49:37Z /index.php?option=com_content&view=article&id=546:----8-&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p align="center">Административная контрольная работа по русскому языку.</p> <p align="center">8 класс.</p> <p>Ребята поднимались по крутому склону горы, сплошь усеянному камнями. Справа и слева отвесно вздымались черные стены. Вверху виднелась далекая полоска синеющего неба. В ущелье было свежо, но скоро мальчикам стало жарко. Они, тяжело дыша, упорно шли вперед, торопясь засветло добраться до лагеря.</p> <p>«Берегись, ребята!» - неожиданно крикнул Никита. Толстая змея с блестящей чешуей, переливающейся на солнце, скользила навстречу мальчикам. В нескольких шагах от них она замерла, потом чуть пошевелила хвостом, вскинула голову и, разинув розовую пасть, зашипела. Раздвоенный язычок ее беззвучно метался в пасти.</p> <p>Никита швырнул в змею камень. Она стрелой метнулась в его сторону. Он едва успел отбежать. Ребята, спотыкаясь и падая, бросились в разные стороны, но бежать по камням было нелегко. А змея и не собиралась их преследовать.</p> <p>Отдышавшись, друзья снова стали карабкаться вверх.</p> <p> </p> <p><strong>Тест:</strong></p> <p><strong>А1</strong> Укажите предложение, в котором средством выразительности речи является метафора.</p> <p>1)                   <em>- Трус несчастный, - вдруг отчётливо, с невероятным презрением сказала большая девочка.</em></p> <p>2)                   <em>Письма, пользуясь её слепотой, вынули не из шкатулки - их вынули из её души, и теперь ослепла и оглохла не только она, но и её душа...</em></p> <p>3)                   <em>Анне Федотовне очень не понравился этот тон, вызывающий, полный непонятной для неё претензии.</em></p> <p>4)                   <em>Но слышала она сейчас плохо, потому что предыдущий разговор сильно обеспокоил её, удивил и обидел.</em></p> <p><strong>А2</strong> Укажите<strong> ошибочное</strong> суждение.</p> <p>1)                   В слове НЕИЗВЕСТНЫХ буква Т обозначает непроизносимый звук.</p> <p>2)                   В слове ВХОДЯ первый звук -[ф].</p> <p>3)                   В слове ДОСТАНЬТЕ мягкость согласного [н'] на письме обозначена буквой Ь (мягкий знак).</p> <p>4)                   В слове СЕРЬЁЗНОГО звуков больше, чем букв.</p> <p><strong>А3</strong> Укажите слово с<strong> чередующейся</strong> гласной в корне.</p> <p>1)подивилась            2) вклинилась           3) касаются    4) написал</p> <p><strong>А4</strong> В каком слове правописание приставки определяется её значением - <em>«приближение»?</em></p> <p>1)пришли       2) привычный           3) прикрыла              4) прислушалась</p> <p><strong>А5</strong> В каком слове правописание<strong> суффикса</strong> является исключением из правила?</p> <p>1)бесценные              2) сосредоточена      3) напряжённо          4) деревянная</p> <p><strong>В1 </strong>Замените разговорное слово<strong> «пошушукались»</strong> (Дети недолго пошушукались, и большая девочка сказала с нескрываемым недоверием: «Это же всё ненастоящее!») стилистически нейтральным<strong> синонимом.</strong> Напишите этот синоним.</p> <p><strong>В2</strong> Выпишите<strong> грамматическую основу</strong> из предложения: <em>Потому что у нас в школе создают музей ко Дню великой Победы.</em><em> </em></p> <p><strong><em>В3 В приведённых ниже предложениях пронумерованы все запятые. Выпишите цифры, обозначающие запятые при</em></strong><strong><em> вводном слове</em></strong><em>. </em></p> <p><em>Но и этот громкий голос пролетел,<sup>(1)</sup> видимо,<sup>(2)</sup> мимо сознания Анны Федотовны. Она ждала скрипа задвигаемого ящика,<sup>(3)</sup> вся была сосредоточена на этом скрипе и, <sup>(4)</sup> когда наконец он раздался,<sup>(5)</sup> вздохнула с облегчением:</em></p> <p><em>- Ступайте,<sup>(6)</sup> дети. Я очень устала.</em></p> <p><strong>В4 </strong>Укажите количество<strong> грамматических основ</strong> в предложении: <em>Анна Федотовна прикрыла слепые глаза, напряжённо прислушалась, но душа её молчала, и голос сына более не звучал в ней</em>. Ответ запишите цифрой.</p> <p><strong>В5</strong> В приведённых ниже предложениях из прочитанного текста пронумерованы все запятые. Выпишите цифры, обозначающие запятые между частями сложного предложения, связанными<strong> подчинительной</strong> связью.</p> <p><strong><em>Они молча отдали ей письма и похоронку. Анна Федотовна ощупала каждый листок</em></strong><strong><em>,<sup>(1)</sup></em></strong><strong><em> удостоверилась</em></strong><strong><em>,<sup>(2) </sup></em></strong><strong><em>что они подлинные,</em></strong><strong><em><sup>(</sup></em></strong><strong><em><sup>3</sup></em></strong><strong><em><sup>)</sup></em></strong><strong><em> аккуратно сложила в шкатулку и сказала:</em></strong><em> </em></p> <p><em>-Мальчик,<sup>(4)</sup> поставь шкатулку на место. И задвинь ящик плотно.<sup>(5) </sup>чтобы я слышала.</em></p> <p> </p> <p align="center"> </p> <table border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="133" valign="top"> <p>Номер задания</p> </td> <td width="340" valign="top"> <p>Правильный ответ</p> </td> </tr> <tr> <td width="133" valign="top"> <p>A1</p> </td> <td width="340" valign="top"> <p>2</p> </td> </tr> <tr> <td width="133" valign="top"> <p>А2</p> </td> <td width="340" valign="top"> <p>4</p> </td> </tr> <tr> <td width="133" valign="top"> <p>А3</p> </td> <td width="340" valign="top"> <p>3</p> </td> </tr> <tr> <td width="133" valign="top"> <p>А4</p> </td> <td width="340" valign="top"> <p>1</p> </td> </tr> <tr> <td width="133" valign="top"> <p>А5</p> </td> <td width="340" valign="top"> <p>4</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В1</p> </td> <td width="340" valign="top"> <p>пошептались &lt;или&gt; пошептали</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В2</p> </td> <td width="340" valign="top"> <p>создают</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В3</p> </td> <td width="340" valign="top"> <p>1,2 &lt;или&gt; 2,1</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В4</p> </td> <td width="340" valign="top"> <p>3</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В5</p> </td> <td width="340" valign="top"> <p>2,3,5 &lt;или любая другая последовательность этих цифр&gt;</p> </td> </tr> </tbody> </table> <p align="center"> </p> <p align="center">Анализ контрольной работы.</p> <p align="center">8 класс.</p> <table style="width: 703px;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td rowspan="2" width="228" valign="top"> <p>Программа М.М.Разумовской</p> <p>8аб – Степяк Г.В.</p> <p>8в – Ильиных И.В.</p> </td> <td colspan="2" width="120"> <p align="center">8 «а»</p> </td> <td colspan="2" width="120"> <p align="center">8 «б»</p> </td> <td colspan="2" width="120"> <p align="center">8в</p> </td> <td colspan="2" width="115"> <p align="center">Сводн. табл.</p> </td> </tr> <tr> <td width="60" valign="top"> <p align="center">чел</p> </td> <td width="60" valign="top"> <p align="center">%</p> </td> <td width="60" valign="top"> <p align="center">чел</p> </td> <td width="60" valign="top"> <p align="center">%</p> </td> <td width="60" valign="top"> <p align="center">чел</p> </td> <td width="60" valign="top"> <p align="center">%</p> </td> <td width="60" valign="top"> <p align="center">чел</p> </td> <td width="55" valign="top"> <p align="center">%</p> </td> </tr> <tr> <td width="228" valign="top"> <p>В классе</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Работу выполняли</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Критический уровень «2»</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td colspan="9" width="703" valign="top"> <p><strong>Типичные ошибки:</strong></p> </td> </tr> <tr> <td width="228" valign="top"> <p>Проверяемая безуд.гласная</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Непроверяем. гласная в корне</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Правописание приставок</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Тся и ться в глаголах</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Н и НН в причастиях</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Окончания прилаг. и причаст.</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Прав-ние наречий</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Однородные члены предлож.</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Причастный оборот</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Деепричастный оборот</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Предложение с прямой речью</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Обращение</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Запятая перед союзом <strong><em>но</em></strong></p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Восклицательное предложение</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td colspan="9" width="703" valign="top"> <p><strong>Сделаны ошибки</strong></p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А1</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А2</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А3</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А4</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А5</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В1</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В2</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В3</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В4</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В5</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <table style="width: 394px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="242" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="151"> <p align="center">0 – 6 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="151"> <p align="center">7 – 14 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="151"> <p align="center">15 – 23 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Критический уровень «2»</p> </td> <td width="151"> <p align="center">23 – 30 ошибки</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="151"> <p align="center">Более 30</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p align="center">Административная контрольная работа по русскому языку.</p> <p align="center">8 класс.</p> <p>Ребята поднимались по крутому склону горы, сплошь усеянному камнями. Справа и слева отвесно вздымались черные стены. Вверху виднелась далекая полоска синеющего неба. В ущелье было свежо, но скоро мальчикам стало жарко. Они, тяжело дыша, упорно шли вперед, торопясь засветло добраться до лагеря.</p> <p>«Берегись, ребята!» - неожиданно крикнул Никита. Толстая змея с блестящей чешуей, переливающейся на солнце, скользила навстречу мальчикам. В нескольких шагах от них она замерла, потом чуть пошевелила хвостом, вскинула голову и, разинув розовую пасть, зашипела. Раздвоенный язычок ее беззвучно метался в пасти.</p> <p>Никита швырнул в змею камень. Она стрелой метнулась в его сторону. Он едва успел отбежать. Ребята, спотыкаясь и падая, бросились в разные стороны, но бежать по камням было нелегко. А змея и не собиралась их преследовать.</p> <p>Отдышавшись, друзья снова стали карабкаться вверх.</p> <p> </p> <p><strong>Тест:</strong></p> <p><strong>А1</strong> Укажите предложение, в котором средством выразительности речи является метафора.</p> <p>1)                   <em>- Трус несчастный, - вдруг отчётливо, с невероятным презрением сказала большая девочка.</em></p> <p>2)                   <em>Письма, пользуясь её слепотой, вынули не из шкатулки - их вынули из её души, и теперь ослепла и оглохла не только она, но и её душа...</em></p> <p>3)                   <em>Анне Федотовне очень не понравился этот тон, вызывающий, полный непонятной для неё претензии.</em></p> <p>4)                   <em>Но слышала она сейчас плохо, потому что предыдущий разговор сильно обеспокоил её, удивил и обидел.</em></p> <p><strong>А2</strong> Укажите<strong> ошибочное</strong> суждение.</p> <p>1)                   В слове НЕИЗВЕСТНЫХ буква Т обозначает непроизносимый звук.</p> <p>2)                   В слове ВХОДЯ первый звук -[ф].</p> <p>3)                   В слове ДОСТАНЬТЕ мягкость согласного [н'] на письме обозначена буквой Ь (мягкий знак).</p> <p>4)                   В слове СЕРЬЁЗНОГО звуков больше, чем букв.</p> <p><strong>А3</strong> Укажите слово с<strong> чередующейся</strong> гласной в корне.</p> <p>1)подивилась            2) вклинилась           3) касаются    4) написал</p> <p><strong>А4</strong> В каком слове правописание приставки определяется её значением - <em>«приближение»?</em></p> <p>1)пришли       2) привычный           3) прикрыла              4) прислушалась</p> <p><strong>А5</strong> В каком слове правописание<strong> суффикса</strong> является исключением из правила?</p> <p>1)бесценные              2) сосредоточена      3) напряжённо          4) деревянная</p> <p><strong>В1 </strong>Замените разговорное слово<strong> «пошушукались»</strong> (Дети недолго пошушукались, и большая девочка сказала с нескрываемым недоверием: «Это же всё ненастоящее!») стилистически нейтральным<strong> синонимом.</strong> Напишите этот синоним.</p> <p><strong>В2</strong> Выпишите<strong> грамматическую основу</strong> из предложения: <em>Потому что у нас в школе создают музей ко Дню великой Победы.</em><em> </em></p> <p><strong><em>В3 В приведённых ниже предложениях пронумерованы все запятые. Выпишите цифры, обозначающие запятые при</em></strong><strong><em> вводном слове</em></strong><em>. </em></p> <p><em>Но и этот громкий голос пролетел,<sup>(1)</sup> видимо,<sup>(2)</sup> мимо сознания Анны Федотовны. Она ждала скрипа задвигаемого ящика,<sup>(3)</sup> вся была сосредоточена на этом скрипе и, <sup>(4)</sup> когда наконец он раздался,<sup>(5)</sup> вздохнула с облегчением:</em></p> <p><em>- Ступайте,<sup>(6)</sup> дети. Я очень устала.</em></p> <p><strong>В4 </strong>Укажите количество<strong> грамматических основ</strong> в предложении: <em>Анна Федотовна прикрыла слепые глаза, напряжённо прислушалась, но душа её молчала, и голос сына более не звучал в ней</em>. Ответ запишите цифрой.</p> <p><strong>В5</strong> В приведённых ниже предложениях из прочитанного текста пронумерованы все запятые. Выпишите цифры, обозначающие запятые между частями сложного предложения, связанными<strong> подчинительной</strong> связью.</p> <p><strong><em>Они молча отдали ей письма и похоронку. Анна Федотовна ощупала каждый листок</em></strong><strong><em>,<sup>(1)</sup></em></strong><strong><em> удостоверилась</em></strong><strong><em>,<sup>(2) </sup></em></strong><strong><em>что они подлинные,</em></strong><strong><em><sup>(</sup></em></strong><strong><em><sup>3</sup></em></strong><strong><em><sup>)</sup></em></strong><strong><em> аккуратно сложила в шкатулку и сказала:</em></strong><em> </em></p> <p><em>-Мальчик,<sup>(4)</sup> поставь шкатулку на место. И задвинь ящик плотно.<sup>(5) </sup>чтобы я слышала.</em></p> <p> </p> <p align="center"> </p> <table border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="133" valign="top"> <p>Номер задания</p> </td> <td width="340" valign="top"> <p>Правильный ответ</p> </td> </tr> <tr> <td width="133" valign="top"> <p>A1</p> </td> <td width="340" valign="top"> <p>2</p> </td> </tr> <tr> <td width="133" valign="top"> <p>А2</p> </td> <td width="340" valign="top"> <p>4</p> </td> </tr> <tr> <td width="133" valign="top"> <p>А3</p> </td> <td width="340" valign="top"> <p>3</p> </td> </tr> <tr> <td width="133" valign="top"> <p>А4</p> </td> <td width="340" valign="top"> <p>1</p> </td> </tr> <tr> <td width="133" valign="top"> <p>А5</p> </td> <td width="340" valign="top"> <p>4</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В1</p> </td> <td width="340" valign="top"> <p>пошептались &lt;или&gt; пошептали</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В2</p> </td> <td width="340" valign="top"> <p>создают</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В3</p> </td> <td width="340" valign="top"> <p>1,2 &lt;или&gt; 2,1</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В4</p> </td> <td width="340" valign="top"> <p>3</p> </td> </tr> <tr> <td width="133" valign="top"> <p>В5</p> </td> <td width="340" valign="top"> <p>2,3,5 &lt;или любая другая последовательность этих цифр&gt;</p> </td> </tr> </tbody> </table> <p align="center"> </p> <p align="center">Анализ контрольной работы.</p> <p align="center">8 класс.</p> <table style="width: 703px;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td rowspan="2" width="228" valign="top"> <p>Программа М.М.Разумовской</p> <p>8аб – Степяк Г.В.</p> <p>8в – Ильиных И.В.</p> </td> <td colspan="2" width="120"> <p align="center">8 «а»</p> </td> <td colspan="2" width="120"> <p align="center">8 «б»</p> </td> <td colspan="2" width="120"> <p align="center">8в</p> </td> <td colspan="2" width="115"> <p align="center">Сводн. табл.</p> </td> </tr> <tr> <td width="60" valign="top"> <p align="center">чел</p> </td> <td width="60" valign="top"> <p align="center">%</p> </td> <td width="60" valign="top"> <p align="center">чел</p> </td> <td width="60" valign="top"> <p align="center">%</p> </td> <td width="60" valign="top"> <p align="center">чел</p> </td> <td width="60" valign="top"> <p align="center">%</p> </td> <td width="60" valign="top"> <p align="center">чел</p> </td> <td width="55" valign="top"> <p align="center">%</p> </td> </tr> <tr> <td width="228" valign="top"> <p>В классе</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Работу выполняли</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Критический уровень «2»</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td colspan="9" width="703" valign="top"> <p><strong>Типичные ошибки:</strong></p> </td> </tr> <tr> <td width="228" valign="top"> <p>Проверяемая безуд.гласная</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Непроверяем. гласная в корне</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Правописание приставок</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Тся и ться в глаголах</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Н и НН в причастиях</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Окончания прилаг. и причаст.</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Прав-ние наречий</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Однородные члены предлож.</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Причастный оборот</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Деепричастный оборот</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Предложение с прямой речью</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Обращение</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Запятая перед союзом <strong><em>но</em></strong></p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Восклицательное предложение</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td colspan="9" width="703" valign="top"> <p><strong>Сделаны ошибки</strong></p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А1</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А2</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А3</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А4</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание А5</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В1</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В2</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В3</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В4</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> <tr> <td width="228" valign="top"> <p>Задание В5</p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="60"> <p align="center"> </p> </td> <td width="55"> <p align="center"> </p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <table style="width: 394px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="242" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="151"> <p align="center">0 – 6 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="151"> <p align="center">7 – 14 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="151"> <p align="center">15 – 23 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Критический уровень «2»</p> </td> <td width="151"> <p align="center">23 – 30 ошибки</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="151"> <p align="center">Более 30</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> Входной контроль Русский язык 7 класс 2014-09-22T19:48:17Z 2014-09-22T19:48:17Z /index.php?option=com_content&view=article&id=545:----7-&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p align="center">Административная контрольная работа по русскому языку.</p> <p align="center">7 класс.</p> <p align="center">Внезапный вихрь.</p> <p>Перед вечером небо как-то неожиданно быстро стало расчищаться. Тучи, лежавшие неподвижной ровной пеленой, разорвались. Облака имели разлохмаченный вид, угрожающе двигались друг к другу. Вдруг налетел такой сильный шквал, что столетние деревья закачались, как слабые тростники. В воздухе закружилась сухая трава, мелкие сучья и листва, сорванная с деревьев.</p> <p>Какая-то птица пыталась бороться с разбушевавшейся стихией, но скоро выбилась из сил. Внезапно один кедр накренился и со страшным грохотом рухнул на землю, увлекая за собой соседний молодняк.</p> <p>Свирепствовавший около часа вихрь внезапно затих. В лесу опять стало тихо.</p> <p><strong>Тест.</strong></p> <p><strong>А1 Укажите, в каком значении употребляется в предложении слово «служить»: </strong>У собаки было имя, на которое она стремглав неслась из зелёной глубины сада; она принадлежала людям и могла им служить.<strong></strong></p> <p>1) быть работником                                              3) быть пригодным, полезным</p> <p>2) нести воинскую службу                                              4) стоять на задних лапах</p> <p>А2. <strong>Укажите ошибочное суждение.</strong></p> <p>1)   В слове СЕРДЦА согласный [д] не произносится.</p> <p>2)   В слове ВСПОМИНАЯ первый звук — [ф].</p> <p>3)   В слове СЧАСТЬЯ два слога.</p> <p>4)    В слове ВВЕЛА количество букв и звуков совпадает.</p> <p>А3. <strong>Укажите слово с чередующейся безударной гласной в корне.</strong></p> <p>1) убегала                        2) показать                      3) замерла                       4) непримиримую</p> <p>А4. <strong>В каком слове правописание приставки определяется её значением — «неполнота действия»?</strong></p> <p>1) прикрыла                    2) прибежали                  3) привыкли                   4) приходивших</p> <p><strong>А5 В каком слове правописание суффикса не определяется общим правилом (является исключением)?</strong></p> <p>1) деревянной                 2) нанесённые                3) посторонние               4) единственное</p> <p><strong>В1</strong> Замените разговорное слово <strong>«стремглав»</strong> в предложении <em>У собаки  было имя, на которое она стремглав неслась из зелёной глубины сада; она принадлежала людям и могла им служить.</em> - стилистически <strong>нейтральным синонимом</strong></p> <p><strong>В2</strong> Выпишите <strong>грамматическую основу</strong> предложения <em>Перед вечером небо как-то неожиданно быстро стало расчищаться.</em></p> <p><strong>В3</strong>. В приведённых ниже предложениях из прочитанного текста пронумерованы все запятые. Выпишите цифры, обозначающие запятые при<strong> вводном слове.</strong></p> <p><strong><em>Но страх,/<sup>1</sup>* наверное,/<sup>2</sup>*  не совсем ещё выпарился огнём ласк из её сердца,/<sup>3</sup>*  и всякий раз при виде людей,/<sup>4</sup>*  при их приближении она терялась и ждала побоев.</em></strong></p> <p><strong>В4. Укажите, чем осложнено предложение </strong><em>Вдруг налетел такой сильный шквал, что столетние деревья закачались, как слабые тростники</em><strong><em>.</em></strong></p> <p><strong>В5. Укажите числом, сколько грамматических основ в предложении </strong><em>Внезапно один кедр накренился и со страшным грохотом рухнул на землю, увлекая за собой соседний молодняк.</em><strong><em></em></strong></p> <p align="center">Анализ контрольной работы.</p> <p align="center">7 класс.</p> <table style="width: 718px;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td rowspan="2" width="208" valign="top"> <p>Программа М.М.Разумовской</p> <p>7ав Ясинская С.Г.</p> <p>7бг Дурягина Н.В.</p> </td> <td colspan="2" width="103"> <p align="center">7 «а»</p> </td> <td colspan="2" width="103"> <p align="center">7 «б»</p> </td> <td colspan="2" width="103"> <p align="center">7 «в»</p> </td> <td colspan="2" width="102" valign="top"> <p align="center">7 «г»</p> </td> <td colspan="2" width="99"> <p align="center">Сводн. табл.</p> </td> </tr> <tr> <td width="53"> <p align="center">Чел</p> </td> <td width="50"> <p align="center">%</p> </td> <td width="53"> <p align="center">чел</p> </td> <td width="50"> <p align="center">%</p> </td> <td width="53"> <p align="center">чел</p> </td> <td width="50"> <p align="center">%</p> </td> <td width="52"> <p align="center">чел</p> </td> <td width="50"> <p align="center">%</p> </td> <td width="53"> <p align="center">чел</p> </td> <td width="46"> <p align="center">%</p> </td> </tr> <tr> <td width="208" valign="top"> <p>В классе</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Работу выполняли</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Критический уровень «2»</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td colspan="11" width="718"> <p><strong>Типичные ошибки</strong></p> </td> </tr> <tr> <td width="208" valign="top"> <p>Проверяемая безуд.гласная</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Непроверяем. гласная в корне</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Парный согласный</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Непроизносимый согласный</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Раздельное правописание  предлогов и приставок</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Окончания прилагательных и причастий</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Однородные члены предложения</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Причастный оборот</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Деепричастный оборот</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Сравнительный оборот</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Конструкция с союзом что.</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td colspan="11" width="718" valign="top"> <p><strong>Сделаны ошибки</strong></p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А1</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А2</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А3</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А4</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А5</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В1</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В2</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В3</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В4</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В5</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> </tbody> </table> <p> </p> <table style="width: 394px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="242" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="151"> <p align="center">0 – 6 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="151"> <p align="center">7 – 14 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="151"> <p align="center">15 – 23 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Критический уровень «2»</p> </td> <td width="151"> <p align="center">23 – 30 ошибки</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="151"> <p align="center">Более 30</p> </td> </tr> </tbody> </table> <p> </p> <p align="center">Административная контрольная работа по русскому языку.</p> <p align="center">7 класс.</p> <p align="center">Внезапный вихрь.</p> <p>Перед вечером небо как-то неожиданно быстро стало расчищаться. Тучи, лежавшие неподвижной ровной пеленой, разорвались. Облака имели разлохмаченный вид, угрожающе двигались друг к другу. Вдруг налетел такой сильный шквал, что столетние деревья закачались, как слабые тростники. В воздухе закружилась сухая трава, мелкие сучья и листва, сорванная с деревьев.</p> <p>Какая-то птица пыталась бороться с разбушевавшейся стихией, но скоро выбилась из сил. Внезапно один кедр накренился и со страшным грохотом рухнул на землю, увлекая за собой соседний молодняк.</p> <p>Свирепствовавший около часа вихрь внезапно затих. В лесу опять стало тихо.</p> <p><strong>Тест.</strong></p> <p><strong>А1 Укажите, в каком значении употребляется в предложении слово «служить»: </strong>У собаки было имя, на которое она стремглав неслась из зелёной глубины сада; она принадлежала людям и могла им служить.<strong></strong></p> <p>1) быть работником                                              3) быть пригодным, полезным</p> <p>2) нести воинскую службу                                              4) стоять на задних лапах</p> <p>А2. <strong>Укажите ошибочное суждение.</strong></p> <p>1)   В слове СЕРДЦА согласный [д] не произносится.</p> <p>2)   В слове ВСПОМИНАЯ первый звук — [ф].</p> <p>3)   В слове СЧАСТЬЯ два слога.</p> <p>4)    В слове ВВЕЛА количество букв и звуков совпадает.</p> <p>А3. <strong>Укажите слово с чередующейся безударной гласной в корне.</strong></p> <p>1) убегала                        2) показать                      3) замерла                       4) непримиримую</p> <p>А4. <strong>В каком слове правописание приставки определяется её значением — «неполнота действия»?</strong></p> <p>1) прикрыла                    2) прибежали                  3) привыкли                   4) приходивших</p> <p><strong>А5 В каком слове правописание суффикса не определяется общим правилом (является исключением)?</strong></p> <p>1) деревянной                 2) нанесённые                3) посторонние               4) единственное</p> <p><strong>В1</strong> Замените разговорное слово <strong>«стремглав»</strong> в предложении <em>У собаки  было имя, на которое она стремглав неслась из зелёной глубины сада; она принадлежала людям и могла им служить.</em> - стилистически <strong>нейтральным синонимом</strong></p> <p><strong>В2</strong> Выпишите <strong>грамматическую основу</strong> предложения <em>Перед вечером небо как-то неожиданно быстро стало расчищаться.</em></p> <p><strong>В3</strong>. В приведённых ниже предложениях из прочитанного текста пронумерованы все запятые. Выпишите цифры, обозначающие запятые при<strong> вводном слове.</strong></p> <p><strong><em>Но страх,/<sup>1</sup>* наверное,/<sup>2</sup>*  не совсем ещё выпарился огнём ласк из её сердца,/<sup>3</sup>*  и всякий раз при виде людей,/<sup>4</sup>*  при их приближении она терялась и ждала побоев.</em></strong></p> <p><strong>В4. Укажите, чем осложнено предложение </strong><em>Вдруг налетел такой сильный шквал, что столетние деревья закачались, как слабые тростники</em><strong><em>.</em></strong></p> <p><strong>В5. Укажите числом, сколько грамматических основ в предложении </strong><em>Внезапно один кедр накренился и со страшным грохотом рухнул на землю, увлекая за собой соседний молодняк.</em><strong><em></em></strong></p> <p align="center">Анализ контрольной работы.</p> <p align="center">7 класс.</p> <table style="width: 718px;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td rowspan="2" width="208" valign="top"> <p>Программа М.М.Разумовской</p> <p>7ав Ясинская С.Г.</p> <p>7бг Дурягина Н.В.</p> </td> <td colspan="2" width="103"> <p align="center">7 «а»</p> </td> <td colspan="2" width="103"> <p align="center">7 «б»</p> </td> <td colspan="2" width="103"> <p align="center">7 «в»</p> </td> <td colspan="2" width="102" valign="top"> <p align="center">7 «г»</p> </td> <td colspan="2" width="99"> <p align="center">Сводн. табл.</p> </td> </tr> <tr> <td width="53"> <p align="center">Чел</p> </td> <td width="50"> <p align="center">%</p> </td> <td width="53"> <p align="center">чел</p> </td> <td width="50"> <p align="center">%</p> </td> <td width="53"> <p align="center">чел</p> </td> <td width="50"> <p align="center">%</p> </td> <td width="52"> <p align="center">чел</p> </td> <td width="50"> <p align="center">%</p> </td> <td width="53"> <p align="center">чел</p> </td> <td width="46"> <p align="center">%</p> </td> </tr> <tr> <td width="208" valign="top"> <p>В классе</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Работу выполняли</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Критический уровень «2»</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td colspan="11" width="718"> <p><strong>Типичные ошибки</strong></p> </td> </tr> <tr> <td width="208" valign="top"> <p>Проверяемая безуд.гласная</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Непроверяем. гласная в корне</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Парный согласный</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Непроизносимый согласный</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Раздельное правописание  предлогов и приставок</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Окончания прилагательных и причастий</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Однородные члены предложения</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Причастный оборот</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Деепричастный оборот</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Сравнительный оборот</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Конструкция с союзом что.</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td colspan="11" width="718" valign="top"> <p><strong>Сделаны ошибки</strong></p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А1</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А2</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А3</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А4</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание А5</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В1</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В2</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В3</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В4</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="208" valign="top"> <p>Задание В5</p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="52" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="53" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> </tr> </tbody> </table> <p> </p> <table style="width: 394px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="242" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="151"> <p align="center">0 – 6 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="151"> <p align="center">7 – 14 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="151"> <p align="center">15 – 23 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Критический уровень «2»</p> </td> <td width="151"> <p align="center">23 – 30 ошибки</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="151"> <p align="center">Более 30</p> </td> </tr> </tbody> </table> <p> </p> Входной контроль Русский язык 6 класс 2014-09-22T19:43:22Z 2014-09-22T19:43:22Z /index.php?option=com_content&view=article&id=544:----6-&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p align="center">Административная контрольная работа по русскому языку.</p> <p align="center">6 класс</p> <p align="center">Дуб</p> <p>(1)Дуб — удивительное дерево. (2)Он распускается позднее других деревьев. (3)Лес стоит зеленый, один дуб чернеет. (4)Но он дольше всех деревьев не сбрасывает листвы осенью.<br /> (5)Когда наступает мороз, листья на дубе свертываются в трубочки. (6)Иногда они держатся всю зиму.<br /> (7)Молния ударит в него, и все равно весной распустятся на нем зеленые листочки.<br /> (8)В дубовой роще ночью кормятся желудями кабаны, а в дупле живет сыч, зимует летучая мышь.<br /> (9)Иногда видишь, что далеко от леса растут молодые дубки. (10)Ветер не мог занести туда тяжелые желуди. (11)Это сойка осенью подбирала их и забыла о них, а они проросли. (94 слова)</p> <p align="right">(По Г. Снегиреву)</p> <p><strong>Тест.</strong></p> <p>А1. <strong>Укажите, в каком значении употребляется в предложении слово «резко»: </strong><em>Целый день охотник гнался по следам и отмечал каждую мелочь, радуясь, что следы на этот раз отпечатались на снегу особенно резко</em></p> <p>1) грубо       2) четко       3) внезапно       4) порывисто</p> <p>А2. <strong>Укажите</strong><strong> ошибочное суждение.</strong></p> <p><strong>1) </strong>В слове ГИГАНТСКОГО согласный звук [т] не произносится.</p> <p><strong>2) </strong>В слове ТЕПЕРЬ все согласные звуки мягкие.</p> <p><strong>3) </strong>В слове ВСКОРЕ первый звук — [ф].</p> <p><strong>4) </strong>В слове ЯСНЫХ количество звуков и букв совпадает.</p> <p>А3. <strong>Укажите слово с непроверяемой безударной гласной в корне.</strong></p> <p>1) квартира   2) захотят       3) болеют       4) движение</p> <p>А4. <strong>В каком слове правописание согласной в приставке не зависит от последующего согласного?</strong></p> <p>1)                 рассказал      2) бесшумно       3) всмотревшись      4) изваяние</p> <p>В1. Замените разговорное слово<strong> «страшно»</strong> в предложении <em>На длинной рогатой палке она переводила медвежат на площадку молодняка, а Тимофей шёл рядом и нёс мешок с хлебом и морковкой и страшно гордился собой. </em>- стилистически нейтральным <strong>синонимом.</strong> Напишите этот синоним.</p> <p>В2. Выпишите <strong>грамматическую основу</strong> из предложения 1.</p> <p>В3. Выпишите предложение с однородными членами.</p> <p>В4.Укажите числом, сколько грамматических основ в предложении: <em>В дубовой роще ночью кормятся желудями кабаны, а в дупле живет сыч, зимует летучая мышь.</em></p> <p align="center">Анализ контрольной работы.</p> <p align="center">6 класс.</p> <table style="width: 715px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td style="width: 47px; border: 1px solid #000000;" rowspan="2" valign="top"> <p>Пр. М.М.Разумовской</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">6 «а»</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">6 «б»</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">6 «в»</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">6 «г»</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">Сводн. табл</p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>В классе</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Работу выполняли</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Повышенный уровень «5»</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Хороший уровень «4»</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Удовлетворительный уровень</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Критический уровень «2»</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" colspan="8" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Проверяем. безуд.гл. в корне</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Непроверяемая безуд. гласная</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Парный согласный</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Непроизносимый согласный</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>ь после шипящих</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Гласная в окончании глаголов</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Тся – ться в глаголах</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Правописание предлогов и приставок (слитно/раздельно)</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Правописание приставок</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Запятая перед союзами <strong>а, но</strong></p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Бессоюзная связь однородных членов предложения, БСП</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Пунктуационная ошибка при союзе <em>и</em></p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Пункт. ошибка в конструкциях с союзами <strong><em>что, когда</em></strong><em></em></p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" colspan="11" valign="top"> <p><strong>Сделаны ошибки</strong></p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание А1</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание А2</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание А3</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание А4</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание В1</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание В2</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание В3</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание В4</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> </tbody> </table> <p> </p> <table style="width: 394px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Повышенный уровень «5»</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">0 – 5 ошибок</p> </td> </tr> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Хороший уровень «4»</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">6 – 11 ошибок</p> </td> </tr> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Удовлетворительный уровень</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">12 – 17 ошибок</p> </td> </tr> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Критический уровень «2»</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">18 – 23 ошибки</p> </td> </tr> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">Более 23</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> <p align="center">Административная контрольная работа по русскому языку.</p> <p align="center">6 класс</p> <p align="center">Дуб</p> <p>(1)Дуб — удивительное дерево. (2)Он распускается позднее других деревьев. (3)Лес стоит зеленый, один дуб чернеет. (4)Но он дольше всех деревьев не сбрасывает листвы осенью.<br /> (5)Когда наступает мороз, листья на дубе свертываются в трубочки. (6)Иногда они держатся всю зиму.<br /> (7)Молния ударит в него, и все равно весной распустятся на нем зеленые листочки.<br /> (8)В дубовой роще ночью кормятся желудями кабаны, а в дупле живет сыч, зимует летучая мышь.<br /> (9)Иногда видишь, что далеко от леса растут молодые дубки. (10)Ветер не мог занести туда тяжелые желуди. (11)Это сойка осенью подбирала их и забыла о них, а они проросли. (94 слова)</p> <p align="right">(По Г. Снегиреву)</p> <p><strong>Тест.</strong></p> <p>А1. <strong>Укажите, в каком значении употребляется в предложении слово «резко»: </strong><em>Целый день охотник гнался по следам и отмечал каждую мелочь, радуясь, что следы на этот раз отпечатались на снегу особенно резко</em></p> <p>1) грубо       2) четко       3) внезапно       4) порывисто</p> <p>А2. <strong>Укажите</strong><strong> ошибочное суждение.</strong></p> <p><strong>1) </strong>В слове ГИГАНТСКОГО согласный звук [т] не произносится.</p> <p><strong>2) </strong>В слове ТЕПЕРЬ все согласные звуки мягкие.</p> <p><strong>3) </strong>В слове ВСКОРЕ первый звук — [ф].</p> <p><strong>4) </strong>В слове ЯСНЫХ количество звуков и букв совпадает.</p> <p>А3. <strong>Укажите слово с непроверяемой безударной гласной в корне.</strong></p> <p>1) квартира   2) захотят       3) болеют       4) движение</p> <p>А4. <strong>В каком слове правописание согласной в приставке не зависит от последующего согласного?</strong></p> <p>1)                 рассказал      2) бесшумно       3) всмотревшись      4) изваяние</p> <p>В1. Замените разговорное слово<strong> «страшно»</strong> в предложении <em>На длинной рогатой палке она переводила медвежат на площадку молодняка, а Тимофей шёл рядом и нёс мешок с хлебом и морковкой и страшно гордился собой. </em>- стилистически нейтральным <strong>синонимом.</strong> Напишите этот синоним.</p> <p>В2. Выпишите <strong>грамматическую основу</strong> из предложения 1.</p> <p>В3. Выпишите предложение с однородными членами.</p> <p>В4.Укажите числом, сколько грамматических основ в предложении: <em>В дубовой роще ночью кормятся желудями кабаны, а в дупле живет сыч, зимует летучая мышь.</em></p> <p align="center">Анализ контрольной работы.</p> <p align="center">6 класс.</p> <table style="width: 715px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td style="width: 47px; border: 1px solid #000000;" rowspan="2" valign="top"> <p>Пр. М.М.Разумовской</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">6 «а»</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">6 «б»</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">6 «в»</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">6 «г»</p> </td> <td style="width: 47px; border: 1px solid #000000;" colspan="2" valign="top"> <p align="center">Сводн. табл</p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">чел</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center">%</p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>В классе</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Работу выполняли</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Повышенный уровень «5»</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Хороший уровень «4»</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Удовлетворительный уровень</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Критический уровень «2»</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" colspan="8" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Проверяем. безуд.гл. в корне</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Непроверяемая безуд. гласная</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Парный согласный</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Непроизносимый согласный</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>ь после шипящих</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Гласная в окончании глаголов</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Тся – ться в глаголах</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Правописание предлогов и приставок (слитно/раздельно)</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Правописание приставок</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Запятая перед союзами <strong>а, но</strong></p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Бессоюзная связь однородных членов предложения, БСП</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Пунктуационная ошибка при союзе <em>и</em></p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Пункт. ошибка в конструкциях с союзами <strong><em>что, когда</em></strong><em></em></p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" colspan="11" valign="top"> <p><strong>Сделаны ошибки</strong></p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание А1</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание А2</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание А3</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание А4</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание В1</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание В2</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание В3</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p>Задание В4</p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> <td style="width: 47px; border: 1px solid #000000;" valign="top"> <p align="center"> </p> </td> </tr> </tbody> </table> <p> </p> <table style="width: 394px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Повышенный уровень «5»</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">0 – 5 ошибок</p> </td> </tr> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Хороший уровень «4»</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">6 – 11 ошибок</p> </td> </tr> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Удовлетворительный уровень</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">12 – 17 ошибок</p> </td> </tr> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Критический уровень «2»</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">18 – 23 ошибки</p> </td> </tr> <tr> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td style="width: 242px; border: 1px solid #000000;" valign="top"> <p align="center">Более 23</p> </td> </tr> </tbody> </table> <p> </p> <p> </p> Входной контроль Русский язык 5 класс 2014-09-22T19:39:13Z 2014-09-22T19:39:13Z /index.php?option=com_content&view=article&id=543:----5-&catid=44:2012-12-15-16-06-54&Itemid=29 stepyak_gv stepyak_gv@mail.ru <p align="center">Административная контрольная работа по русскому языку.</p> <p align="center">5 класс.</p> <p align="center">Поздняя осень.</p> <p>Лес уже сбросил листву. Дни наступают ненастные, но тихие. Редко выглянет солнечный луч. В такую погоду хорошо надеть теплую куртку, взять ружье и отправиться на охоту.</p> <p>Легко дышать осенней свежестью. Идешь по узкой лесной тропинке и любуешься молодыми березками, дубками, осинками. Как тихо кругом! Только иногда нарушается тишина в лесу. Вот белка перепрыгнула с ели на ель, а вот шишка упала.</p> <p>Природа ждет зиму. Скоро пушистые хлопья снега укроют землю. Заснет она и не проснется до весны.</p> <p style="text-align: right;">(80 слов)</p> <p>Тест:</p> <p><strong>А1. Укажите ошибочное суждение.</strong></p> <p>1)            В слове ВСКОРЕ все согласные звуки глухие.</p> <p>2)            В слове ШЕВЕЛЬНУЛА мягкость согласного [л'] на письме обозначается буквой Ь (мягкий знак).</p> <p>3)            В конце слова ВЗГЛЯД происходит оглушение согласного.</p> <p>4)            В слове КАЁМКУ звуков больше, чем букв.</p> <p>А2. <strong>Укажите слово, в котором правописание безударной гласной в корне нельзя проверить ударением (слово является словарным).</strong></p> <p>1) тяжёлые                      2) зашагала                      3) горизонтом                 4) плотнее</p> <p>А3. <strong>Укажите, в каком значении употребляется в предложении слово «тяжёлые»: </strong>У собаки были тяжёлые лапы и неторопливая, полная достоинства львиная походка.</p> <p>1)  имеющие большой вес                                                    3) требующие больших усилий</p> <p>2)  доставляющие беспокойство                                         4) полные мучений</p> <p>В1. Замените разговорное слово<strong> «выказала»</strong> в предложении:  <em>Мальчик присел на корточки и разложил перед ней хлеб и остатки своего обеда, завёрнутого в газету, — собака не оживилась, не выказала никакого интереса к пище</em> - стилистически нейтральным<strong> синонимом.</strong> Напишите этот синоним.</p> <p>В2. Выпишите наречие из предложения <em>Легко дышать осенней свежестью.</em></p> <p>В3. Найдите в тексте глагол буд.вр., ед.ч. муж.рода.</p> <p>В4. Выпишите грамматическую основу из предложения <em>Идешь по узкой лесной тропинке и любуешься молодыми березками, дубками, осинками</em><em> </em></p> <p> </p> <p align="center">Анализ контрольной работы. 5 класс.</p> <p align="center"> </p> <table style="width: 701px;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td rowspan="2" width="224" valign="top"> <p>Учителя:</p> </td> <td colspan="2" width="95" valign="top"> <p align="center">5а</p> </td> <td colspan="2" width="99" valign="top"> <p align="center">5б</p> </td> <td colspan="2" width="90" valign="top"> <p align="center">5в</p> </td> <td colspan="3" width="93" valign="top"> <p align="center">5г</p> </td> <td colspan="2" width="99" valign="top"> <p align="center">Сводная таблица</p> </td> </tr> <tr> <td width="49" valign="top"> <p align="center">чел</p> </td> <td width="46" valign="top"> <p align="center">%</p> </td> <td width="49" valign="top"> <p align="center">чел</p> </td> <td width="50" valign="top"> <p align="center">%</p> </td> <td width="50" valign="top"> <p align="center">чел</p> </td> <td width="41" valign="top"> <p>%</p> </td> <td width="44" valign="top"> <p>чел</p> </td> <td colspan="2" width="49" valign="top"> <p>%</p> </td> <td width="49" valign="top"> <p>чел</p> </td> <td width="50" valign="top"> <p>%</p> </td> </tr> <tr> <td width="224" valign="top"> <p>В классе</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Работу выполняли</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Критический уровень «2»</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p><strong>Типичные ошибки</strong></p> </td> <td colspan="2" width="95" valign="top"> <p><strong> </strong></p> </td> <td colspan="3" width="149" valign="top"> <p><strong> </strong></p> </td> <td width="41" valign="top"> <p> </p> </td> <td width="44" valign="top"> <p> </p> </td> <td width="49" valign="top"> <p> </p> </td> <td colspan="3" width="100" valign="top"> <p> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Проверяемая безуд.гласная</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Непроверяемая безуд. гласная</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Парный согласный</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Правописание предлогов и приставок(слитно/раздельно)</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Непроизносимый согласный</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Окончание глаголов</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Тся – ться</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Разделительные ь и ъ</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Мягкий знак после шипящих</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Восклицательное предложение</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Запятая перед союзами <strong>а</strong>, <strong>но</strong></p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Однородные члены предложения</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td colspan="6" width="467" valign="top"> <p><strong>Сделаны ошибки </strong></p> </td> <td width="41" valign="top"> <p> </p> </td> <td width="44" valign="top"> <p> </p> </td> <td colspan="4" width="149" valign="top"> <p> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание А1</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание А2</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание А3</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание В1</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание В2</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание В3</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание В4</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr height="0"> <td width="224"><br /></td> <td width="49"><br /></td> <td width="46"><br /></td> <td width="49"><br /></td> <td width="50"><br /></td> <td width="50"><br /></td> <td width="41"><br /></td> <td width="44"><br /></td> <td width="49"><br /></td> <td width="0"><br /></td> <td width="49"><br /></td> <td width="50"><br /></td> </tr> </tbody> </table> <p> </p> <table style="width: 394px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="242" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="151"> <p align="center">0 – 5 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="151"> <p align="center">6 – 11 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="151"> <p align="center">12 – 17 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Критический уровень «2»</p> </td> <td width="151"> <p align="center">18 – 23 ошибки</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="151"> <p align="center">Более 23</p> </td> </tr> </tbody> </table> <p>{jcomments on}</p> <p align="center">Административная контрольная работа по русскому языку.</p> <p align="center">5 класс.</p> <p align="center">Поздняя осень.</p> <p>Лес уже сбросил листву. Дни наступают ненастные, но тихие. Редко выглянет солнечный луч. В такую погоду хорошо надеть теплую куртку, взять ружье и отправиться на охоту.</p> <p>Легко дышать осенней свежестью. Идешь по узкой лесной тропинке и любуешься молодыми березками, дубками, осинками. Как тихо кругом! Только иногда нарушается тишина в лесу. Вот белка перепрыгнула с ели на ель, а вот шишка упала.</p> <p>Природа ждет зиму. Скоро пушистые хлопья снега укроют землю. Заснет она и не проснется до весны.</p> <p style="text-align: right;">(80 слов)</p> <p>Тест:</p> <p><strong>А1. Укажите ошибочное суждение.</strong></p> <p>1)            В слове ВСКОРЕ все согласные звуки глухие.</p> <p>2)            В слове ШЕВЕЛЬНУЛА мягкость согласного [л'] на письме обозначается буквой Ь (мягкий знак).</p> <p>3)            В конце слова ВЗГЛЯД происходит оглушение согласного.</p> <p>4)            В слове КАЁМКУ звуков больше, чем букв.</p> <p>А2. <strong>Укажите слово, в котором правописание безударной гласной в корне нельзя проверить ударением (слово является словарным).</strong></p> <p>1) тяжёлые                      2) зашагала                      3) горизонтом                 4) плотнее</p> <p>А3. <strong>Укажите, в каком значении употребляется в предложении слово «тяжёлые»: </strong>У собаки были тяжёлые лапы и неторопливая, полная достоинства львиная походка.</p> <p>1)  имеющие большой вес                                                    3) требующие больших усилий</p> <p>2)  доставляющие беспокойство                                         4) полные мучений</p> <p>В1. Замените разговорное слово<strong> «выказала»</strong> в предложении:  <em>Мальчик присел на корточки и разложил перед ней хлеб и остатки своего обеда, завёрнутого в газету, — собака не оживилась, не выказала никакого интереса к пище</em> - стилистически нейтральным<strong> синонимом.</strong> Напишите этот синоним.</p> <p>В2. Выпишите наречие из предложения <em>Легко дышать осенней свежестью.</em></p> <p>В3. Найдите в тексте глагол буд.вр., ед.ч. муж.рода.</p> <p>В4. Выпишите грамматическую основу из предложения <em>Идешь по узкой лесной тропинке и любуешься молодыми березками, дубками, осинками</em><em> </em></p> <p> </p> <p align="center">Анализ контрольной работы. 5 класс.</p> <p align="center"> </p> <table style="width: 701px;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td rowspan="2" width="224" valign="top"> <p>Учителя:</p> </td> <td colspan="2" width="95" valign="top"> <p align="center">5а</p> </td> <td colspan="2" width="99" valign="top"> <p align="center">5б</p> </td> <td colspan="2" width="90" valign="top"> <p align="center">5в</p> </td> <td colspan="3" width="93" valign="top"> <p align="center">5г</p> </td> <td colspan="2" width="99" valign="top"> <p align="center">Сводная таблица</p> </td> </tr> <tr> <td width="49" valign="top"> <p align="center">чел</p> </td> <td width="46" valign="top"> <p align="center">%</p> </td> <td width="49" valign="top"> <p align="center">чел</p> </td> <td width="50" valign="top"> <p align="center">%</p> </td> <td width="50" valign="top"> <p align="center">чел</p> </td> <td width="41" valign="top"> <p>%</p> </td> <td width="44" valign="top"> <p>чел</p> </td> <td colspan="2" width="49" valign="top"> <p>%</p> </td> <td width="49" valign="top"> <p>чел</p> </td> <td width="50" valign="top"> <p>%</p> </td> </tr> <tr> <td width="224" valign="top"> <p>В классе</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Работу выполняли</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Критический уровень «2»</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p><strong>Типичные ошибки</strong></p> </td> <td colspan="2" width="95" valign="top"> <p><strong> </strong></p> </td> <td colspan="3" width="149" valign="top"> <p><strong> </strong></p> </td> <td width="41" valign="top"> <p> </p> </td> <td width="44" valign="top"> <p> </p> </td> <td width="49" valign="top"> <p> </p> </td> <td colspan="3" width="100" valign="top"> <p> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Проверяемая безуд.гласная</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Непроверяемая безуд. гласная</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Парный согласный</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Правописание предлогов и приставок(слитно/раздельно)</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Непроизносимый согласный</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Окончание глаголов</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Тся – ться</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Разделительные ь и ъ</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Мягкий знак после шипящих</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Восклицательное предложение</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Запятая перед союзами <strong>а</strong>, <strong>но</strong></p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Однородные члены предложения</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td colspan="6" width="467" valign="top"> <p><strong>Сделаны ошибки </strong></p> </td> <td width="41" valign="top"> <p> </p> </td> <td width="44" valign="top"> <p> </p> </td> <td colspan="4" width="149" valign="top"> <p> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание А1</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание А2</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание А3</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание В1</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание В2</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание В3</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr> <td width="224" valign="top"> <p>Задание В4</p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="46" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> <td width="41" valign="top"> <p align="center"> </p> </td> <td width="44" valign="top"> <p align="center"> </p> </td> <td colspan="2" width="49" valign="top"> <p align="center"> </p> </td> <td width="49" valign="top"> <p align="center"> </p> </td> <td width="50" valign="top"> <p align="center"> </p> </td> </tr> <tr height="0"> <td width="224"><br /></td> <td width="49"><br /></td> <td width="46"><br /></td> <td width="49"><br /></td> <td width="50"><br /></td> <td width="50"><br /></td> <td width="41"><br /></td> <td width="44"><br /></td> <td width="49"><br /></td> <td width="0"><br /></td> <td width="49"><br /></td> <td width="50"><br /></td> </tr> </tbody> </table> <p> </p> <table style="width: 394px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="242" valign="top"> <p>Повышенный уровень «5»</p> </td> <td width="151"> <p align="center">0 – 5 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Хороший уровень «4»</p> </td> <td width="151"> <p align="center">6 – 11 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Удовлетворительный уровень</p> </td> <td width="151"> <p align="center">12 – 17 ошибок</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Критический уровень «2»</p> </td> <td width="151"> <p align="center">18 – 23 ошибки</p> </td> </tr> <tr> <td width="242" valign="top"> <p>Недопустимый уровень «1»</p> </td> <td width="151"> <p align="center">Более 23</p> </td> </tr> </tbody> </table> <p>{jcomments on}</p>