From 08f2231189ef0a3dcc9723816b121da5dec767a1 Mon Sep 17 00:00:00 2001 From: Khachepuri Date: Wed, 22 Oct 2025 22:26:29 +0300 Subject: [PATCH 1/4] Remove log.py --- log.ipynb | 21 +++++++++++++++++++++ 1 file changed, 21 insertions(+) create mode 100644 log.ipynb diff --git a/log.ipynb b/log.ipynb new file mode 100644 index 00000000..58e0425d --- /dev/null +++ b/log.ipynb @@ -0,0 +1,21 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "ecfa7016", + "metadata": {}, + "source": [ + "22.10\n", + "\n", + "Проба" + ] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 79a678b77c6b62eb4ecf5562f9edd181f92dbd69 Mon Sep 17 00:00:00 2001 From: Khachepuri Date: Mon, 27 Oct 2025 21:58:21 +0300 Subject: [PATCH 2/4] [TASK] Quiz #6 (https://github.com/SENATOROVAI/intro-cs/issues/6) Closes https://github.com/SENATOROVAI/intro-cs/issues/6 --- quiz.ipynb | 503 +++++++++++++++++++++++++++++++++++++++++++++++++++++ quiz.py | 477 ++++++++++++++++++++++++++++++++++++++++++++++++++ 2 files changed, 980 insertions(+) create mode 100644 quiz.ipynb create mode 100644 quiz.py diff --git a/quiz.ipynb b/quiz.ipynb new file mode 100644 index 00000000..f25d63be --- /dev/null +++ b/quiz.ipynb @@ -0,0 +1,503 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "41325a5f", + "metadata": {}, + "outputs": [], + "source": [ + "\"\"\"Quiz № 1.\"\"\"" + ] + }, + { + "cell_type": "markdown", + "id": "5b875906", + "metadata": {}, + "source": [ + "Список вопросов к видео https://youtu.be/hW_7hodGxVU?si=tCEVs00xGt2q61eW (АЛГОРИТМ ПРИНЯТИЯ И ОТДАЧИ ДОМАШКИ):\n", + "\n", + "1) Как понять, что домашка пришла?\n", + "\n", + "time code: 00:00\n", + "Зайти в чат homework,и будет сообщение: \"@НИК прими пул\"\n", + "\n", + "2) Как принять домашку?\n", + "\n", + "time code: 00:17\n", + "Зайти в github desktop, нажать кнопку Fetch origin\n", + "\n", + "3) Зачем нужна кнопка history и какие функции появляются при нажатии правой кнопки мыши на коммит?\n", + "\n", + "time code: 00:29\n", + "Кнопка history нужна для отображении истории commits\n", + "Функции при нажатии правой кнопки мыши:\n", + " Основные операции с коммитом:\n", + " Amend commit... - Переместить изменения в предыдущий коммит\n", + " Reset to commit... - Откатить текущую ветку до выбранного коммита\n", + " Checkout commit - Переключиться на конкретный коммит (отделенное состояние HEAD)\n", + " Reorder commit - Изменить порядок коммитов в истории\n", + " Revert changes in commit - Создать новый коммит, отменяющий изменения выбранного коммита\n", + "\n", + " Операции с ветками и тегами\n", + " Create branch from commit - Создать новую ветку, начиная с этого коммита\n", + " Create Tag... - Создать тег (метку) на этом коммите\n", + " Cherry-pick commit... - Применить изменения из этого коммита к текущей ветке\n", + " \n", + " Информационные операции\n", + " Copy SHA - Скопировать хеш-идентификатор коммита\n", + " Copy tag - Скопировать название тега (если он есть)\n", + " View on GitHub - Открыть страницу коммита на GitHub\n", + "\n", + "3.1) Где брать ссылку на коммит? куда её отправлять? \n", + "\n", + "time code: 03:50\n", + "Можно открыть github desktop выбрать нужный коммит, нажать View on GitHub и скопировать URL ссылку и отправить в чат телеграмма homework\n", + "\n", + "4) Что такое файл лога? \n", + "\n", + "time code: 01:10\n", + "Файл в котором записываются что запомнил или проделал во время уроке\n", + "\n", + "4.1) Когда нужно его пушить?\n", + "\n", + "time code: 03:30\n", + "Вместе с проделанным уроком или заданием\n", + "\n", + "5) Что такое интерпритатор? \n", + "\n", + "time code: 02:48\n", + "Интерпритатор - программа которая читает и запускает наш код\n", + "\n", + "6) Где можно выбрать интерпритатор?\n", + "\n", + "time code: 02:45\n", + "При нажатии запуска кода сверху предлагают выбрать интерпритатор либо с помощью кнопки Select Kernel\n", + "\n", + "7) Что такое модуль? \n", + "\n", + "Модуль — это отдельный файл (или группа файлов) который имеет определенный формат (.py или .ipynb)\n", + "\n", + "8) Как создать и отправить коммит?\n", + "\n", + "time code: 03:20\n", + "Зайти в нужный репозиторий в IDE, провести нужные изменения после зайти в github desktop в данный репозиторий, заметить изменения файлов, дать названию коммиту и описанию, нажать кнопку commit to main и делаем push origin\n", + "\n", + "9) Как посмотреть что коммит точно отправлен и находится в github?\n", + "\n", + "Можно открыть github desktop выбрать нужный коммит, нажать View on GitHub\n", + "\n", + "10) Какая команда показывает что код не прошёл проверки на ошибки? \n", + "\n", + "time code: 06:00\n", + "pre-commit run --all-files\n", + "\n", + "10.1) Напишите список линтеров которые используются для проверки кода и дайте их краткую характеристику.\n", + "\n", + " Форматирование кода\n", + " jupytext - конвертирует Jupyter notebooks в текстовые форматы (.py, .md)\n", + " black - автоформатер Python кода с строгими правилами\n", + " docformatter - форматирует docstrings в соответствии с PEP 257\n", + " nbqa-black - запускает black для Jupyter notebooks\n", + " pyupgrade - автоматически обновляет синтаксис к newer Python версиям\n", + " isort - сортирует импорты в алфавитном порядке\n", + " nbqa-blacken-docs - форматирует код в docstrings\n", + " nbqa-pyupgrade - автоматическая обновление синтаксиса Python для notebooks (формат .ipynb)\n", + " nbqa-isort - автоматическая сортировка и форматирования импорторов для notebooks\n", + "\n", + " Проверка качества кода\n", + " codespell - проверяет орфографию в коде\n", + " flake8 - проверяет стиль кода и ошибки (PEP8)\n", + " nbqa-flake8 - flake8 для Jupyter notebooks\n", + "\n", + " Статическая типизация\n", + " mypy - проверка типов в Python\n", + " nbqa-mypy - mypy для notebooks\n", + "\n", + " Анализ кода\n", + " pylint - комплексный анализ кода, проверка качества\n", + " nbqa-pylint - pylint для notebooks\n", + " pydocstyle - проверяет соответствие docstrings стандартам\n", + " nbqa-pydocstyle - pydocstyle для notebooks\n", + "\n", + "11) Как узнать какой именно линтер не прошёл проверку?\n", + "\n", + "pre-commit run --all-files\n", + "\n", + "12) Линтер Pylint видит markdown?\n", + "\n", + "time code: 07:00\n", + "Нет\n", + "\n", + "13) Номер ячейки в терминале и номер ячейки в vs code может отличаться? в каком случае?\n", + "\n", + "time code: 07:00\n", + "В случаи если среди ячеек есть ячейки типа markdown\n", + "\n", + "14) Где посмотреть номер ячейки в vscode?\n", + "\n", + "time code: 07:20\n", + "В нижнем правом углу будет написано Cell \"№ ячейки\" of \"общее количество ячеек\" \n", + "\n", + "15) В каком формате ipynb отправляется в гитхаб? причём здесь JSON?\n", + "\n", + "Файлы .ipynb отправляются в GitHub \"как есть\", то есть в своем родном формате.\n", + "Файл .ipynb - это обычный текстовый файл в формате JSON.\n", + "\n", + "16) Где посмотреть в какой ячейке ошибка?\n", + "\n", + "time code: 06:35\n", + "после pre-commit run --all-files покажет на какой ячейке ошибка\n", + "так же через ctrl + f \n", + "\n", + "17) Как запустить терминал?\n", + "\n", + "Через верхнее меню кнопки Terminal => New Terminal\n", + "\n", + "18) Что такое линтер?\n", + "\n", + "time code: 06:10\n", + "линтер - программа проверяющая файл на корректность\n", + "\n", + "19) В какой сайт нужно вставлять код ошибки если ошибка связана с pylint?\n", + "\n", + "time code: 08:05\n", + "На сайт pylint.pycqa.org\n", + "\n", + "20) Секция pydocstyle в большинстве случае автоматический закрывается после исправления ошибок в каком линтере?\n", + "\n", + "time code: 10:05\n", + "Линтер pylint\n", + "\n", + "21) Что такое описание модуля? Оно должно отражать информацию о том что находится в \n", + "модуле? (да)\n", + "\n", + "time code: 09:25\n", + "Описание модуля - какая информация в модуле\n", + "\n", + "21.1) С какой git команды начинается утро программиста?\n", + "\n", + "git pull\n", + "Pull origin в github desktop\n", + "\n", + "22) После внесения изменений в файлах, кнопка open in vs code пропадает в кошке, как по другому открыть vs code из кошки?\n", + "\n", + "time code: 14:15\n", + "Нажать правой кнопкой мыши на Current repository и выбрать Open in VS Code.\n", + "\n", + "23) Что такое stash? \n", + " Общее объяснение концепции.\n", + "\n", + "стэш это буфер куда мы временно прячем файлы, чтобы принять pull\n", + "(для правильной работы системы контроля версий для начала принимаются все изменения из удаленного репозитория и только потом пушатся изменения из локального репозитория на компе)\n", + "\n", + "23.1) Как сохранить стэш?\n", + " git командa(подсказка: https://t.me/c/1937296927/3602/19531): \n", + "\n", + " git stash\n", + "\n", + " Кнопка в vs code:\n", + "\n", + " В левом баре выбираем Source Control затем у раздела CHANGES жмем 3 точки выбираем Stash и выбираем раздел Stash или Stash (include Untracked) (так же нужно будет назвать Stash)\n", + "\n", + "23.2) Как восстановить стэш(подсказка: https://t.me/c/1937296927/3602/25747)?:\n", + "В VS code нужно перейти в пункт Stash и выбрать Pop Latest Stash или Apply Latest Stash\n", + " git команда(подсказка: https://t.me/c/1937296927/3602/19531)?:\n", + "\n", + " git stash pop(с удаление stash) или git stash apply(без удаление stash)\n", + "\n", + "23.3) Различие между стэшем и коммитом. \n", + " Когда лучше сохранить изменения в стэше, а когда коммитить.\n", + "\n", + " коммит - единица изменения проекта с которым мы работаем. Своего рода дерево развития самого проекта\n", + "\n", + " стэш - специальный буфер для хранения \"временных или не нужных изменений\", данный буфер не привязывается к веткам и его изменения не будут видны в истории развития проекта\n", + "\n", + " Как я уже сверху сказал - стэш использовать для экспериментов (например для различной реализации определенного метода) или как раз таки обхода таких ситуаций когда принимаем пул и мы не хотим потерять наши изменения\n", + "\n", + " коммит - использовать когда какое либо изменение является явным этапом развития проекта\n", + "\n", + "23.4) Как просмотреть список сохраненных стэшей? \n", + " git команда (подсказка: https://t.me/c/1937296927/3602/19531):\n", + "\n", + " git stash list\n", + "\n", + "23.5) Как удалить стэш? \n", + " Команды для удаления отдельных стэшей или всех сразу.\n", + " git команда (подсказка: https://t.me/c/1937296927/3602/19531):\n", + "\n", + " git stash drop - удалить самый последний стэш\n", + " git stash drop stash@{№} - удаление определенного стэша\n", + " git stash clear - все сразу удалить\n", + "\n", + "23.6) Практические примеры использования стэша. \n", + " Краткие сценарии, где стэш помогает.\n", + "\n", + " 1. Если пришел pull и нужна грамотно работать с изменениями\n", + " 2. Эксперименты различной реализации\n", + " 3. Когда пока что не хотим заносить определенные изменения в историю\n", + "\n", + "24) Где посмотреть что есть конфликт в файлах? \n", + "\n", + "time code: 16:00\n", + "В github desktop в левом разделе Changes, в файлах в которых конфликт будут иметь восклицательный знак\n", + "\n", + "24.1) Когда он появляется?\n", + "\n", + "Когда локальные изменения и принятые изменения затрагивают одни и те же части кода\n", + "\n", + "25) Как решить конфликт в файлах?\n", + "\n", + "time code: 16:30\n", + "Открываем конфликт в каком либо IDE и нам предлагают способы решения по типу принятие пришедшего изменения, принятие сделанного изменения, принять оба изменения\n", + "Либо можно все отредактировать в ручную\n", + "\n", + "26) Напишите правильное утверждение\n", + "\n", + "time code: 16:35\n", + "-Зелёное то что пришло с гитхаба и синее локальные изменения\n", + "\n", + "27) Если мы работаем в одном файле, можно ли принять pull после того как вы спрячете в стэш свои изменения?\n", + "\n", + "Да\n", + "\n", + "27.1) Что может произойти когда stash восстановите после принятия pull?\n", + "\n", + "Конфликт если изменения затронули одни и теже части кода\n", + "\n", + "28) Сколько способов решения конфликтов было показано в видео? Напишите ЧИСЛО и укажите их способы.\n", + "\n", + "time code: 16:30\n", + "1.Accept Current Change - принять изменения пришедшие с гитхаба\n", + "2.Accept Incoming Change - принять локальные изменения\n", + "3.Accept Both Changes - принять оба изменения\n", + "4.В ручную принять нужные изменения\n", + "\n", + "29) Что делает кнопка complete merge?\n", + "\n", + "После выбора одного из вариантов принятие изменений, высвечивается конечное изменения которое будет принята и кнопка complete merge\n", + "При нажатии мы принимаем результат в нашем локальном репозитории\n", + "\n", + "30) В какой чат нужно писать если остались вопросы?\n", + "\n", + "чат HELP ME\n", + "\n", + "31) Что такое FORK? Зачем его делают? \n", + "\n", + "time code: 19:00\n", + "С помощью операции FORK мы копируем чужой репозиторий и делаем его личным\n", + "\n", + "32) Как скачать форкнутый репозиторий на локальный компьютер?\n", + "\n", + "time code: 19:35\n", + "Заходим github desktop и добавляем новый репозиторий с помощью кнопки Clone repository и выбираем нужный репозиторий\n", + "\n", + "33) С какой вероятностью ваши ошибки были уже решены? и кто их решил?\n", + "\n", + "time code: 12:45\n", + "С какой вероятностью ваши ошибки были уже решены? - 90%\n", + "и кто их решил? - Руслан либо студенты\n", + "\n", + "34) Как создать файл в vs code?\n", + "\n", + "Плашка сверху File и выбираем New File\n", + "\n", + "35) Файл лога нужно заполнять в конце каждого урока?\n", + "\n", + "Да, добавляю дату и то что изучил, узнал\n", + "\n", + "==================\n", + "\n", + "Дополнительные вопросы:\n", + "1)Какая команда конвертирует файл в py из ipynb? \n", + "подсказка https://t.me/c/1937296927/1/26527 \n", + "\n", + "jupytext --to py *.ipynb\n", + "\n", + "2) Что такое пакетный менеджер? Вы пользуетесь пакетным менеджером conda или pip? Какой лучше использовать для дата сайнс?\n", + "\n", + "Пакетный менеджер - это инструмент, который автоматизирует процесс установки, обновления, удаления и управления программными пакетами (библиотеками).\n", + "Использую conda и pip.\n", + "Лучше conda т.к. Conda был создан именно для решения специфических проблем научных вычислений и Data Science\n", + "\n", + "3) Почему расширение py лучше чем ipynb?\n", + "\n", + "Большое количество линтеров работают именно с py файлами поэтому в плане диагностики данное расширение лучше\n", + "\n", + "4) Что такое pep8? \n", + "подсказка:https://peps.python.org/pep-0008/\n", + "\n", + "PEP 8 – Руководство по стилю для кода на Python\n", + "\n", + "4.1) линтеры проверяют на соблюдение pep8?\n", + "\n", + "flake8 - проверяет стиль кода и ошибки (PEP8)\n", + "\n", + "4.2) Какая нотация используется для создания переменных? \n", + "ответ на 85-95 страницы https://t.me/c/1937296927/1/16676\n", + "\n", + "нотация - PEP8\n", + "\n", + "4.3) Может ли переменная состоять из одной буквы например андерскор \"_\" ?\n", + "\n", + "Да может. Используется такая инициализация для \"ненужных\" значений\n", + "Так например можем задать цикл for _ in range(n): \n", + "в даном случаи нам просто не нужно работать с номером итерации\n", + "\n", + "4.4) Зачем и где мы используем андерскор _ \n", + "\n", + "1.Можно объявлять переменные\n", + "2.В нотации PEP8\n", + " Приватные атрибуты классов всегда начинают с символа подчеркивания ( _ )\n", + "3.Чтоб сделать явный пробелом между словами в переменной\n", + "\n", + "4.5) По PEP8 допустима переменная в одну букву?\n", + "ответ на 85-95 страницы https://t.me/c/1937296927/1/16676\n", + "\n", + "Да, для примера переменные i, j, k которые используются для работы с циклами\n", + "\n", + "Список вопросов к видео https://youtu.be/Si9MfV8uJ-0?si=JXHe-tsgOEwSTI5E (НАСТРОЙКА VSCODE, перенос строк, линтеры, работа с ячейками):\n", + "\n", + "1. Как включить автосохранение данных в VSCODE?\n", + "\n", + "time code: 00:09\n", + "В верхней шапке File -> Auto save\n", + "\n", + "2. Как настроить перенос строки? \n", + "\n", + "time code: 00:15\n", + "File -> Preferences -> Settings -> в Search settings пишем wrap -> в word warp выставляем wordWrapColumn \n", + "-> в Word Wrap Column выставляем 79\n", + "\n", + "3. Сколько символов по pep8 разрешено на строке?\n", + "\n", + "79 символа\n", + "\n", + "4. Какие способы переноса строк показаны в видео:\n", + "\n", + "time code: 02:00\n", + "\n", + "4.4 Использование круглых скобок для продолжения строки\n", + "long_string = (\n", + " \"This is a very long string that I would like to \"\n", + " \"continue on the next line.\"\n", + ")\n", + "print(long_string)\n", + "\n", + "4.6 Сложение строк с помощью +\n", + "\n", + "string_part1 = \"This is the first part, \"\n", + "string_part2 = \"and this is the second part.\"\n", + "full_string = string_part1 + string_part2\n", + "print(full_string)\n", + "\n", + "5. Проверка на ошибки c помощью кнопки problems, где она находится?\n", + "\n", + "time code: 04:50\n", + "Нахождение в нижнем меню ,там же где TERMINAL только левее\n", + "\n", + "6. Где в vscode находится клиент гита? как в нём отправить коммит? как принять домашку?\n", + "\n", + "time code: 06:25\n", + "Клиент гида находится в левом меню, иконка с тремя кружочками\n", + "Отправлять коммит можно в секции CHANGES, синяя копка Commit и нажатием рядом CHANGES трех точек и нажатием push\n", + "Если мы хотим принять что либо то в трех кружочках pull\n", + "\n", + "7. Что такое GIT? он локальный? В нём можно посмотреть историю изменений файлов и вернуться к любому коммиту?\n", + "\n", + "time code: 07:40\n", + "GIT - система контроля версий\n", + "В нем можно посмотреть историю изменений и откатывать код к коммитам\n", + "\n", + "8. Как вставить картинку в маркдаун? \n", + "\n", + "time code: 07:55\n", + "Копируем картинку и поле маркдауна нажимаем ctrl + v, так же можно перести мышкой\n", + "\n", + "9. Где посмотреть длину строки в vs code?\n", + "\n", + "Это можно сделать в .py файле, выделяем строку и снизу в selected увидим количество символов\n", + "\n", + "10. Как поменять тип ячейки с питона на маркдаун?\n", + "\n", + "У каждой ячейки снизу есть приписка нажимаем на нее \n", + "после выпадает меню и выбираем нужный тип файла (на python)\n", + "\n", + "11. Как запустить сразу все ячейки в юпитере?\n", + "\n", + "time code: 08:33\n", + "В верхней плашке есть кнопка Run All\n", + "\n", + "12. Как изменить размер картинки в юпитере? Нужно для этого знать HTML?\n", + "\n", + "time code: 08:15\n", + "Для этого нужна знать HTML\n", + "Изменить размер картинки можно с помощью тега который принимает сылку на картину, и задает ее свойства\n", + "\n", + "13. Какой хоткей чтобы запустить ячейку с смещением на следующую?\n", + "\n", + "time code: 08:43\n", + "Shift + Enter\n", + "\n", + "14. Как включить отображение номеров строк в юпитере(Cell line numbers)?\n", + "\n", + "time code: 09:00\n", + "У каждой ячейки есть меню с тремя точками\n", + "В нем включить настройку Show Cell Line Numbers\n", + "\n", + "15. Что такое \"Go To\" чем это полезно? Как перейти сразу на ошибочную ячейку?\n", + "\n", + "time code: 09:30\n", + "Go To сразу переносит на ячейку в которой ошибка при запуске\n", + "\n", + "16. Как очистить вывод ячеек которые уже запущены?\n", + "\n", + "time code: 10:48\n", + "В верхней плашке меню Clear All Outputs\n", + "\n", + "17. Как работать одновременно в нескольких файлах в VSCODE? Что такое SPLIT?\n", + "\n", + "time code: 11:00\n", + "Для этого есть кнопка Split Edit\n", + "SPLIT - прямой перевод разделить, в vs code делит рабочую область на две\n", + "\n", + "18. Каким сочетанием убирается левый сайдбар?\n", + "\n", + "time code: 11:20\n", + "Ctrl + b\n", + "\n", + "19. Кнопка два листочка это наши локальные файлы?\n", + "\n", + "Да\n", + "\n", + "20. Какая ошибка появилась в трассировке при запуске всех ячеек DICT или LIST?\n", + "\n", + "time code: 09:26\n", + "NameError: name \"Dict\" is not defined.\n", + "\n", + "21. Вы ознакомились с https://t.me/c/1937296927/832/19307? и https://github.com/adam-p/markdown-here/wiki/Markdown-Cheatsheet?\n", + "\n", + "да\n", + "\n", + "22. Что такое валидация?\n", + "\n", + "валидация - это процесс проверки соответствия написанного кода определённым требованиям, стандартам или спецификациям.\n", + "\n", + "23. Что такое трассировка ошибки?\n", + "\n", + "трассировка ошибки - процесс показа ошибки, в чем она заключается\n", + "\n", + "24. Что значит отвалился интерпритатор?\n", + "\n", + "Это значит что при запуске кода, была найдена ошибка выполнения и процесс запуска остановился." + ] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/quiz.py b/quiz.py new file mode 100644 index 00000000..fd1bf482 --- /dev/null +++ b/quiz.py @@ -0,0 +1,477 @@ +"""Quiz № 1.""" + +# Список вопросов к видео https://youtu.be/hW_7hodGxVU?si=tCEVs00xGt2q61eW (АЛГОРИТМ ПРИНЯТИЯ И ОТДАЧИ ДОМАШКИ): +# +# 1) Как понять, что домашка пришла? +# +# time code: 00:00 +# Зайти в чат homework,и будет сообщение: "@НИК прими пул" +# +# 2) Как принять домашку? +# +# time code: 00:17 +# Зайти в github desktop, нажать кнопку Fetch origin +# +# 3) Зачем нужна кнопка history и какие функции появляются при нажатии правой кнопки мыши на коммит? +# +# time code: 00:29 +# Кнопка history нужна для отображении истории commits +# Функции при нажатии правой кнопки мыши: +# Основные операции с коммитом: +# Amend commit... - Переместить изменения в предыдущий коммит +# Reset to commit... - Откатить текущую ветку до выбранного коммита +# Checkout commit - Переключиться на конкретный коммит (отделенное состояние HEAD) +# Reorder commit - Изменить порядок коммитов в истории +# Revert changes in commit - Создать новый коммит, отменяющий изменения выбранного коммита +# +# Операции с ветками и тегами +# Create branch from commit - Создать новую ветку, начиная с этого коммита +# Create Tag... - Создать тег (метку) на этом коммите +# Cherry-pick commit... - Применить изменения из этого коммита к текущей ветке +# +# Информационные операции +# Copy SHA - Скопировать хеш-идентификатор коммита +# Copy tag - Скопировать название тега (если он есть) +# View on GitHub - Открыть страницу коммита на GitHub +# +# 3.1) Где брать ссылку на коммит? куда её отправлять? +# +# time code: 03:50 +# Можно открыть github desktop выбрать нужный коммит, нажать View on GitHub и скопировать URL ссылку и отправить в чат телеграмма homework +# +# 4) Что такое файл лога? +# +# time code: 01:10 +# Файл в котором записываются что запомнил или проделал во время уроке +# +# 4.1) Когда нужно его пушить? +# +# time code: 03:30 +# Вместе с проделанным уроком или заданием +# +# 5) Что такое интерпритатор? +# +# time code: 02:48 +# Интерпритатор - программа которая читает и запускает наш код +# +# 6) Где можно выбрать интерпритатор? +# +# time code: 02:45 +# При нажатии запуска кода сверху предлагают выбрать интерпритатор либо с помощью кнопки Select Kernel +# +# 7) Что такое модуль? +# +# Модуль — это отдельный файл (или группа файлов) который имеет определенный формат (.py или .ipynb) +# +# 8) Как создать и отправить коммит? +# +# time code: 03:20 +# Зайти в нужный репозиторий в IDE, провести нужные изменения после зайти в github desktop в данный репозиторий, заметить изменения файлов, дать названию коммиту и описанию, нажать кнопку commit to main и делаем push origin +# +# 9) Как посмотреть что коммит точно отправлен и находится в github? +# +# Можно открыть github desktop выбрать нужный коммит, нажать View on GitHub +# +# 10) Какая команда показывает что код не прошёл проверки на ошибки? +# +# time code: 06:00 +# pre-commit run --all-files +# +# 10.1) Напишите список линтеров которые используются для проверки кода и дайте их краткую характеристику. +# +# Форматирование кода +# jupytext - конвертирует Jupyter notebooks в текстовые форматы (.py, .md) +# black - автоформатер Python кода с строгими правилами +# docformatter - форматирует docstrings в соответствии с PEP 257 +# nbqa-black - запускает black для Jupyter notebooks +# pyupgrade - автоматически обновляет синтаксис к newer Python версиям +# isort - сортирует импорты в алфавитном порядке +# nbqa-blacken-docs - форматирует код в docstrings +# nbqa-pyupgrade - автоматическая обновление синтаксиса Python для notebooks (формат .ipynb) +# nbqa-isort - автоматическая сортировка и форматирования импорторов для notebooks +# +# Проверка качества кода +# codespell - проверяет орфографию в коде +# flake8 - проверяет стиль кода и ошибки (PEP8) +# nbqa-flake8 - flake8 для Jupyter notebooks +# +# Статическая типизация +# mypy - проверка типов в Python +# nbqa-mypy - mypy для notebooks +# +# Анализ кода +# pylint - комплексный анализ кода, проверка качества +# nbqa-pylint - pylint для notebooks +# pydocstyle - проверяет соответствие docstrings стандартам +# nbqa-pydocstyle - pydocstyle для notebooks +# +# 11) Как узнать какой именно линтер не прошёл проверку? +# +# pre-commit run --all-files +# +# 12) Линтер Pylint видит markdown? +# +# time code: 07:00 +# Нет +# +# 13) Номер ячейки в терминале и номер ячейки в vs code может отличаться? в каком случае? +# +# time code: 07:00 +# В случаи если среди ячеек есть ячейки типа markdown +# +# 14) Где посмотреть номер ячейки в vscode? +# +# time code: 07:20 +# В нижнем правом углу будет написано Cell "№ ячейки" of "общее количество ячеек" +# +# 15) В каком формате ipynb отправляется в гитхаб? причём здесь JSON? +# +# Файлы .ipynb отправляются в GitHub "как есть", то есть в своем родном формате. +# Файл .ipynb - это обычный текстовый файл в формате JSON. +# +# 16) Где посмотреть в какой ячейке ошибка? +# +# time code: 06:35 +# после pre-commit run --all-files покажет на какой ячейке ошибка +# так же через ctrl + f +# +# 17) Как запустить терминал? +# +# Через верхнее меню кнопки Terminal => New Terminal +# +# 18) Что такое линтер? +# +# time code: 06:10 +# линтер - программа проверяющая файл на корректность +# +# 19) В какой сайт нужно вставлять код ошибки если ошибка связана с pylint? +# +# time code: 08:05 +# На сайт pylint.pycqa.org +# +# 20) Секция pydocstyle в большинстве случае автоматический закрывается после исправления ошибок в каком линтере? +# +# time code: 10:05 +# Линтер pylint +# +# 21) Что такое описание модуля? Оно должно отражать информацию о том что находится в +# модуле? (да) +# +# time code: 09:25 +# Описание модуля - какая информация в модуле +# +# 21.1) С какой git команды начинается утро программиста? +# +# git pull +# Pull origin в github desktop +# +# 22) После внесения изменений в файлах, кнопка open in vs code пропадает в кошке, как по другому открыть vs code из кошки? +# +# time code: 14:15 +# Нажать правой кнопкой мыши на Current repository и выбрать Open in VS Code. +# +# 23) Что такое stash? +# Общее объяснение концепции. +# +# стэш это буфер куда мы временно прячем файлы, чтобы принять pull +# (для правильной работы системы контроля версий для начала принимаются все изменения из удаленного репозитория и только потом пушатся изменения из локального репозитория на компе) +# +# 23.1) Как сохранить стэш? +# git командa(подсказка: https://t.me/c/1937296927/3602/19531): +# +# git stash +# +# Кнопка в vs code: +# +# В левом баре выбираем Source Control затем у раздела CHANGES жмем 3 точки выбираем Stash и выбираем раздел Stash или Stash (include Untracked) (так же нужно будет назвать Stash) +# +# 23.2) Как восстановить стэш(подсказка: https://t.me/c/1937296927/3602/25747)?: +# В VS code нужно перейти в пункт Stash и выбрать Pop Latest Stash или Apply Latest Stash +# git команда(подсказка: https://t.me/c/1937296927/3602/19531)?: +# +# git stash pop(с удаление stash) или git stash apply(без удаление stash) +# +# 23.3) Различие между стэшем и коммитом. +# Когда лучше сохранить изменения в стэше, а когда коммитить. +# +# коммит - единица изменения проекта с которым мы работаем. Своего рода дерево развития самого проекта +# +# стэш - специальный буфер для хранения "временных или не нужных изменений", данный буфер не привязывается к веткам и его изменения не будут видны в истории развития проекта +# +# Как я уже сверху сказал - стэш использовать для экспериментов (например для различной реализации определенного метода) или как раз таки обхода таких ситуаций когда принимаем пул и мы не хотим потерять наши изменения +# +# коммит - использовать когда какое либо изменение является явным этапом развития проекта +# +# 23.4) Как просмотреть список сохраненных стэшей? +# git команда (подсказка: https://t.me/c/1937296927/3602/19531): +# +# git stash list +# +# 23.5) Как удалить стэш? +# Команды для удаления отдельных стэшей или всех сразу. +# git команда (подсказка: https://t.me/c/1937296927/3602/19531): +# +# git stash drop - удалить самый последний стэш +# git stash drop stash@{№} - удаление определенного стэша +# git stash clear - все сразу удалить +# +# 23.6) Практические примеры использования стэша. +# Краткие сценарии, где стэш помогает. +# +# 1. Если пришел pull и нужна грамотно работать с изменениями +# 2. Эксперименты различной реализации +# 3. Когда пока что не хотим заносить определенные изменения в историю +# +# 24) Где посмотреть что есть конфликт в файлах? +# +# time code: 16:00 +# В github desktop в левом разделе Changes, в файлах в которых конфликт будут иметь восклицательный знак +# +# 24.1) Когда он появляется? +# +# Когда локальные изменения и принятые изменения затрагивают одни и те же части кода +# +# 25) Как решить конфликт в файлах? +# +# time code: 16:30 +# Открываем конфликт в каком либо IDE и нам предлагают способы решения по типу принятие пришедшего изменения, принятие сделанного изменения, принять оба изменения +# Либо можно все отредактировать в ручную +# +# 26) Напишите правильное утверждение +# +# time code: 16:35 +# -Зелёное то что пришло с гитхаба и синее локальные изменения +# +# 27) Если мы работаем в одном файле, можно ли принять pull после того как вы спрячете в стэш свои изменения? +# +# Да +# +# 27.1) Что может произойти когда stash восстановите после принятия pull? +# +# Конфликт если изменения затронули одни и теже части кода +# +# 28) Сколько способов решения конфликтов было показано в видео? Напишите ЧИСЛО и укажите их способы. +# +# time code: 16:30 +# 1.Accept Current Change - принять изменения пришедшие с гитхаба +# 2.Accept Incoming Change - принять локальные изменения +# 3.Accept Both Changes - принять оба изменения +# 4.В ручную принять нужные изменения +# +# 29) Что делает кнопка complete merge? +# +# После выбора одного из вариантов принятие изменений, высвечивается конечное изменения которое будет принята и кнопка complete merge +# При нажатии мы принимаем результат в нашем локальном репозитории +# +# 30) В какой чат нужно писать если остались вопросы? +# +# чат HELP ME +# +# 31) Что такое FORK? Зачем его делают? +# +# time code: 19:00 +# С помощью операции FORK мы копируем чужой репозиторий и делаем его личным +# +# 32) Как скачать форкнутый репозиторий на локальный компьютер? +# +# time code: 19:35 +# Заходим github desktop и добавляем новый репозиторий с помощью кнопки Clone repository и выбираем нужный репозиторий +# +# 33) С какой вероятностью ваши ошибки были уже решены? и кто их решил? +# +# time code: 12:45 +# С какой вероятностью ваши ошибки были уже решены? - 90% +# и кто их решил? - Руслан либо студенты +# +# 34) Как создать файл в vs code? +# +# Плашка сверху File и выбираем New File +# +# 35) Файл лога нужно заполнять в конце каждого урока? +# +# Да, добавляю дату и то что изучил, узнал +# +# ================== +# +# Дополнительные вопросы: +# 1)Какая команда конвертирует файл в py из ipynb? +# подсказка https://t.me/c/1937296927/1/26527 +# +# jupytext --to py *.ipynb +# +# 2) Что такое пакетный менеджер? Вы пользуетесь пакетным менеджером conda или pip? Какой лучше использовать для дата сайнс? +# +# Пакетный менеджер - это инструмент, который автоматизирует процесс установки, обновления, удаления и управления программными пакетами (библиотеками). +# Использую conda и pip. +# Лучше conda т.к. Conda был создан именно для решения специфических проблем научных вычислений и Data Science +# +# 3) Почему расширение py лучше чем ipynb? +# +# Большое количество линтеров работают именно с py файлами поэтому в плане диагностики данное расширение лучше +# +# 4) Что такое pep8? +# подсказка:https://peps.python.org/pep-0008/ +# +# PEP 8 – Руководство по стилю для кода на Python +# +# 4.1) линтеры проверяют на соблюдение pep8? +# +# flake8 - проверяет стиль кода и ошибки (PEP8) +# +# 4.2) Какая нотация используется для создания переменных? +# ответ на 85-95 страницы https://t.me/c/1937296927/1/16676 +# +# нотация - PEP8 +# +# 4.3) Может ли переменная состоять из одной буквы например андерскор "_" ? +# +# Да может. Используется такая инициализация для "ненужных" значений +# Так например можем задать цикл for _ in range(n): +# в даном случаи нам просто не нужно работать с номером итерации +# +# 4.4) Зачем и где мы используем андерскор _ +# +# 1.Можно объявлять переменные +# 2.В нотации PEP8 +# Приватные атрибуты классов всегда начинают с символа подчеркивания ( _ ) +# 3.Чтоб сделать явный пробелом между словами в переменной +# +# 4.5) По PEP8 допустима переменная в одну букву? +# ответ на 85-95 страницы https://t.me/c/1937296927/1/16676 +# +# Да, для примера переменные i, j, k которые используются для работы с циклами +# +# Список вопросов к видео https://youtu.be/Si9MfV8uJ-0?si=JXHe-tsgOEwSTI5E (НАСТРОЙКА VSCODE, перенос строк, линтеры, работа с ячейками): +# +# 1. Как включить автосохранение данных в VSCODE? +# +# time code: 00:09 +# В верхней шапке File -> Auto save +# +# 2. Как настроить перенос строки? +# +# time code: 00:15 +# File -> Preferences -> Settings -> в Search settings пишем wrap -> в word warp выставляем wordWrapColumn +# -> в Word Wrap Column выставляем 79 +# +# 3. Сколько символов по pep8 разрешено на строке? +# +# 79 символа +# +# 4. Какие способы переноса строк показаны в видео: +# +# time code: 02:00 +# +# 4.4 Использование круглых скобок для продолжения строки +# long_string = ( +# "This is a very long string that I would like to " +# "continue on the next line." +# ) +# print(long_string) +# +# 4.6 Сложение строк с помощью + +# +# string_part1 = "This is the first part, " +# string_part2 = "and this is the second part." +# full_string = string_part1 + string_part2 +# print(full_string) +# +# 5. Проверка на ошибки c помощью кнопки problems, где она находится? +# +# time code: 04:50 +# Нахождение в нижнем меню ,там же где TERMINAL только левее +# +# 6. Где в vscode находится клиент гита? как в нём отправить коммит? как принять домашку? +# +# time code: 06:25 +# Клиент гида находится в левом меню, иконка с тремя кружочками +# Отправлять коммит можно в секции CHANGES, синяя копка Commit и нажатием рядом CHANGES трех точек и нажатием push +# Если мы хотим принять что либо то в трех кружочках pull +# +# 7. Что такое GIT? он локальный? В нём можно посмотреть историю изменений файлов и вернуться к любому коммиту? +# +# time code: 07:40 +# GIT - система контроля версий +# В нем можно посмотреть историю изменений и откатывать код к коммитам +# +# 8. Как вставить картинку в маркдаун? +# +# time code: 07:55 +# Копируем картинку и поле маркдауна нажимаем ctrl + v, так же можно перести мышкой +# +# 9. Где посмотреть длину строки в vs code? +# +# Это можно сделать в .py файле, выделяем строку и снизу в selected увидим количество символов +# +# 10. Как поменять тип ячейки с питона на маркдаун? +# +# У каждой ячейки снизу есть приписка нажимаем на нее +# после выпадает меню и выбираем нужный тип файла (на python) +# +# 11. Как запустить сразу все ячейки в юпитере? +# +# time code: 08:33 +# В верхней плашке есть кнопка Run All +# +# 12. Как изменить размер картинки в юпитере? Нужно для этого знать HTML? +# +# time code: 08:15 +# Для этого нужна знать HTML +# Изменить размер картинки можно с помощью тега который принимает сылку на картину, и задает ее свойства +# +# 13. Какой хоткей чтобы запустить ячейку с смещением на следующую? +# +# time code: 08:43 +# Shift + Enter +# +# 14. Как включить отображение номеров строк в юпитере(Cell line numbers)? +# +# time code: 09:00 +# У каждой ячейки есть меню с тремя точками +# В нем включить настройку Show Cell Line Numbers +# +# 15. Что такое "Go To" чем это полезно? Как перейти сразу на ошибочную ячейку? +# +# time code: 09:30 +# Go To сразу переносит на ячейку в которой ошибка при запуске +# +# 16. Как очистить вывод ячеек которые уже запущены? +# +# time code: 10:48 +# В верхней плашке меню Clear All Outputs +# +# 17. Как работать одновременно в нескольких файлах в VSCODE? Что такое SPLIT? +# +# time code: 11:00 +# Для этого есть кнопка Split Edit +# SPLIT - прямой перевод разделить, в vs code делит рабочую область на две +# +# 18. Каким сочетанием убирается левый сайдбар? +# +# time code: 11:20 +# Ctrl + b +# +# 19. Кнопка два листочка это наши локальные файлы? +# +# Да +# +# 20. Какая ошибка появилась в трассировке при запуске всех ячеек DICT или LIST? +# +# time code: 09:26 +# NameError: name "Dict" is not defined. +# +# 21. Вы ознакомились с https://t.me/c/1937296927/832/19307? и https://github.com/adam-p/markdown-here/wiki/Markdown-Cheatsheet? +# +# да +# +# 22. Что такое валидация? +# +# валидация - это процесс проверки соответствия написанного кода определённым требованиям, стандартам или спецификациям. +# +# 23. Что такое трассировка ошибки? +# +# трассировка ошибки - процесс показа ошибки, в чем она заключается +# +# 24. Что значит отвалился интерпритатор? +# +# Это значит что при запуске кода, была найдена ошибка выполнения и процесс запуска остановился. From f714bcc1f3478d20b81dd5789de7bb1c1bfe7c8e Mon Sep 17 00:00:00 2001 From: Khachepuri Date: Wed, 5 Nov 2025 21:58:29 +0300 Subject: [PATCH 3/4] [TASK] Cpython #4 (https://github.com/SENATOROVAI/intro-cs/issues/4) Closes https://github.com/SENATOROVAI/intro-cs/issues/4 --- python/cpython.ipynb | 148 +++++++++++++++++++++++++++++++++++++++++++ python/cpython.py | 122 +++++++++++++++++++++++++++++++++++ 2 files changed, 270 insertions(+) create mode 100644 python/cpython.ipynb create mode 100644 python/cpython.py diff --git a/python/cpython.ipynb b/python/cpython.ipynb new file mode 100644 index 00000000..94bb79cb --- /dev/null +++ b/python/cpython.ipynb @@ -0,0 +1,148 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "a00aed79", + "metadata": {}, + "outputs": [], + "source": [ + "\"\"\"[TASK] Cpython #4.\"\"\"" + ] + }, + { + "cell_type": "markdown", + "id": "2f139ea1", + "metadata": {}, + "source": [ + "1. Что такое CPython и чем он отличается от Python?\n", + "\n", + "CPython — это стандартная и самая распространенная реализация языка Python на языке C. Он так же является интерпретатором.\n", + "\n", + "Python — это язык программирования со своими правилами. А CPython программа для реализации языка программирования. \n", + "\n", + "3. Сколько существует реализаций Python, и какая из них самая популярная?\n", + "\n", + "Самых популярных всего 7 (если брать из книги): IPython, CPython, IronPython, Jython, PyPy, PythonNet, Stackless Python. \n", + "\n", + "Самая популярная CPython.\n", + "\n", + "4. На каком языке написан CPython?\n", + "\n", + "На языке С\n", + "\n", + "5. (опционально) Кто создал CPython?\n", + "\n", + "Guido van Rossum\n", + "\n", + "6. Почему Python считается быстрым, несмотря на то, что это интерпретируемый язык?\n", + "\n", + "Ну если о говорить о CPython. То его ядро написано С и он вызывает инструкции из С. Поэтому он быстрый\n", + "\n", + "7. Напишите путь к Интерпретатору CPython на вашем компьютере\n", + "\n", + "C:\\Users\\Иван Куликов\\AppData\\Local\\Programs\\Python\\Python313\n", + "\n", + "8. Что содержится в папке include в CPython?\n", + "\n", + "файлы на языке C, необходимые для работы интерпретатора и вызова инструкций\n", + "\n", + "9. Где можно найти исходный код CPython дайте ссылку на репозиторий гитхаб\n", + "\n", + "https://github.com/python/cpython\n", + "\n", + "10. (опционально) Как работает интерпретатор CPython при выполнении кода?\n", + "\n", + "Этап 1: Лексический анализ (Lexing)\n", + "Исходный код разбивается на \"слова\" языка - токены.\n", + "\n", + "Этап 2: Синтаксический анализ (Parsing)\n", + "Токены преобразуются в Абстрактное Синтаксическое Дерево (AST).\n", + "\n", + "Этап 3: Компиляция в байт-код\n", + "AST компилируется в байт-код - низкоуровневые инструкции для виртуальной машины Python.\n", + "\n", + "Этап 4: Выполнение байт-кода виртуальной машиной\n", + "Виртуальная машина CPython - это большой цикл, который последовательно выполняет инструкции байт-кода.\n", + "\n", + "11. Какая команда используется для запуска файла с помощью CPython?\n", + "\n", + "Для запуску через командную строку нужно сначала вставить пусть к интерпретатору а затем через пробел путь к желанному файлу для выполнения.\n", + "\n", + "12. Можно ли запускать текстовые файлы через интерпретатор Python? Почему?\n", + "\n", + "Да можно, так как интерпретатор воспринимает любой текст и если данный текст или информация содержат валидный Python-код то он без проблем выполнит его\n", + "\n", + "13. Как указать путь к интерпретатору и файлу для выполнения кода?\n", + "\n", + "Можно скопировать адресное окно самой папки сверху либо нажать на файл правой кнопкой мыши -> свойства -> будет строчка расположения\n", + "\n", + "14. Чем PyPy отличается от CPython?\n", + "\n", + "Работает в 10 раз быстрее\n", + "\n", + "15. Почему PyPy не может использоваться для всех проектов на Python?\n", + "\n", + "Он является достаточно новой реализацией Python поэтому совместим не со всеми проектами на Python\n", + "\n", + "16. Где можно скачать PyPy?\n", + "\n", + "https://pypy.org/download.html\n", + "\n", + "17. Как установить PyPy после скачивания?\n", + "\n", + "Распаковать архив\n", + "\n", + "18. Как запустить файл с помощью PyPy?\n", + "\n", + "Для запуску через командную строку нужно сначала вставить пусть к интерпретатору PyPy а затем через пробел путь к желанному файлу для выполнения.\n", + "\n", + "19. Почему PyPy выполняет код быстрее, чем CPython?\n", + "\n", + "PyPy быстрее CPython благодаря принципиально разной архитектуре выполнения кода.\n", + "Ключевое отличие: PyPy использует Just-In-Time (JIT) компилятор, в то время как CPython работает как интерпретатор байт-кода.\n", + "\n", + "Если простыми словами JIT компилятор находит горячии участки кода (которые часто выполняются) и после некоторых вызовов сразу обращается к мишиному коду данного участка.\n", + "\n", + "Практические задания\n", + "Задание 1: Поиск и установка CPython\n", + "C:\\Users\\Иван Куликов>python --version\n", + "Python 3.13.8\n", + "\n", + "Задание 2: Исследование структуры CPython\n", + "Количество файлов: 77\n", + "\n", + "Задание 3: Запуск файла с помощью CPython\n", + "Для txt\n", + "C:\\Users\\Иван Куликов>python D:\\repo\\Data-Science-For-Beginners-from-scratch-SENATOROV\\python\\example.txt\n", + "Hello from CPython!\n", + "\n", + "Для py\n", + "C:\\Users\\Иван Куликов>python D:\\repo\\Data-Science-For-Beginners-from-scratch-SENATOROV\\python\\example.py\n", + "Hello from CPython!\n", + "\n", + "Задание 4: Установка и использование PyPy\n", + "C:\\Users\\Иван Куликов>pypy D:\\repo\\Data-Science-For-Beginners-from-scratch-SENATOROV\\python\\example_pypy.py\n", + "Hello from pypy!\n", + "\n", + "Задание 5: Сравнение производительности CPython и PyPy\n", + "C:\\Users\\Иван Куликов>python D:\\repo\\Data-Science-For-Beginners-from-scratch-SENATOROV\\python\\performance_test.py\n", + "Result: 49999995000000\n", + "Execution time: 0.5878703594207764 seconds\n", + "\n", + "C:\\Users\\Иван Куликов>pypy D:\\repo\\Data-Science-For-Beginners-from-scratch-SENATOROV\\python\\performance_test.py\n", + "Result: 49999995000000\n", + "Execution time: 0.008245229721069336 seconds\n", + "\n", + "вывод быстрее в 71 раз" + ] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/python/cpython.py b/python/cpython.py new file mode 100644 index 00000000..ee6f25d2 --- /dev/null +++ b/python/cpython.py @@ -0,0 +1,122 @@ +"""[TASK] Cpython #4.""" + +# 1. Что такое CPython и чем он отличается от Python? +# +# CPython — это стандартная и самая распространенная реализация языка Python на языке C. Он так же является интерпретатором. +# +# Python — это язык программирования со своими правилами. А CPython программа для реализации языка программирования. +# +# 3. Сколько существует реализаций Python, и какая из них самая популярная? +# +# Самых популярных всего 7 (если брать из книги): IPython, CPython, IronPython, Jython, PyPy, PythonNet, Stackless Python. +# +# Самая популярная CPython. +# +# 4. На каком языке написан CPython? +# +# На языке С +# +# 5. (опционально) Кто создал CPython? +# +# Guido van Rossum +# +# 6. Почему Python считается быстрым, несмотря на то, что это интерпретируемый язык? +# +# Ну если о говорить о CPython. То его ядро написано С и он вызывает инструкции из С. Поэтому он быстрый +# +# 7. Напишите путь к Интерпретатору CPython на вашем компьютере +# +# C:\Users\Иван Куликов\AppData\Local\Programs\Python\Python313 +# +# 8. Что содержится в папке include в CPython? +# +# файлы на языке C, необходимые для работы интерпретатора и вызова инструкций +# +# 9. Где можно найти исходный код CPython дайте ссылку на репозиторий гитхаб +# +# https://github.com/python/cpython +# +# 10. (опционально) Как работает интерпретатор CPython при выполнении кода? +# +# Этап 1: Лексический анализ (Lexing) +# Исходный код разбивается на "слова" языка - токены. +# +# Этап 2: Синтаксический анализ (Parsing) +# Токены преобразуются в Абстрактное Синтаксическое Дерево (AST). +# +# Этап 3: Компиляция в байт-код +# AST компилируется в байт-код - низкоуровневые инструкции для виртуальной машины Python. +# +# Этап 4: Выполнение байт-кода виртуальной машиной +# Виртуальная машина CPython - это большой цикл, который последовательно выполняет инструкции байт-кода. +# +# 11. Какая команда используется для запуска файла с помощью CPython? +# +# Для запуску через командную строку нужно сначала вставить пусть к интерпретатору а затем через пробел путь к желанному файлу для выполнения. +# +# 12. Можно ли запускать текстовые файлы через интерпретатор Python? Почему? +# +# Да можно, так как интерпретатор воспринимает любой текст и если данный текст или информация содержат валидный Python-код то он без проблем выполнит его +# +# 13. Как указать путь к интерпретатору и файлу для выполнения кода? +# +# Можно скопировать адресное окно самой папки сверху либо нажать на файл правой кнопкой мыши -> свойства -> будет строчка расположения +# +# 14. Чем PyPy отличается от CPython? +# +# Работает в 10 раз быстрее +# +# 15. Почему PyPy не может использоваться для всех проектов на Python? +# +# Он является достаточно новой реализацией Python поэтому совместим не со всеми проектами на Python +# +# 16. Где можно скачать PyPy? +# +# https://pypy.org/download.html +# +# 17. Как установить PyPy после скачивания? +# +# Распаковать архив +# +# 18. Как запустить файл с помощью PyPy? +# +# Для запуску через командную строку нужно сначала вставить пусть к интерпретатору PyPy а затем через пробел путь к желанному файлу для выполнения. +# +# 19. Почему PyPy выполняет код быстрее, чем CPython? +# +# PyPy быстрее CPython благодаря принципиально разной архитектуре выполнения кода. +# Ключевое отличие: PyPy использует Just-In-Time (JIT) компилятор, в то время как CPython работает как интерпретатор байт-кода. +# +# Если простыми словами JIT компилятор находит горячии участки кода (которые часто выполняются) и после некоторых вызовов сразу обращается к мишиному коду данного участка. +# +# Практические задания +# Задание 1: Поиск и установка CPython +# C:\Users\Иван Куликов>python --version +# Python 3.13.8 +# +# Задание 2: Исследование структуры CPython +# Количество файлов: 77 +# +# Задание 3: Запуск файла с помощью CPython +# Для txt +# C:\Users\Иван Куликов>python D:\repo\Data-Science-For-Beginners-from-scratch-SENATOROV\python\example.txt +# Hello from CPython! +# +# Для py +# C:\Users\Иван Куликов>python D:\repo\Data-Science-For-Beginners-from-scratch-SENATOROV\python\example.py +# Hello from CPython! +# +# Задание 4: Установка и использование PyPy +# C:\Users\Иван Куликов>pypy D:\repo\Data-Science-For-Beginners-from-scratch-SENATOROV\python\example_pypy.py +# Hello from pypy! +# +# Задание 5: Сравнение производительности CPython и PyPy +# C:\Users\Иван Куликов>python D:\repo\Data-Science-For-Beginners-from-scratch-SENATOROV\python\performance_test.py +# Result: 49999995000000 +# Execution time: 0.5878703594207764 seconds +# +# C:\Users\Иван Куликов>pypy D:\repo\Data-Science-For-Beginners-from-scratch-SENATOROV\python\performance_test.py +# Result: 49999995000000 +# Execution time: 0.008245229721069336 seconds +# +# вывод быстрее в 71 раз From c149f41a5c40d8be7eb2c1e89ff81087b6516af3 Mon Sep 17 00:00:00 2001 From: Khachepuri Date: Thu, 20 Nov 2025 19:16:56 +0300 Subject: [PATCH 4/4] Commit (https://github.com/SENATOROVAI/intro-cs/issues/7) Closes https://github.com/SENATOROVAI/intro-cs/issues/7 --- python/venv.ipynb | 137 ++++++++++++++++++++++++++++++++++++++++++++++ python/venv.py | 85 ++++++++++++++++++++++++++++ 2 files changed, 222 insertions(+) create mode 100644 python/venv.ipynb create mode 100644 python/venv.py diff --git a/python/venv.ipynb b/python/venv.ipynb new file mode 100644 index 00000000..f4067479 --- /dev/null +++ b/python/venv.ipynb @@ -0,0 +1,137 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "82220391", + "metadata": {}, + "outputs": [], + "source": [ + "\"\"\"[TASK] Виртуальное окружение #7.\"\"\"" + ] + }, + { + "attachments": { + "image-2.png": { + "image/png": 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" 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" 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" 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Ed177LhS7PoQl71uOm27/ABbfeD3Gz17AGxeThhKzlBgULIFlw4ewepU5i2AAcToJboDzFuGOO6a2QPysFAT89nS8efr1rF5SoKtZ0K8X+nnYgJJV8npXm+MECy/DVys3S9SmHwwAwG9ePo/fXopipWURTr96ERcuvW78SBrE/gO78be9L8D7d7vxpUd+j1v/fpYFBZeP46Wnjhun6qjt9fJvwcO/0oJ2YEBtPoTS3Jcr4t/tU4/j+Qs3wrYlzabIRLYsQcH4BSSKGS4Fz+F3lyZxw0fWwvrhNbCsX4XCze/Hm5O/w4XfpK5lmrU++Dkc+M6/4Tsxr6/AZfxsWi7hBbWpSH6pfTMWYaF4HWxRAoX5QQ0Kvvi3uB3Ayx3d+Dm24Ittu3CzoaLAfOdXcN/tZjwnd3DMRoqA4E0gxSiEb73xIiZeeNE4OdYDp/BK0RqULRX/wKSag49k1c52FoGTwOq/WIMCoXq/qD3xo0co+pD2I3LvX+EjuoL/LAInF6GwfQ0KfnUsg/bJQmxQv68Mt1YnqV0A8NuTZxH82TCuW5yPW+75GFZ9dC0unT6Pkw/3Gz86h2hBwTXXvhvv+GNmwcC/d9XJbfTn8duJG1DyKWl641e3YLVwR564tgCGICDZemJrD8Smh8PhyzDdshGNyryvbsFquTZB9/2A+j3p9BmI509/ehu/fuk1vP7GHzD0YnYFQOn/0p4m+Ntepc/Ay/D+nfb0wYw8dvjmmyl+Kt7EHy89h4mgePxiLVm6CNHzr8nvVsK2Nt44J2k2H9z7V0nGHkj+dxscuoTVf7EZqy9kUo28COv+QvktW4kP3FuWpHYB+MPk73Gy91d463dvwu78IEp2bMLbbwMjvf34XSRZO/Esd+EMXnphGC/EvF6EcmbTJ/3O6/ttKaSmXu2YS7XFWjfn1xAR+4Pc+1daZ9WcuRbX5gHAMuxqe0A/DsDaXfjm9z8OG2z4+Pc9+FxFsqr+xEY6voy//tzX8DgA4Bm01XnQX/BxHPjh9/Htb9yHuv0H8O0HHsL3P1uM1w5/bUoDIqUICJ7Amd5f4NyLL8Z/PdeLF59Md5RCqfBfsUTf1h+slzr0qNVBGQzuMf7zl4CiQownKYB1gi8B9yrVTovwwrf0HZPGf/4SCooWZXhHMIbTqJa3/XYU/Kpb66cQx9tvv42xYy/gqf91BE80/QBPNh/Gs997En+Y+J3xo3OMFBS8+srLODeSfjCg9yrqf/GyWgVfcuF5RIVCXyqst+PR+uXAzy/iQv4G7DUEE86uj6Mx6XqMtQdSR0G1FuKHP4LvzA1wdknLOqE9YaA1SSheRf1/PA/csl1uMqiTti2Jo/2/wd998//hR08OAQB+8vOT2N/+MJ4dCQEA/u3/HMd9hx5N+wmDwf95AF+K24FQ7mj4xQMz89jha/+Bl/qei/2NkF+vPd2NM2kMDxGsfxzjH9ol/z1Vw3xBqSEow63qb8QurD6Z/O8stRR/tw+cwngmvy2AdCd7fo26jesuPB73iQdRJBjGL/6xF31//0P0/f0P8Yt/7MWFU9k2Hc0SwR/jwX/24J9jXkfwS+Nn0zB+4NtSB031/GtNRsbyo3BI7EMg9Q1RmxtKTuEX6d/ppUEcj+Acen4ijQMgBQU3o+GLH8fi/2rDZ5w70PQ08Oefy/ZxwElMimX85ONo++8fx2f+4f/imZdewx8iL+O5nz6Az3/qM2jqGRE+mLkUjx3OH7rHjhLZcjtc9wI/S/Ko0HwzlccOp9vO+nuwd8nglAcaytV65rspPXY4l8R5tDBW7CNr813OHju8omb2vOVt2IX7vijnNFCMP4O2T72MT/g+iF/Xfh7fuYApPH44s1LUEFxdsu2cSNPgo1tQewsw8NgUC/FcrYeuKgVNH8qw6ZCuRpPPd+OLn5GeANjxT88g8sdJjPz4ITyFZ3Dm3A34aJ1xNMPZjQEB5LZG75fxEQiPJdKMa/yq0lu/Dv7/XohReTCiTOVqPXQVkodAvnvtS/hZiup+Is3N+Ez1jXjtyH344r+PAHgObd/8T7xmk0czLJvET76TfWe/mXLVNBlQfLO5yYBm1lXTZEBxzY8mA5oK1hAQERERAwIiIiJiQEBEREQMCIiIiAgMCIiIiAgMCIiIiAgMCIiIiAgArlm3bh3HIbjKcRwCgjwOARFdva5ZvXo1AwIiIqKrHJsMiIiIiAEBERERMSAgIiIiBgRERESEXAYE1753NRaa3mWcTERERHNATgKCdyxZB2vhDVhi/wDeWzA9QcGO9kdw9JFvYYdxBgDgS+g+ehTd+43TiYiIKB1TfuzwWksxFv4hiDcWvR9LFy/AO675HcZf/C/8dvwt40dzZ/u38Mj/WIKjlbvwDeM8IiIiytiUagiutazHylVLUHDjWrzrtUGMjZ7FH695DwreN301BURERJR7WdcQSMHAIjWi+H1oEK+e/xOuW7UBy5a8G3g7i5qC7d/CI/+jFCYAiA7ikRfXoBLduKv+IexofwR/s+QoKl9Yj6N3rFYXiT77r7irfjW6j1biwr/chS8ckaZ/6ftHcdcq6f+nH30EuGM9hit34RtK7cKjwF3yeqR1PKSuU1wWOI1HlJoIedlTzy5B6S0mnH60Ervu13/euC4iIqK5IKsagncssuuCAQD4swXX4bpV63Hdb/8LY8OjmPzTe1DwvvVYdJ3woaS+hO7/sQan/qUSlZWVqPweUHlLnKFU79+Fyn8ZRBSn8UhlZdzCd0f7I7gLj0jrqazE8Lq7oIUQALAad60blub/yyBwyy58a7uw7OJB/Ku8bOWjwF26vgursQbdqKyUggH9d/0rTr3vb9iXgYiI5pysAoJr3v2e+Ate8x7kLcmPPy+FHe2VWH3mqHqHjyNfQPez2Yyx/yXcdQsw2Kv1LvjGZx7Bad1nTuORz8jzj5zAqagJS26Etuz3vgA1zLj/EQxiDTbKAQNwGkfVIMT4XQ/hxItRLLk+ftdHIiKi2Sqbsht/DD+Hl1/RF9Z/eusP+ONbb+Gd7y3GqvV25L3jdxh/cRiX3tB9LKnoBX2xnb0LeFUJLFJ6CK9eFN8bl30Ir15UAoZ4TCj9H0dx9Kj0+ptbTDAt0ddHEBERzXZZBQQA8OYr/yUEBa9j/PwEfnfhHP4IZNd/AIgpSFcvidNkkJYlWK7e0QPYvhxLhLfJGZbFDixfHMWFl8RpIqnpQmmeqKysRKVS+0BERDRHZB0QQBcULMCitR/C6jUr8c5MgoHt38IjR7vxJQAP/fwUoqsq1bZ8bP8WKtWOfZn4BobPmFBa/SV1ypeq5Y6KKcnL3iP0Gdh/F0pxCifi1jh8A8NnVuOu72vfRURENBdNKSCAGBS889145zsyCAaMjnwBdz16Qat+vwc4mqgPwZEv4OiZ1bjr6FE80h7bXv+Nz/wrBhffpVbjr3/B2IcgsW98phKPXCzF38jLHnVcwL/eJfQpMDB+19Gjj2hBDRER0RyR9WOHRte+dzUW/O4sLkezCAYS+NL3j2L9C1Jv/inZ/i08cg/QnaRgJyIiuppNuYZA8eZvT+c0GMD+bty16jSGpxoMYAe+dU8p8OIJBgNEREQJ5KyGYMrEQYkAAFEMCgMNZUI/sBCAM4+wox8REVESsycgICIioismZ00GRERENHcxICAiIiJcs3jxYjYZUBpsuP1TW3DdSw/C+0vjPCIimuuusVgsDAgoDe/H9rpqmF64H519xnlERDTXXbN8+XIGBERERFe5a1auXMmAgIiI6Cp3zQ033MCAgIiI6Cp3zapVqxgQEBERXeU4MBERERFxHAIiIiJiQIDag91oqjROza3agz3o3u8wTiaaJxxo6uxB227j9Pgc+7vRc7DWOJmIrrCsAgLrpj1w7dBeG8VEQgCw6g5h/nYULzTMlynriVl+BtQelH7AAufDuvfzgbYvtWjrySzgcezvRk9Pj/zKbNms7W4TvlN6zacAaioBYe1B/XFhQZqG3W3o6WxCdkec6OqVVUAQevpBeB+SX4+NIL9CLPSLsbECGJDnPzkCrNl2B6z6VQCr7kBZwas4N2GcMTO69tVgaH0P6suLUFrXg6rz7WjoNH5qrppEJKD8P4zQUf3cRBz7u1FvH0V7TQ1qamrQ3g+U1rVhZoqgIHrl763xDALl9VkXovOFY383qhcPquejpqYGNfu6jB8jIsqJHHQqLMbGHetx+bEjGLlsnAdgYQVu22ZFSDe/GBt3VADHfbi83omFww/ixBn9YjOh9mAPqgul/wd9NRkFBI793agvz1Pf65d3oKmzHqUF6mxM9rdj1/1++V0t2nqqUaTMHB9E++4DUOZmbXcbepzqWnX03x9PLdp6qhDx7MIBNYCQ9sN8rAYNnQ40dbqB7/XBXKdsexC9NQ3Qiij9fonf6djfDTc60Le0PvaY725DjxP6dRmnVTahu64U6hEf6zUUjsZjrm2bY3836pf2aZ+vbEJ3nRl9NQ0I7O+GG6MIl5eiCEH0+oBqZ5F+/brjOolB4Rgl2y/jNaKK2fZ4pP2xjyY6b6nOh3buhtYr17l+25PtF2KuceN8wzVs/BswXIvGa6F+aR96UR1zzCSGc2k8Xom223iNqIzXKRHFk1UNgc6qQiybCCEULxhIwLqpAsvOHr8iQYCi9mAPSoZr0N4fxKBH+tFMu8lgdxvqy8PaHa0viCKnVr1ee7AepRd71bu63jH94rUHq2Hpb9fu+nIRDABAZwNqanoRVO62fUEp2KipSVCoCCqtsMTUJvgRuggUrVfqCPJQWleFiEfZryJUq1XYDjR1ivvVi3B5ve6Y5pXXo+q8NL+9fxJFm5NU6wYimIQF1kpIhU9dKcI+5U65F8HCaqEGQS5AhGNek0EBkFduR8TTjsHxIlRvjqDdM4jJwhKpZqSyCd1OCwblfa7xhWNqTRLtl//+Xer5nxTPd8pgAAD8ODY6ibykNSXJzoekyCnVfknz81BaLc9PtV+VTXChQ93m9n6g9B7lfBnPdTsGx9WvlM6XuO54119hddxjhpi/n3YMLhbOdbLtPnoAuwzXvbSO9K8FoqtZlgGBBcV3yn0EKpbj3PBxxK/5t6D4o8VYcHZYqx1YWIHila9i4OkRw2dnVtc+6Y7EttSie5+aA02bizDZ79V+ZDob0DuWB3uFA6hsQlVhEL0pfvTz7JsTF4Y54lhmAS6G0gs2bGbkjUegtjTIAucnde+DPu0usWs4CCy2SvtRuRl2DKJD/eHvgrd/UggmpDs9pWDwHx/FZIEZNm2u3tEQpN4dgGN/FYrGB+FVz08XGnxB7RjudqG0IPUxT2isT92n4DF9cOaosAP9HdqdcacXg+NFKBGDx0z2KwP++3epzSc9PT1x28UTng+FsG3i/JT7dfQAGoRCXLdfu10o1Z3reOS/h0QSHrNalOj+fvw4cEw71ym3m4iylmVAEMbIj5V+BD5cXr8Ht22QClaRdZMTazCCJ9XCXwoQJo4/ipDhs1dK1z59NWm6wueS/Rgm17WvHYMoRb3cUSztmokUpA5o1ShCEap7eqTq3sJq9PSk0Q8gEIlbkNmW5mHyvDFMECjL2MzIK9D2qUf5/mxVWqG7opIENo5lFiBOMJMLtqV5yFMK5J4e9PTom4KmnXLXW6NcMynOpeEcBoeFIKmzQa2NSr1f0pMD6vy4VfGJdKFBDGRSbbOo0gqLfP2q3y00PaTebiLKVpYBgSiMUGgCCwqW6KZaN+1B2cpXMfBjofZg4Y2w5gPLKpQnEJxYo7y/swL5ujXMbpZl4t2PA9bFwtuU/DiwW67O9AzC4sxNUNC1T19dqlVVp1FlejSEsFpFr5D2K2nwIxbEumraTKrHYzkq7MgTmzAMd76OZVq44D+n1CVMD111v/xKrzYpl/w48L1BoRklgQwCo2T7VXuwHqUQzqdnEPq6ohTUQKYG7f0WVGcSFIgdTJWX0KyWbLuJKHs5CAiKsa44H+fOaE0AajDwkKEm4PJx/FR5OkGuXTg1AZw7/iC8YuAwWyiPw+naZZW2XZf2AydXWffd75cLVq0K07G/W+04FZdQNZ4zwt100sJcpwtDY3lCOzHg2O9GKcSqelEt2pxFmBw9Jn1X5xCCBaVwJ2zvzsDuNtSX5yHokwIZqUq5FC41aKqFqzxPq95P57vVgELqj5Du3W7XcBB55e4pPX4ZOD+ZkyaimCBJx3A+Ukhrv9TryIGme4RjFohgssCOzWKfmSR36RkFbEePYXQ8ti+EIq3tNmwfEaUni6cMLCi+U7qzV5w7LjwlsLACt20rxgJttuTscXhj+g1I67pSTxmkpPRmNvZylgv6hD2wxV7QY71oP18FNzrkNtPY3tmpnwBIn9ajPiA8IWD8VGLikxf6px+MvfjjbXfsvul63Cfo6d8V83SEsUd7bA/y1N8d2+Ne2vZJDPpGYXdqTxnEHK+AsG0w9mrXrzvpfqmfT9FrPi7j/iDJPkn0x0R8QkT7jE6S/TIe72D/ICzl2n6J1/9kfzv6ltajZFh8aiTx+Ux9zFLsW8z6Y58i0P99xs4nolhZBAR0dUqjgKEZxPNBRLmVgyYDIiIimusYEBARERGbDIiIiIg1BERERMSAgIiIiMCAgIiIiMCAgIiIiMCAgIiIiMCAAKg9qKUtni61B3uSpLAlokw59nfnNDEYEWX52KGUq0B7rxu6GABW3QFXxXL5zQROPXZES3+MYmzcUYFl2qeBiRE8OcO5DGoP9qBkuAbeZW3YfLwBoWrp/XSM+lZ7UMpJn6vhiVNR9q2hsxZtPVWIGIcBTiLpkMzTJWYoWuMwvHNbtudfN4w0MLeG4I0ZjjgzqY6Zcp0qQ2MT0dRlVUMQelpIUPTYCPIrtqN4oTK3GBsrgAF5/pMjwJptd8CqW8Or6nzvQ1cmsVHXvhoMre9BfXkRSuukH5/588MyiYia8i5RMpxYjv3dqLePqhnu2vuB0rpMstRNhZDhTk6dy1oVOe9B1lkD5y///buY5ZAox7KqIdArxsYd63FZVwsgWFiB27ZZEVLnF2PjjkKEjJkQrwDxDizTOw39nbRx+WTJWWrR1lOCIU8EVUryGF0SoSmIc6etSH3HHa82QRwv34GmTjfwvT6Y65SkO8Y7Vn1CHvE7Hfu74UYH+pbWxx7z3W3ocUK/LuM0Q7Kd2ARBxmOeXgKiwP5uuDGKcHkpihBErw+oNia00h3X2EQ9ifbLeI2oYrY9vtqDPaiG+Fnp+EJev3IX3QG3+j366zDx+QCM+xU7P3GCoGTXcLykTIh73OLVRKU+ZuL649dg6WtWxM+kcw0TXb2yqiHQWVWIZRMhhOIFA7OYUq3e3h/EoEeqLUi7PXJ3G+rLw9odrS+IIqfWF6H2YD1KL2p3dr1jxhUUobrOjL6aGtTUtGMQKVL3pquzATU1vQgqd9u+oPRDXVOTIhgAUGmFJaY2wY/QRaBovXJPmofSuipEPMp+iWlqHWjqrIZFzVXfi3B5ve6Y5pXXo+q8NL+9fxJFm7VUyzECEUzCAmslpEKgrhRhn3y8a3oRLKwWahDkYEA45jUZ/MjnldsR8bRjcLwI1ZsjaPcMYrKwRLoTr2xCt9OCQXmfa3zhmFqTRPul3MX2jkmFrbptaQQD6corr5eCnZhjmup81KJN3C/jNWK4xtv7LajuFM+XeA33Iqimp+5CQ41UyzMp1vrUCAV3ZRNc6FC/t70fatrt1MdMXn9NL4Lqtmgc+7tRvVi65tV1686XeA1L57wqF397RPNAlgGBBcV37oFrxx64Kpbj3HCiKn8Lij9ajAVnhw21B8tRtkNefofY3DBzuvZJd1K2pRbd+9QcaNpchMl+r1bgdDagdywP9goHUNmEqsIgepP+6E9i0KMUWH4cG51E3lKb8UNT5lhmEXLap2AzI288ArWlQRY4P6l7H/RpP+xdw0FgsVUqJCo3w45BdKiFShe8/ZNCMCHd5SmFjv/4KCYLzEi410dDCMv/deyvQtH4ILzq+elCgy+IPPtm6bt3u1BakOqYJzHWp+5T8Ji+psZRYQf6O7TCrNOLwfEilIjBYyb7NQW1B6sNx0G+M5f3W/fd6ZwPyNdsHLXrixD0aUGV//4+BAvs2Kx2wBWv4S4MjQGWZfHXFePoATQIwUfujlktXOV5unPov78j5nxp1/D0/e0RzUVZBgRhjPxY6QPgw+X1e3DbBqlgFVk3ObEGI3jy6RFh6ghOiP0HjkexZtuVCQoAoGtfbJVjOsLn0ipm06cUrFNQe7AHPT3VKEIRqnt6pKrXwmr0pNPuHIjE/VG2Lc3D5HljmCBQlrGZkVdQivqeHvTIr7hVv+mqtEJ3RSUJbBzLLECcYCYXbEvzkFder+5TT4++KWjaFVar3129OLZpaXL0mPb+6AHsUmpGUp6PLjTIfTWk+eI14oB1MVDk1JaVrqtccaCpU1i32BQ0ZWL/GSLKRJYBgSiMUGgCCwqW6KZKTyK8ioFUHQbPjOGccdocoL8bkn5ApyRJgZeurn36ZgKt2jWN6vOjIYTVKnqFtF9Jgx+xIJa/V63mnUL1uKPCjjyxCcMQMDmWaeGC/5xSlzA9dFXX8iu92qQcEDoV1mTazyTV+Th6ALvUqvXYDotBtYlGeWUXPBvVHqxHKYRt8wxCXw81FXkw66JaG8wzGcARzWE5CAiKsa44H+fOaLUAajCQRsdB66aK2dsHYXebdAejtpNDq2Ysd2k/nnKVdd/9frlg1aooHfu7DY+OGVQ2wV2eh+BwdgVnXEJwkbQw1+nC0Fie2pYLAI79bpTCUEWtqkWbs0i7Q+0cQrAgR30hdrfJj5RJgYxUpay0USO2ajid71YDCqk/Qrp3pF3DQeSVu6c0VkXg/KTWvDFT0jkmAn1QJV3jRc40apYSMfwdxFCvUQea7ok9H9kdM6npQuybEtvcRESJZBEQCP0HduyBa0cFII5DsLACxSth6CewB65NxdL8VXcIy+5BGY5fkccOp8J//y75jkqu8nRadO2pDb6gWt1av7QP7f3G+588lNZp1aXhDJ9wSEa7c8681qJrXw16L2rVzPX20Zgqaq0aWeqwpnVE60KD3HFNq2bOoKOm3MyhHU/hmBw9gF2eQVgM360ds3jfrRVm/vs7MAhlv6oQ8WVwR9rZIHckFKq402mCEei/3xhgTpd4x0Q4H0qwqzvmYp8BwzXe04MeXafCVPR/Bz09Wqfbrt5BTKpNIfUwj8aej4THTN3uahSpf0fCuo3XcHkYvZnWrBBdpXLw2CFlJt7jfXOB+AiicR4REc11WdQQEBER0XzDgICIiIjYZEBERESsISAiIiIGBERERAQGBERERAQGBERERAQGBERERAQGBEDtQW2Us5nm2N+d9eh3V04t2jIetU7e1xkZoY+IiLKR1WOHUq4C7f05cehiyMMTVyyX30zg1GNHDOmPgfwN2/Gx4nz5IyN4coaHL6492IOS4Rp4l7Vh8/EGhKql97kaha/2YA+qzotD+xpUNqG7zo7RaRixUNm3hs7MRkV07O82ZMQLojcmMVIt2nqkNLzGYY2TcezvRv3SvqySHcVulyzDbUhsCqMwVjah25gbIWfbNVVT2C8iuupkVUMQelpIX/zYCPIrxPTFxdhYAQzI858cAdZsuwNWYXnrpj34mDWEJ5V1zHAwAHnM86H1PagvL0JpnVR4z+iPps2MvPFRHEujoM6cmAJWyBiYDiG7Xu9YEapjagK60JBN5r0p8N+/S96mXgTFLHwzuA3JBdErZgWcNdtFRJS+rGoI9Iqxccd6XI5TCwBIyY5u22ZFSJm/sAK3fRQ4cQWCAKPagz1qJsJgJgmGKpvQXWdGX80QSpQ88fJdIRLdzY716u6OHfu74yYPmpLdbehxxs9aP6lLRBSf8S7euI26O3XD/iiMd/PKcVXW3Yvq7I45oNZOIN5yun2fxKBaKyLdJZdCuGuXPxv0SUFhvGyU6RwvQLwWjDUpCrlGRXmrqz3Q7uC17VC2vRZtPSWI9FtQWp6Hyf5ejNqrUVoQZ9+U9L7CusVrW5T2fhHRVSerGgKdVYUZpS/OX23FgnHAKmRMvG2Dltt+pijV6u39QQx6pB/k9DPzQc7OV4WIR75zldPzKnezvWPSj68xD33tQSULWx5QoGVl604zTW1SnQ3yXbR8x+oLSoVETU0WhYADm+15ulTKyr7FZm+USMFAWHe3rCu4C6tRdV46Ju39k7o0tVNS2YRuOUNiTU2NnJ1Q6ZPhx4Hd0vmRUgFLaZuVYKRrXw1qatoxOC7UPGR1vOJxoKlTysworbddyuBn6EtR5JRqqKTrJg+l1cr8IpQu7UONL4i88mqYj0nz7RXSUXPsdwHfU7ZZWreS7nh694uI5qMsAwIhBXLFcpwbTnS3b0HxR4ux4OywWnuwsCAfWGkFfq41OaDYiY2rjMtOr659UoFgWyoFI8r7TAR9yp2alIfdsix18Sb9UMuFqlxYT9cPtWOZRVegp0VIS2sfbY9bCxBfLVzleQj6Et0pS7UKyn76j49issAMm/EzWXBU2IH+Dq2fRKcXg+NFKFEDvC40eAaBchea9lehaKw343OdnJC6WZeq14XSgiD61HPrx4HvDWKysETfgVQ4Ll3DQWCxVQ6UJjHYKx/N8UF4Ddvsv79B6Bvix7HRSeQtzcURJaKrUZYBQRgjP1b6EfhweX38u3zrJifWYARPPj2im/76yFGteeHycYycBfIXxS4/E7r2pdfhLlYQQ8IPdNe+6SnUMyHVPlSjSC6g6svz5AI+gycY5D4E7f2TyLNvTv8OvtIKi67vwsyxLc1DXnm98MSGUI2uOHoAHf0WlJaH0Zt2kJMuQx8Ccf3jEaQ6JMFh4fOdDen3QahsQrcQiMRtqiIiSlOWAYEojFBoAgsKluimSk8ivIoBQ1+By+Oxn6Xc6NqnbybQmi2S3LUn4L+/T20GScvREMLGaTNI1zwTr7lidxvq7aPo7bfE6Sg5jYy1IDaz/omErNWira4UEPY7UVMOEVE6chAQFGNdcT7OndFqAdRg4KFHEdJ9Fpg4HcLrK9drTyUsrEDxygmETl/J4iSB3W36KuAMBM5neIedS0IzQfhcWveacXTBm1E7fxeGxvJQek+6n8+druEg8srdScaTkPsNHDuArvs7dG3tEj9CF4Gi9Zmf56Q6hxBEEarU73KgaXMRJvu9GQdoiajnt7IJ7pgagmnaLyKal7IICIT+Azv2wLWjAhDHIVhYgeKVALAcZepn9sC1qViaf/k4fno8ijXb5OniEwjziF8ueJROg9kEFdlwLFOaXhywLjbMzJBSSyAVng40dQpV00pfA2G/uvbVoPeisM89mXbUzFJng9yRUGjHV5tJ5F7+ar8BPw4cCyKvvF7XkbNrXy+Cav+JHHXyRBcaanoRVpsz6lF6UesvMDVywOaU97fOjNE4NQTTs19ENB/l4LFDIiIimuuyqCEgIiKi+YYBARERETEgICIiIgYERERExICAiIiIwICAiIiIwICAiIiIwICAiIiIwICAiIiIkO1IhVKuAu39OXHoYgBYdQdcFcvlNxM4JQxNbFxWEbMOIiIimjFZBQQ6Cytwmy4fQTE27ihESE5slL9hOz5WHI2b6AiItzwRERHNtKk3GVy+pEtvDIzghFD4T5wO4XWYkK9kNzTIX23FgrPDDAaIiIiuoKkHBKsKsWwihFBWBXox1hUDp4a01MlEREQ087IMCIQUyBXLcW74uKGWQGFB8UeLE9YA5G9Yj2UJ5hEREdHMmXofAlhQfKcT1pAPP30+rJtj3bQHZQUjePLH8QKGYmzcUQGwMyEREdEVl2UNgSiMUGgCCwqW6KZKTxO8ioG4wYBcOzAxghcYDBAREV1xOQgIirGuOB/nzmj9ANRgINGTBcoyCZsaiIiIaCZl0WQgNRGsydem6MYQWFiB27YVY4E2W3L2OLxPS0FD8qYEIiIimmlZBAREREQ03+SgyYCIiIjmOgYERERExICAiIiIGBAQERERAwIiIiICAwIiIiICAwIiIiICAwIiIiICgHcuWrToPuNEyq0Vn/4QPrjyIsZ+85ZxVqzSG3HXJ67Dq/0T+INx3gxZ8ekPYfPdi/GOQBgXhKEkTdtKcNsnC7HGsRJrVr2OF4d+Jy5GRERzWFYBgXXTHtxacQvWrpde5olnERJTGK+6A65tm+X5N+EdoV/jt7/XZudv2I47tmxUl1/1zrMInJsUVjAzVnz6Q1h77Vm88qoZ5V95H/INBWAqUsG5Eosmz+KVV41zNfkbVuK9b4TTCwiWL8aaG97C6WkJCMwo/8oG3OJYKRXqjpVY43gPJv0R3RDS+RtWYvmit3DxOf3x+MNvwnjRfxav5i1G4YJxBgRERPNIVgHB+JlnMfqC/Aq9B8W3VuDP1EK/GBu3LcLoQ0fQ/8KzeOWd6/DBitWYfOE3GIcULNxxUxhP/r+H8by8/I0VG4TlZ07+hsXAC2FcmLgOKx3vwm9/rC8YkzNj7d3AqcfewE3FSFo4zp6A4DqsdCzAq13P4viPz+JF/1m8aAgGAGBi6Cxe9CcOjt590zIGBERE80xWAYHO7/NhWW/B73+jFOi/RUgp/AH84XcLseqm9+L3coGfv/oWFOEMnj/z2wTLz4DSG3HX7vdh+aJrsfgDK7HGsQR5WIDljpWw5qVbtb8Styx9A6d6J7Dg7sWArmC9Dva9pdh4m3QXvnwR8OarQkCwcgVu/f+KsU65Sxer3+WAILKkEJvl6nnjNumq7uPc4Sd2HVY6CvB7w52/SrddidebOCDQ10Ak3+7UNStERDRzpt6pcFUhlk2E9E0GSUycDuH1lRW4bYMFAGDdVJHR8jkx+BIe+dqLCOMCnv3ar/DIYxeAyyEc/dqv8LPH3jB+Oq4VxUvw+ksRRPE7jF9egpWlwrxPl+CmSy/ika/9Co987Vd49rS4pBnltVZEH5PmPfK1FxFe/T7cuu067SMLrbhlSUia3xUCSm+CfaU8r/RGVJa+Lm33136Fo4MLcMveFTBpS2fv7Cv4mfydrxvnpXQd7HvfB9PgkLpf0dISlCvHZeUKlAvb/cjXfoX+QcMqiIjoiskyILCg+M49cO3YA1fFcpwbTpTG2ILijxZjwdlhjCgF/uXj+OlDPoSsTrh27EEZjsN7hdMgmywLgEtvIGqckZAZK1e/gVeG3gDwBs6+9AYsxWZp1soVsK++gGd/EDEuBAAwbbPCcjmEEbUwjKD/sQtYcKNZK9Qvh3BUWf5sBK9cvg4rSqSAYUXxEoQfewmvyB+NPhZCeOESrFQChpSuw021H8JdX5FfuQomVpqxAiH0qwFVBCODwnEBAOgDJyIimj2yDAjCGPnxg/A+9CC8D/lwef0e9Y5fZN3kxBqM4MmnR7SJCytw2w4nFg5Ly54qqIBrxx2wigtOsxWf/hDu+sr7YMES3PKVD6Gy9Dpg9ftw11duxArjh+MpXQzL5Qs4e1Z6Gx26gNdXL05vWSDD4OMNTFxS/n8d8hcBlm1Cgf6V9yH2yCfzBn7Tpd2lP3LolQy2JYll12HBQisq1e2Sj6vi7Cv42WMXtG3PVSBCREQ5kWVAIAojFJrAgoIluqnWTXtQtvJVDBju/q0lxVhw9jhOnIEcWPhwamI5iuMEFNPllR/omwmePQ28PjiER76m3Xkns6J4CSAWfrVWLMjk7nfRdbrC0GRZILwzkoKAaFhrygirzQ3KawijcnByRcnHU7dtYk3J4EtaM8olKyoZFBARzRo5CAiKsa44H+fOaLUAajDw0KMI6T4rK1iEfOX/C2+ENR+YuBTWf2YmCHfqYoGbnFRAGwvlZ09Dqh4/+waiQnBg2laCW1ZrS0eHLuD1hVYUq8GDGcWl1yF8PMGdeukK3LTwAs4OQmue2JZmTcZMGryI8EIrysW+EEmMX0j3eBMR0Uy4ZvXq1W8bJyZnQfGdTqxRS3Tg3PEH5Tt+uUlgWzFi7nnPHof36ZHUy88Q07YSVC4J4ZEf/A72vSUoOJ5mJ7eVK3Br7XUYNdYmlN6Iu7YBz37tJbxSeiPu2ibXmJx+EUcvWFGO32gdFleuwK21VvUYvT44pM0TlwUAXJDWKUwxbSvRV8dfDuFoWlX/ZpR/xYrxrvg1CjHrBYTvvw72vSW4aaFh9ukXhVoAaTwHsa4n/Jh0XGPXHbtfRER05WQREBAREdF8k4MmAyIiIprrGBAQERERAwIiIiJiQEBEREQMCIiIiAgMCIiIiAgMCIiIiAgMCIiIiAgMCIDag91oqjROnUkONHX2oG23cfrsV3uwB937HcbJcTn2d6PnYK1x8oy4kt+dXC3aeq709UdEJMkqILBuklMfy6+NqwwfWHWHMH87ig3D3eZv2C7Mn9lMh4rag1IhHDgv5VBQ3s8H2r5kU+BIAUpPxstdOY793ejp6RFeOd72yiZ097RhNoYURES5klVAEHpaSX38ILyPjSC/Qiz0i7GxAhiQ5z85AqzZJhT6q+7Ax4qjwnwTyu6s0JIdzZCufTUYWt+D+vIilNb1oOp8Oxo6jZ+aqyYRCSj/DyN0VD83qcrNsGMQvf2AvSK9u/9ZYXwQ7TU1qKmpQY0vjNK6HAcFRETzXA5yGRRj4471uPzYEYxcNs5Tkh1ZEXrsCEYuS4mNrCEffvq8kt0wxfLTqPZgD6oLpf8HfTXpBwS729Czfgjt56tQX54HAJjsb8eu+/3yBxxo6qxHaYGyQBC9NQ3oUt6iFm091ShS32f4/YnsbkOPU1yrRr99iTn2d6N+aR9qeq3ovgfo2H0A2lLG/TKst7IJ3XWlkI4IgLFe1OyT9lpZby+qExxzw7qFZVNx7O9GvX0U7eq2Suuyj0rblvK7E2537HmSTGLQswsH5EBLvI6M82L2S3ct1KKtpwoR3yjsTvn7xweF/Ui2bgeaOt3A9/pgrlO20XidERGlL6saAp1VhVg2EUIog8Jcn+r4Ai5P5GOhMYveNKs92IOS4Rq09wcx6JFqCzJqMiislgrOmhrUeAaBcrd6R+rY70bpxV5pXk0NanQ/0g40dVbD0t8uz2vH4Li22inpbEBNTS+CCKK3pgY1vqB655xOMAA4sNmeh+BwF3A0hHCBHZuFu+zag/W6/eodE5etRVtdKcI+ZZ97ESys1vcxKKxG1Xl5v31BFDm1anj9utsxuNiw7FQJ393eP4mizU2Q1p5su7vQIJ/fSeWY1tSgpkYr8B37u1G9WKudaO8HSuu0/Up+LQBAHkqdZvQp311QCpd8HaZaN5CH0roqRDzK+ShC9azsK0FEc0GWAYEFxXfKfQAqluPc8HFMGD8CSJ/7aDEWnB2W7/7DCIUmsGy91kSQv6FSlwp5pnTtk+4QbUulZL3K+7SND6JduYM9egyj43kw24T5hSXx25x3u1CKQXSkVUBPjWOZBbgYEu7wU6jcDHtBEEOdANCFobE8rdmgsglVhUH0Jrhrd+yvQtH4ILzqMexCgy+IPPtmueCV7rzVwKRzCEEUoUTu61CiW7cfB44Zls2AY78bpQVB9InHWPhu//FRTBaYYUt3uxOqhas8D8Fj2h29//4ODI4r+yVLdC0A8l2/EiR0YWgMsCxzpL3uoE8LTrqGg8BiaxrbTUQUK8uAIIyRHyv9CHy4vH4PbtsgFawi6yYn1mAETz49ok6beP4oTqEYH1M6JGIYpyYmcDmDGoZc6tonVu9OjfRDDvjv3yXdrcmd3HJ6p5tE7cEe9PRUowjSd9eX5wGF1ehJs0Oco8KOvLEh9Q62azjdglGWSfCBACJKzUilFRZ5m9WOgQmaPhIqKEW9vGx9eTizqvOMtttI7K8Ra2rXQvJ1xyUHOkREmcoyIBBJd/0LCpboplo37UHZylcx8GNj7YEYTDyInz4PLMyPYuIKBQS5FD6nFStd+7Qq6HB5fYYFQXa69umbCXrHpDb+2GrqeKTmAimAEAplQ7NBUoa7U8ey2CBRY4O5QCzwxCp5+aXrv5CC2Kkwrf0VZLTdRoaaIdhgFvpYYErXQup1xxiPINMYgogIuQkIirGuOB/nzmi1AGow8NCjCOk+a1SMjTsqgOOpPneF7G6TCsYU7bJKFbVU1W4k3AkDQCCCSaGQrT2o76SXE8IdrxikJCcV0INye7Talj8uNxscDSGsVvHL7dtqZzelGl5r/45X5S2SqupHceyo0uRyZdq/09puw75rpCp+rT9CvCYIkeFaSCrTddeizVmEydFjcY83EVEqWTxlID0pILb7nzv+IE6ckd8srMBt24qxQJstOXsc3qdHpDEKKpbLEydw6go8XZA2pde+scd7TG9+sXe3sVd5bI95x/5u3dMJfUvrUTKcYR+GBNSnBPYF0NRZD/OxNNe7uw09myO6Hu5Q1qf04Bf3e6wX7eer4EZHwqcMxCcQxH0GYnvTxztuGT0ZoXvKIM78pX3aOahsQnedGX3KOUuy3SrdOU/2lEEm14L8lIFhXVXnte/PZN1xt5uIKE1ZBASUqPAkmjlSQJB2wEdElEIOmgyIiIhormNAQERERGwyICIiItYQEBEREQMCIiIiAgMCIiIiAgMCIiIiAgMCIiIiAgMCoPZgt5q2OLdq0dbTg55ObejZ+ab2YPrJehz7u1MOAT1tKpvQrSZOik30JCWFyib5EBHR/JFVQGDdJKc+VjIWrhLnCqmRd+yBa8d2FC8U50MavjjZ/BlQe7AHbbuBwPmw7v18oO1LLdp6Mg14HGjq7EFPxstdQUrOCd1LKPiPHsCumhrUeAYxqV8SEJIP9Y4Z5+RGJoFTpqZz3UR0dckqIAg9rWUr9D42gvwKsVDXZzP0Ho9izbY7YFVmL6zAbRUmnHpMmv/kCPTzZ0jXvhoMre9BfXkRSuuk8eNzOwRsFxoyzdiXM2IWwTBCmaR3rtwMOwbR2w8pqdFc0NkgJWPyBYWsiRlmPCQiusplFRDoXL5kSG9scPkSXhfeWkuKseDssJrQaOL5YZzDclh1tQwzL/2sgDLDXalYu+DY363Nm8lqcnmbqgvzUFrXg56eahShCNUZVIU7KuzIuxhC1/FRwL7Z0Nyh1B5ILzHbIWCsmo+/72L1vL5GRr/ueMteEbvbDM0+sbUuuvMt7JcyvboQyCuvj7Nv0j637RaPS7J1a/NSrzvF+ahsQndPG2qVpq2e+d28RUSpTT0gWFWIZRMhhBJkLMxfbcWCs2NyemML8gsgpEq2oPjOCiwDkL8okxz0U1d7sAclwzVo7w9i0CPVFqTfZFCLtvVDWppgXxBFTq2K2n//LtTU1KC9P14F9TTqbEBNTS+Cyl2yLyhlFaypSTMLngOb7XkIDndJKX+FNM2AnKr5Yq+63/oq9lq01ZUi7FNSJ/ciWFitD0QKq1F1vj3uMdOvux2Diw3LzlaVTXCXh+VaCeml1DQp10HvmJSJUL1exMyZAIqcUg2V9Nk8lFbLR6WyCS50qMu19wOl90iFdup1p3E+UITqnipEPPJ8XRpoIrraZBkQCP0EKpbj3PBxQy1BMTbKfQQ+VgycGlICAI3UD8EJa8iHJ0cmsKBgifEj06prn/TDbVsqBSLK+/R0oUH8Ue8cQhAWWGdZm7tjmQW4GEq/yaJyM+wFQQx1AkAXhsbytGaDyiZUFQbRayjMFI79VSgaH4RXPYZdaPAFkSfWMoz1aoFJ5xCCKEKJ3NehRLduPw4cMyw7qyn7kSXhuHQNB4HFVmm/jx5AgxDI+Y+PYrLADJu2ZEJpnQ8AQZ+SerkLQ2OAZdncOOJElHtZBgRiPwEfLq/fg9s2iHf4Izih9CF4aBgLt+k7Hi6r2IPicR+8Dz2Inz4fxsKCfLw+fkFYfuZ07dNy0WdCrPqWquavPGmbtGaC+vI8oLA6bs/6eBwVduSNDalt713DsQVIUpkEHwggMi7/t9IKi7zN6jF1zoYjmoajB7DLF0SRM/tq9+CwGFw2CP1ODM0odaXI0z6ZWsrzoQR/kq596dYkEdF8lGVAIAojFEp2hz+C0FmlSSCMiXEAZ4/jp89LvfuVZoSJS8r72c+xvxvVhUrnNbm61fihK6Brn76ZQKtOTqeDndRcIAUQQqFsaDZISrmzlTmWJWsGssFcIHZ+FI+n/LoiHTKzoHRqrKlB78VS1GcRFMRTe7AepZDOZU1N4qckEsrofBDR1S4HAUEx1hXnC/0CDBZWoHjlBEKnpQI/dOZVYGWFVmOwqgxr8l9F6IxuqdlB6TgYr4PbeARKWVZ7cHbUEKiEO8P0O0tKBfSgRyyU2zE4LjcbHA0hLFSNS0GRtrRUnS22QdfCVZ6H4LH4hbpUpT2KY0cBHD2G0fEiVMc7zrOBWk3vQFNn8nMdOB9bZAfOT2ZW0yJSz6UDTffE1hAkWnem54OIKIv0xxYU3+nEmnxtyrnjD+KEWqAXY+MOqaOgZAKnHjuiPlUAyOMQVCyX37yKgYcelTsdzjK726S75LFeQ0ewWrQJzQST/YMIl9sR8ezCgaMONHXWo7RA+DikdmJjZ7Lp4NjfjfqlfajZF0BTZz3Mx9LsG7G7DT2bI2g33JU79nej3j4qTVeOB6T9aT9fBTc6tGrmyiZ0C9Xak/3t6jzH/m6pCUMxPmj4rtjjJi6flLhdqiB65ZqRmO/WzdefS4X43bUHtScqgr5ewFkln+t469a+V2PYN/VakKYnPEeG4xnsH4Sl3Iw+3foTrTt2ed3xrGxCd51xXUR0NcsiICAiIqL5JgdNBkRERDTXMSAgIiIiBgRERETEgICIiIgYEBAREREYEBAREREYEBAREREYEBAREREYEAC1B/X55zOh5KRPP21yPFICm4TrUPPWzz61B3vSTlHs2N8dfwjoq0It2rJMfERENFOyCgik1MXaS8xkqEuNvGMPXDu2o3ihOF+Sv2F7nGVnTu1BqRAOnJdyLCjv5wNtX2rR1pNpwKNk2Mt0uStIyTmhe6UXRClBnfiaL9cBEVEmsgoIQk8rqY0fhPexEeRXiIW+mBr5QXiPR7Fm2x2wqktLAcNGhHBOnTbzuvbVYGh9D+rLi1Ba14Oq8+3xx5NPwn//LtTUJBiH/ooSswiGEcokvXPlZtgxiN5+SEmN5gIl26AvKGRNzGCMfjk7pLKOImeug4IuNMyl7I1EdFXKQS6DYmzcsR6XjQmMFAsrcNu2RRiRExjlb9iOdZeO4MQZKQkSdImRZpY+aU0mBbuYEGcSg3KiG4kDTZ1u4Ht9MNcpnzEmvIlNqKP7/phkPcblE4hZTpNuoiA1OVKvFd33AB2ZJCAyJNMRE+0o6+1FdYJjniRJT7p2t6HHiZhj5djfDTc60Le0Pua7dcmbhM/rpumOq/F8xyY4EvdLNy/ePhmPGaCe70CS7SYiyrWsagh0VhVi2UQIoXjBAID81VYsODumZjOceP7IFQsARLUHe1AyXIP2/iAGPVJtQfp3hfIdX00vgsZZAIA8lNZVIeJRUggXoUpta5dS6Fr624UUw8KilU3odlq0NMSeQcQm1E2gs0HeJvku2RdU737TCQYABzbb8xAc7pLSHRfYsVloNqg9WI/Si71qeuTeMXHZWrTVlSLsU1In9yJYWK3vY1BYjarz8n77gihyatX6+nW3Y3CxYdkpyiuvV7+7vX8SRZsTt+f7z4W1lMfG8+ELo7ROaI6obIK7PCzXSkgvscBWapHa++OdRSmlMZRrwReUAw4toMlku4mIpiLLgEDoJ1CxHOeGj2NCN78YG+U+BB8rBk4NjejmzgZd+6QfbttSi+59rgR9yl2kH8dGJ5G31CbN2O1CKQbRkaCArq0uBfo7dHeg2XIsswAXQ+lXU1duhr0giKFOAOjC0Fie1mxQ2YSqwiB6jXe4Msf+KhSND8KrHsMuNPiCyLNv1gqwsV4tMOkcQhBFKJH7OpTo1u3HgWOGZadK+G7/8VFMKgV+PIGIGoQ5Kuz689HpxeC4st0K4/s0VW6GvWASo8fFY5IHs7hhmWw3EdEUZBkQiP0EfLi8fg9u2yAVrJIRnFD6EDw0jIXbrlznwVS69umrf+ey2oM96OmpRhGKUN3TI1VVF1an38Guwo68sSH17rRrOMNCOZPgAwFElJqRSiss8jarnfsSNH3MCJtZrcK3Lc1DXnm90OlQ32SCowewS+530JPpkwRHQwhDCLp2l6AISkBGRDSzsgwIRGGEQhNYULDEOEM2gtBZIH+RGDDQdOjap28m6B2T2vjT62AnNRdIAYRQKBuaDZJabNUVho5lyc65DeYCsfOj0hlQeF2hTni164uA8QiUTZOOoX7bdLVJSqfGmhr0XixFfdpBgRQUqQGHswhBXzrniogo93IQEBRjXXE+zp1J0CywsALFKycQOi093jenKI+z5fL5+UAEk0IhW3tQf8cZOD8p3JVL7fL6DmdpEO7Uw+fSLVKlAlptK1fa8sflO9ijIYSFqnHH/m61oxvU6uxSuNSq81q4yvMQPBa/UJeaGEZx7CiAo8cwOl6E6lwe5yxJ+zWJwe9J2901HEReuTvtRzAD5+P1FUhAbj5Sn3AwBhpERDMoi4DAOM6A8UkBrf+Aa8ceuLZZERKfQFh1h7rcMgDLKuKNZTDLqc+9V6MIeSity+C5/aMH0NEPeRnpcUexc57//g4MohT1PT3o6alCxJOo42J82l25A9bFhpnJ7C7RCmiV3P/BvhkOuU+AUjVev7RP31Hu6AHs8gzColSd90gdJ3UFnFD7oO/Z78eB3VJHQq1qPv1Bj9Tz4SwC1KaH9JpJAAAFyvHuQX15GL01QjNSZ4PckVDbLnHdxnEM6svD6FX3SxnTQWy+EQLMTq9wrrVX+p1biYhyJwePHRJRVna3oWdzRPfIY6JHJ4mIplsWNQRElAvx+lgY+y8QEc0U1hBk6B3XmfGnNyIAgLzSe5BfdR/eOv9rXHzo0zM2neaL2IGeMD6orzEgIpohDAgydP0XxxD+l1twXbEL191Si0s/2oP3FLtg+kj9tE9/7ZtCLz4iIqIceueiRYvuM06kJK4BzDXfw5/ZtuDiDz+Bty4G8YeXT8zI9D+8fMK4NURERDnBGgIiIiJip0IiIiJiQEBEREQMCIiIiAgMCIDag2mOMDgFtQczGHVvDslkvxz7u3M7BDQREeVUVgGBdZM4dLFx2GHj0MbbUbxQnG9Y/s4K5Otnz4jag9IQsYHzUo4F5f18oO1LLdrSHVJZpQy3m+lyV0ot2sThgAFtHw7WavPFV9rJh4iIrh5ZBQShp5XUxg/C+9gI8ivEQl9MjfwgvMejWLPtDliV2avuQBmOq6mTT6EYH9tUrK57pnTtq8HQ+h7UlxehtE7KKTB/EsuIWQTDCGWS3rlyM+wYRG8/tLS8s1oXGjyDmCysVgM6x363lDRonzb4b9AnJGxCJhkJiYiuDlkFBDqXL2HCOE10+RJeF9+feRTep5XMiFLqZBQsuiK1BKL0swJKd+C65DmVTejWJePRktr09PTosgJOKznJT3WhknCpGkVysp+0q/Yr7Mi7GELX8VFAzbqozk2+X/JxUO/E4zQRSMcuXhIf/brjLZvQ0QPo6J9E0eYmOCqb4C6Hmq0wlh8HdvciqMvMSEREUw8IVhVi2UQIISWboUH+aisWnB1DyDjjCqs92IOS4Rq09wcx6JFqC9JtMuja145BNV2vA033lAL97dh1v1QE1R6sR+nFXjWlrZjNcFp1NqCmphdBBNFbU4MaX1AaCremRt225BzYbM9DcLhLSncspGlGyv2SUjWH1TvxXgQLq/WBSGE1qs63S/N9QRQ5taBKv24p82G6QQwA+O/vQ7CgFPV1pcgb69OyFcYVQGQcsCxLf/1ERPNdlgGB0E+gYjnODR831BJoKZA/VgycGlJqBAwWVmBjcX6c5adf1z4p97xtqZRgRnmfHvkus7AKTfulnPYdSoFb2YSqwiB6herqK8WxzAJcDCW4U46jcjPsBUEMdQJAF4bG8rRmgxT75dhfhaLxQXjVYyilS5ZSJ8vGerXApHMIQRShRO7rUKJbtx8HjhmWTakL3v5JAJMY7I2/jRo/QheN04iIrm5ZBgRiPwEfLq/fg9s2iJnbRnBC6UPw0DAWbjN2PIQUNGwrBkZ8OHHGOG/mdO3bleJuMpEuNPjCKC23JKmenllSdbzWTFBfngcUVuubN5JwVNiRNzakpt3tGs6wUM4k+JDv0gEAlVZY5G1WmwycRYbPp1DZBHd5HoA8lN6Tqn+AA9bFxmlERFe3LAMCkdQPYEHBEuMM2QhCZ4H8RWLAUIyNOyqw7Oxx/PR5qZf/nFPZhG4n0OsLo7QuvQJ3unXt0zcT9I4Bk/3tqKlpUAv5xKTmAimAEAplQ7NBUoutuoI4XnpfjQ3mArHzo9zMIb7SzvonNdvkjfWixjOIyYJSuJM1N1Ruhr0gs34jRETzXQ4CgmKsK87HuTOJmwWKV04gdFop+LVgQOtcOEvJnfRiO7gp/Qa86OpsQO+Y0p8AUtu7WhUuPX8f0/luugl36ukXelIBPegRC+V2DI7LzQYp9st/fBSTuo56tXCV5yF4LH6hLjUxjOLYUQBHj2FU7ZORhd0ulBbITQVyB8O8cleCIE3q65A31ptBExER0fyXRXIjC4rvdGKN8FjAueMPCtX+coGvzp3AqceOYETudJi/YTs+Vhz7TIF+HbPE7jbpLnmsFzVq+7acwx5C3vrKJnTLhUzNvi5tOUjt5u3nq+BGR5od+6bGsb8b9Uv7ULMvgKbOepiPpdk3YncbejZHtH2SOfZ3o94+Kk1PtV/KcZCXnRQ6Wjr2d0tNGIpx4fhJn5COa4H2EXH5hOTvFDt16s9RCK6eaogNEGmtl4joKpNFQEBERETzTQ6aDIiIiGiuY0BAREREDAiIiIiIAQERERExICAiIiIwICAiIiIwICAiIiIwICAiIiIwICAiIiJkO1KhddMelK3U3uuHHTYObawfuhgLK3DbtmIsUGeP4Mkfz3z6YyIiItJkFRDoLKzAbdusCImFvmjVHXBVAAMPPYqQcZ4SXGAOJDoiIiKax6beZHD5UvK7+8uX8LpxmuDyeNKliYiIaAZMPSBYVYhlEyGE4tUOAMhfbcWCs2NxawcAC6zWJKmTiYiIaEZk2WSg7ycQm7pYTIFs6EMApRlhufR/9iEgIiK64rIMCERScGAN+fDT58PGmWpwgJigQZaijwERERFNv6k3GSCMUGgCCwqWGGfIRhA6C+QvshhnSM6M4RxMyF9onEFEREQzJQcBQTHWFSfpB7CwAsUrJxA6Ha/2AMjfsD5pHwQiIiKaflk0GRjHGTD2IRD7DyC2D4HYfwDsQ0BERDQbZBEQEBER0XyTgyYDIiIimusYEBAREREDAiIiImJAQERERAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwINLUHe9C932GcPA1q0dbTjaZK4/QEKpvQ3dOGWuP0rNSiracHPT096MlkG9JUe1BZ93QfSweaOnvQtts4PT7H/m70HMzNESQimq+yCgism/bAtUN7bVwlzrWg+E5x/nYUJ0hcpKxHv/wVUNmEqsIg+u73S+93t6GnRyxwpAKop7MJ6RZzuQowaqtLgX4vuowzstKFhpoa1NT0ImiclQNd+2pQU1OD3jHjnBzb7UIpBuHtFKblNHAiIrr6ZBUQhJ5+EN6H5NdjI8ivEAv9MEZ+LMw/HsWabXfAql8FsOoOlBW8inOzIImBo8KuK3QdyyyYHJ+EZZlcoFduhh2TmBQXmhG1KBEDFQIA1K4vQvDYAfCoEBHlTlYBgc7lS8kTE12+hNeN01CMjRXLcW54AFc+yWEtXOXA6HFD8TI6irB9MxwAHBVmjB4bBQrMsCnz5VoE5aXUJjj2d6OnpwfVhUBeeb32GWOVta0J3cq8BDUPjv1VKBobilM7IFb9G5eXazPizktHonXHVtNnUhUf89mYO3rDdie625drc4bU2gF5e+tKkYciVKvLxzaJiE0a+uYG/T4ba3aUcxp32d1t0jGqFM6nsp+722L3I940IqJZYOoBwarCpOmL81dbseDsGELCNOumCiw7e1zIkHjlSIVuHw4cNc45hqGLdmyudGDz0giOBcR5tWhbP4SaGqmKvMYXRJFT+pH3379LrTaf7G/XPrNPLNbzUOo0o0+pvi8ohSumPVwKVAZ7jeFALdp6qmER171bu1t27HcB35On17RjEKVwp910kXzd08mx343Si73a99Y0xAmE4jWhyM0gnkFMIohedfld+nNaWI2q89J+tfdPomizGOiI+9yLcHm9VujvbkN9eVhbry+IIqch2CgoRX2dfD49g5gsrJLmdw4hiCKUCOe2dn0REDfIIyK6srIMCIR+AhXLcW7YmL64GBvlPgQfKwZODY1osxZWoHjlqxh4Wph2xTiw2Z6H4LD+59m2NA8A0DUchr3aBfP5Y4ZCsQsNYgHfOYQgLLCm3UlvEoMepcDrwtAYtOYJxe4SFI2P4pghUHHsr0LR+CA6EjQj+O9vEApCP46NTiJvqVqvkVSqdU+7wpIUd861KCmcjK3NScdYL3bJ++U/PopJpbancjPsEPe5C97+SRStr5WChc1FmBQDkM4G9I7lwV4hni/hfB49htHxPJhtxnVB3f7YII+I6MrLMiAQ+wn4cHn9Hty2wSLMH8EJpQ/BQ8NYuE3pOGhB8UeLMXH8UV2NwRUTr3OaqHMI4UILIsf9wNEQwsIssfq5p6caRcK8qZMKonjt5LalecDFUMx0lVh13dOD+nIpuElHynVPI//9u9A7plX5G6vtkbQ2ZwpsZuQVlKI+yTELn0txRHSBmx8HdtegQb6m/MdHMakEOrtLcr/9REQ5kmVAIAojFJrAgoIlxhmyEYTOAvmLLMDCG2HNB5ZVKE8gOLFGeX9nBfKNi06z2vVFmBw13v1LpEKgCw26qmepFsCxvxvVhWL1dI577Vduhr1AbCfXBM4n69pYi7a6UkCo8m/vT/Z5veTrnn7KUwpKtb0+KIhfm5MT44NoV8+l/BJqgPS1Nw5YFwtvUzl6DKPjUrNB7fqi6dl+IqIcyEFAUIx1xfk4dyZBE8DCChSvnEDodBi4fBw/VWsOpNqFUxPAueMPwvtjY7PDNDM+apip8QiUbgW1B2NrCALnJ5End0rMVGw7uUa646xO+gy+ekdb2QR3BjUE6axbLRx3t8XcSae02CofDylwSbx0AJFxw6RUtTlHQwgb2uvT0jmEYEGifhZyk0u5S2vK2O1CaUEm140fB44FUbS5G1WLk2w/EdEVlkVAYBxnoAI4/qDQQVDrP+DasQeubVaEHjuCkQSdDq8UR4UdeXE7d6W+A/Tf34egUM1cdX4wpobAf38HBiFURafZGz9lO/nRA9jlGYTFKTRZqE8CyG3Wyrw6M0bFGgL1yYhqFCEPpXU9+t74Sdftx4HvDQLKkxObI+jV1T5oPfXFJyyUu3z98ahCxDcoPMZpfMKgHqUXtTZ/pKjNkXShwRfU9j3OUwbxdaFBrpHQvl97ksB//y6091u0pxecFqH/R5o6hxAsyAOSbj8R0ZV1zerVq982Tpz/atHWU4WIx9ATfRZw7O9G/dI+w1MJV7nKJnTXmdGX4MmD2W/2Xm9ERIqrNCAgmjm1B3tQjV4GeUQ0qzEgIJomtQel5hOMD6J9hsZzICLKFgMCIiIiyqZTIREREc03DAiIiIiIAQERERExICAiIiIGBERERAQGBJrag/ET6uReLdrSHkVPSVYkpVaest1twsiDuScmfMrtsczwmBERUcayCgism8Shi5VMhgrj0MbbUbxQnG8Y2njHlUlspGPMayAP8auN6S8PrZtBYZqrACNZXoPZRklO1DtmnJOeXB0zIiLKXFYBQehpIUHRYyPIrxALfTE18oPwHo9izbY7YNWt4VUMiEmOZjqxkYGjwq4rdB3LLJgcn9QS+VRuhh2Twtj7M6UWJVNJwERERJSmrAICncuXkhfmly/hdeO0WaUWrnLEJhMaHUVYzlboqDBj9NgoUGCGTZmvJgrSJ8Nx7O+OSfDT0xMnuZGtCd3KvAQ1D479VSiKk4BJ+Q7jd6sM22a867YJyxvnidX+sQmCtARGybY7Uzk5Zrp9Nm53sv2San/adoufUeZL84xpmGOnERHNfVMPCFYVYtlECKEE2QzzV1ux4OwYQsYZs4RU6PbFSTpzDEMX7dhc6cDmpREcU3IdA1LBuH4INTVSFXmNL4gip9TO779/l1ptPtnfrn1GN459HkqdZvTV1KCmphfBglK4jIW6HKgM9hrCgcomuMvD6FXWW1ODBjGl7u42OSOfNl/MGoiCUlQv7VO3W0zt69jfjerFg2iXl2vvB0rrlP4LDjR1VsOi7lO7lL3QWGhnYcrHrLIJ3eI++8LCdqfaL0mRswdV56Xv7h3LQ2l1rZb+WExjXbkZ9oIk2SiJiOaoLAMCoZ9AxXKcGzZW+Wv9BD5WDJwaGtHNBZajLGEfg5nkwGZ7HoLD+kLXtjQPANA1HIa92gXzeWPa2i40iIVV5xCCsMCadqe3SSGFbheGxqA1Tyh2l6BofBTHYgIVAChCSUwAAanQ3lyEyf6OOAGObHwQ7cq267a7Fq7yPASPaWPu++/vwOC4/F27XSgtEJsvpHTIk4UluenwmFLiYyY1+Qj73OnVtjvVfinGtHTLXcNBYLEVDjXVtR2b5XMrpc2OF0ASEc1tWQYEYj8BHy6v34PbNliE+SM4ofYRGMbCbWLHQ3Ge0sfgCgUFu10oxSC84h22qHMI4UILIsf9wNEQwsIsfRV0NYqEeVMnFexiIaY6egC7fEEUOeNVndtgLgDC52KWStMkIrqaEIPxCJLNvlJsS/P0TQ099SgtED+RYr8AfVDY2YAaNRlRF4bG8mCvcMgBZJxaGyKieSDLgEAURig0gQUFS4wzZCMInQXyF4kBg+DMGM4Zp82Q2vVFmBw13v1LpEK1Cw01Yg576W7asb8b1YVBodq+F0H94lNTuRn2giCGEgYqDWq1eu/FUtSrQUEAkXHjhzORB7PaSQJqgKES+1AAgM0MqS7lytM1NcQ0paTYrxS6hoNSs0HlZtiRqNaGiGhuy0FAUIx1xfk4d8bYLCBbWIHilRMInRbvrzXWTRVJ+yBMG+OjhpkS7pZrD8bWEATOG9qeM5DJo4aB8+KzD1Kbt9KfITNSNXzRZq3GwbG/CkXjcg1K5xCCKEKV2plOaZ5IbzvTke0x6xoOIq/cHdORUJJiv9LR6cUgSuG+x45wvFobIqJ5IIuAwDjOQAVw/EGcOKPMN4wzsM2K0GNHMKIU+Kvu0I1BUIbjV+SxQ6ktOLYHP+CAdbFxmp7UrlyKermKuur8YEwNgf/+DqnTXaIe8wnVoqQwcac14xMG9eVh9KrV21IHvfZ+C6qFz6TbI75rn1zjEHfdXWio6UVYrZqvR+lFrd1dfAJBfFog3e/GVI5ZZ4PckVBsxtGCouT7lQ65c2FBOHGtDRHRHHfN6tWr3zZOnP9q0dZThYhHbA6YHRz7u1G/tM/Qw56uNJ4XIprvrtKAgCgDlU3orrNjdBYGkEREucKAgKZd7UGpGSG+IHprlMcJZ5nKJnTXlSIPQNBnGO+BiGieYUBARERE2XQqJCIiovlm1tcQLGy5Sf3/5ebf6OYRERFRbrCGgIiIiBgQEBEREQMCIiIiYkBASe1uMyRPIiKi+SqrToXWTXtQtlJ7f043dLEFxXc6sSZfeT+BU+LQxbL8DdvxsWL5QxMjeDLB8MXT16mwFm2GLIXas+YONHUaM+Zp86Xn6icxqA5UI33efEx4Vl15hn18EO3CMLmO/d2oL4+TEkj83O429Di1LROfgY9d3vgcv2HblfXubkOPE7HP/Fc2obvOjD7j9Hj7RERE81ZWNQShp4X0xY+NIL9CTF8spkZW0hvfAauwvHXTHnzMGsKTymcSBAPTx4GmzmpYDBnyjAVf0Jcoex4wOQ45JW58jgo70N+LQdixWUi6479/ly5DovodumAAWiZFXxBFzm594p6xXi3b4VgRqtW7eKkQt48q+9Uu5QY4WKsmJyrZLawnWU6Hys2wJ0sNTURE80pWAYHO5UvJC/PLl/C6+H5hBYoLEtcIzIjKzbAXJE4glJbRUYTLXQmyCjqw2Z6H8LkuHBtNHjjoSRkEgz7hbr2zAb1jeQnXoct2uNuFUgyiQ0045MeB7w1isrAEtUrWv/XiFkvbGRyOCQekjIsJUkMTEdH8M/WAYFVh0vTF+autWHB2DCHx/ThgFTIm3rbBYlhqmh09htHxPJTWGe68M3IM3n5LzB03oAQcQQx1Av5z4QxS+tpgLphERMmrLEucFlgq0HExBD8AxzKL+n/V0RDCcs1A13AQKCzRghhhO3WmmhqaiIjmnCwDAiEFcsVynBs23u1rKZA/VgycGhpR5ywsyAdWWoGfa00OKHZi4yrdCqaZHwd216C9H2rK3HhpeoucYjrd2ODBf3wUls2xne501fCdQwgW6JsNEqq0woIwQoYEOv5zYf2Ewmo1BbF9tF3NwGdbmofJ84ZoAgFExuX/GpoNEjUXJJpORETzV5YBgdhPwIfL6413+SM4ofQPeGgYC7ft0RX4r48c1ToZXj6OkbNA/qIZriUQ2/M9g0B5PXoO6hsA9H0I4mS6O3oAfReNhb2xGr4LQ0mq/HWOhhCGBVZD8BBz5y/3IWjv19ccBM5PIm+pTVsQMNQ6iM0Gxu1U1MJVDgz2GqcTEdF8lmVAIAojFJrAgoIlxhmyEYSEAv/yeLLPXiFHD6CjfxJYbI2520+laziM0urN2oTKzbAX6GsXqguRoMrfKIDIeB7MhjI9/p0/4L+/D8GCUrjkO37/uXDsPhhqHdRmg0TNBbtLUDQ+imPG4IeIiOa1HAQExVhXnI9zZ7RmAZ2FFSheOYHQaanae+J0CK+vXK89lWCYf2Xo2+Iz0unF4GI77Mp7m1l61FB4OqHGM4jJtJoN/Dg2OokiZ5vWzr+7DdUJ2/O74O2fRJHSbNE5hGBBKdxq84cDTfeUAv1eoZOi1GxQdU+8ZgG5U+Mx7TFJIiK6OmQREAj9B3bsgWtHBaAbh0DrP+DasQeubVaExHEILh/HT49HsWZbgvkzYXeb0DdAaosvvdirtsUr9H0IetAWrwMh/Dg2CuTJz/3Xri/CpLF3vtyJMZ1mA//9u9Deb0G18r3xxg4QKLUEUhDQhYaaXoTL63V9DHbpggmp2SCvIE5zQaJaAyIimveyGphoJk3fwERkVHuwB1XnjQEEERFdDRgQEBERUTZNBkRERDTfMCAgIiIiBgREREQ0B/oQEBER0fRjDQERERExICAiIiIGBERERMSAgIiIiJBtp0Lrpj0oW6m9P6cbutiC4judWJOvvJ/AKWFoYuOyCv06iIiIaCZlFRDoLKzAbcnyEay6A64KYOChRxEyzkMayxMREdG0m3qTweVLmDBOE12+hNeN0wT5q61YcHaYwQAREdEVNPWAYFUhlk2EEEpQoEsF/lj82gEUY10xcGooQepkIiIimhFZNhno+wnEtv8XY+OOCiwDYvoQiPI3bMfHCobhfZoBARER0ZWUZUAgkoIDa8iHnz4fNs5UgwMkCBpipxMREdFMm3qTAcIIhSawoGCJcYZsBKGzQP4ii25q/ob1WDYxghcYDBAREV1xOQgIirGuOB/nziSo9l9YgeKVEwidFmsP5GWGjyfvkEhEREQzIosmA+M4A8Y+BGL/AcTtQ2DdtAdlBSN48scMCIiIiGaDLAICIiIimm9y0GRAREREcx0DAiIiImJAQERERAwIiIiIiAEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERgQEBERERAcA1q1evfts4cb4rLCw0TiIiIlKNjY0ZJ817rCEgIiIiBgRERETEgICIiIgYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREAXLNu3bqrLpcBERER6V1z/fXXMyAgIiK6yrHJgIiIiBgQEBEREQMCIiIiYkBAREREYEBAREREYEBAREREYEBAREREYEBARERE4MBEmXnT8n68cePt+MPyD+At0/XAO96l/8Cf3sK7oq/h3a/+F6576XFcG/61fj4REdEsxYAgTeMV9Xjd7jROTmrBqA8Fx9uNk4mIiGYdBgRpiNx+P36/4oPGyWn5s1eegfnx/cbJREREswr7EKQwXlGfdTAAAL9f8UGMV9QbJxMREc0qDAiSeNPy/oybCeJ53e7Em5b3GycTERHNGlk2GWzEngN340blbeQEvtv2MM4A2HjvAdxtU2fgxHfa8PDLCZbDS3i46UGciDdPt84GLH1cXA+wqroBn/2wWX0f+eV30da7AnsO3A30NuHBX2qfhfL5NaPxt1P4LlHSfgObChG5613o+fJv8N8A/O+/W4d7lwLA7/GAPE00I/0JPrwHB6q1o4vAw2h6QDq6uOFuNNx+Hm3Ke/mYfBL/if/EJ3XHElCOyXlsTfucbMSeA+/Hr5t+jffrzrHkpTjnJNeM14T++jJem/I2vXI3Gj63EepSwjFLvI+J1yldh8YrST7+cb8n9d+E8XrWbZdhveJxNh4PcdtWVTdg67k2/TkxbmOCv4tc2vL3D6Hhw3n6iePPoO1TL+MTvo9DO7QB/MhZh5cMnw94najrkP5/7z/78HH8CM7/7wF1PgDg1vvw0L5ijBzcgft+di88P7wB//dT9+Ep3AuP7+OAsA4AuPefH8IN/3cH7vuZMmUL7vthA4pH2rDjq08l+dz0M55T3d9Vsr9/43UWOYHvtj2Hmxs+i43GP33ht1T5fMLrmuYVQzf5DAg/FquqG/DZe8/LF58QBHx4Dw7suBvPtT2MM8KPW5N4AR/YAyg/gIbAYuuHH05aiMQWMiuASASL128EfqkVfMAq3LxGuOo/vAd342E0NYmfifWH5R8wTlL97w+9B/jdW9KbTYWoQQTXfPkV4C9vwtt/twL/7R9f0X0+2bpy4sN7cKAaeLipSVdYHbgXwo9CfGd629DUGy9o2JjkPCdyAg/KxzW2QJ1+MT+QBxqwVA1KjQEqgBvEH85VuLvhk7j7hhNpbPMq3N3wWdhPfRdND6T4oYxzbiRp/E0EXgKq92DjL7UgRLMKd++wY/Q7TTHbqwbATUqBLm1vQ3WKH3ZdITL9nvrqDjwFudD+xMvYoRbm9+IT48+g7VP3SfNlW8Qg4Nb78NA+D+7tqIO01CQml9yMewH5vbzMpmIYQg5NMAC4xHXEcesWFGMS+PAncC+eSvy5GaJd4xux50AD7n6lDQ+viL3GYv7+Db+vn6x+Dm1tTXg4ToC48d7P6q9LuirkpMngzLOjiBgnAsAvf42XzEuxAsCq6k24MWAo4H/5IL77y8XYVL1KmAgAq7DUHMF5fZmansjTeBqbcPcNwrQPb4X91Am8JL9dtWyxMDOxt0zXGydJ/vIm1EyMY9A4XXZp4vfGSYnXlROrcLfjRrzUqy80TjzwXZwwG47FFCQ8z7PVLx/Ed38JbLx9o3FOAiuw1HwR51MGA9I1tTHycPLCFZDPzWKc+E5sgZ7W34T5PH79y8W4+954+7ACSw13d5KN2Pph4MRD4t39GTzc9jAufngr4q1pTvrZUxgZX4YbblUmnMPjPwNu//stwofuxSeKR/BMUJgkWnIRz/1yGT7+z/ca56i2bCrGuZ/twONBG252G+deSSfw6wCy+vs/MfwSzEtXGCfLViW4rnLnht0e/Mj3I3h2axuXeJoP3/5snJ2gnMtJQLDx9o2IW3p/+P24MfBrnACwYqkZLw0bfxKBM+cuahemeSM+e+AADhz4LOyn/jPmrsfoxuoDOHBAeu35sDzRvBSvDF8UCoFVuNsBPN17Xl3uTO9/4oT5bhw4sCeLH8cV+PW6t/C/OoRC/+kxmM8swNtfX4e3172F/9VxQVxgBqzAUvNL+HVMNH8G5yNmJPy7z1DC8zyL6YMYMzZ+TrlmGrQfStvd8rS7AcOPaiIb198Y93qOccPNsGMUz8W5ltP6mwDwiny9qte46gQe7L2IjZ87gAYxqL5hKRZH4n3nKzgfWYylyX5b1WNxAAfiBiEzqOCDaPD54PP54PvhfRCLeUC5cx/BU2qV/TLc8JvncO7Dn4BSvG/5+9uBn92HmEMheOmr38YzSz4OT9zCfgu2FJ/Dcx3AA88HYNuQOHCYcTfcjU22izj/cuZ//8mv3zN4+KETWFw9C64BmgH3wiP/nWUfEKiF9wHcDfFOSfjRXf/rzKofIyfw3aYmNDU14T/xSf2PXBwv9UqfbWoyNB388gmcML9fKuxvuBn2iBSUaM7g4bYmNH3nPDYdMPyYCt4Vfc04Cf/77wrwat8YDgrT9rnX4u1Vr+OaL7+Aa/qA/9lciH3CfCRY15yQ8DzPRRGc+I5yzQhNB4GH1evo1+uF4DJtG7FnWgtR+QfacTdirtRfPoimpiY8vfSzWQa4BsKxyOhvdzqMP4M2pxNOpxNOoenA5pKDBDfwbUOTAvAA/u8vl8l38lphntxTuK/jGSy7NUHQceE5qZmg4zkEiqQmiStJvRH6nB2jcWqeEhL+lt8/bGxuNXj5YbQ1NeG75zfpg+ccebmzDh93fhx1nVqolniaE5//brKQjqbmAdTJf2fZBwRC4a3/4VB+dB/GSzatuuqV8xEsXhbzc4ZVyxYjEueu88yzo8Cam2N/ANNyBs+dkqpdN95ux+jjCf5kXn4YbU3fxeiaT8a94N/96n/pJ2wqRM3Sd+Jjd63D21+/Hh97z5/h3q/fhE8CGDkj78PTf8Cr+qWAeOvKqUR3foamF/PSzI9nwvMc/85jtll1iz2jWo0Twy/hxvVKsZp4H/XX8wk82NSEpl6lUUrw8nlclJvNjDL6m3j5YfznKTs+mSB4PfFAE5p6ITUtJPzODJpEZrGA1wmnsw3P4IP4RJy7+qeeHpEKd/cnUDzyf9Nr8//Zffj2SDE+r2tuAO79xAeRV/RxKQDxfRw2XPlmA+1GSAlq0/z7V/6We1/CjfGCyzjO9Lah6TujsO9I7/M0t2UfEKR0Ag8KF9KZ3qdx8cOf1d99fXgPPvvhi3g6zl3nqlvswKnnsu7hfKb3aVxc80lsMserOk3PdS89rp/w9BjMX35Bqgn48mt48nfSEwUf7jiPV9etk5oMvm4GXtDXICDeunLqDB72X8TGz+nvEDfe+1lsjDwt/Wi8fB4XzVLbsjwXWz8MjD6b3RF+5XxE96MitYcba2KuLKlHdvzrKxGxKjXZPsa9nuM6gSd+uRh3N4g/qBux596N8deR5G/iTO9/YnTNJ7EpZftuvO9chbsb7sbiXz4xq85R9p7CfZ/6kdQh0DjrZ/fh8QvF+PytyzDytL7+IJmnvvptjBR/HrcvUabci5uLAviRUkvhdMJ5MEFNwhWVxt+/6JcP4rtJgku6emX/2GHDUjwR55EkY8/yVdUN+OzSp+M/YqV7rCnxPOOjXS/1NuGJZYZHzAIPo+kB6LZL33NW22YkeRzLKOmjh2makUcOEfvYUcx+JXlETZ1veMog0XmG8bzEeUTNeC1MN+MjWcZtMl5HkV9+F23P3pzgcUBJ8n1M9signn7bYh8tjHfdxz3+N9yNhs/ZMfqdNjz8cvLvNx6PlI8kGo9Fkv3JuThPGXh0jx1O4pmDO/DUpofwidd2aI8Juj3w3XoRbZ+6DzeKjwEa1qc9Imh47FD9v0x8RPEmD3wbnjM8xrgF9/3w80DHDrz8CR8+XqTNER+BnC7GpwF0kv79G68l6amTpX7pmtCvV5qnPY4Y5+kcmpeyDAiuLhy6mIiI5rtpbDKYP8yP78eCUZ9xckoLRn0MBoiIaE5gDUEGmP6YiIjmKwYERERExCYDIiIiYkBAREREbDIgoivhtXueME6aN67/3lbjJKI5gQEBERERscmAiIiIGBAQERERAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIiICAwIiIqKr27nfXsa5315mQEBERHS1W/behQwIiIiIKAdNBm7PYbQ4jFOz42g5DJ/PJ708buNsIiIimiZZBwRujw8eN3AyEta9nwp/8044nU60DkSNs4iIiGgaZR0QdNQ5MVTiQ2OZDWWNPlRFWlHXYfwUERERzQVZBwRG4ZDfOCmWowWHfT4cFtoY3B4ffD4PUlcuONByWG5O8AnLTGmdREREhKkEBG6PDyVDTrQOBDDQKtUWpGwy8DdjpzcAU9leqd+B2wOXLQCvsw6pKhccLXtRFvbC6XTKL3mZKayTiIiIJFkHBB11TtR1AGvNFt37lDrq0DoAlG1vQUuVDQFvBgW3rST+Xf9U1klERETZBwSKjrqdaE6jtUDkbz6EAUsZysLe9IIIucOhN2CDS24yEJsIpPmZr5OIiIgkUw4IsuH2NMI+6sWAxRVTsCfTUac0F3gRLms09BvIbp1EREQ0nQGB3NnPd7gFuuJZbuPva+5A86EBQGn7z8hJRMQnE3OyTiIioqvX9AUE8bg98LmENn5/M/oCJpQ1HtY9RdBYZgJsLmGAIuMTBo0oC3uxs9mfdJ0MCoiIiNJzzfXXX/+2cSIRERFdHc799jJzGRAREZGEAQERERExICAiIiIGBERERMSAgIiIiMCAgIiIiJCLgMDt4fP+REREc13WAYHbI2U3PBkJ695PJ7cnNocBERERTV3WAUFHnZTyuLHMhrJGH6oirUwqRERENEdNaaRCt8cHl036f8CbTvpjB1oO7wUO9cHc6IK0aABeZx06ksw72XJYGs7YKOCFM/WXEhERUQJTHqnQ7fGhZMiJ1oEABlql2oL0mgxMKGusQqRVylzoDdjgUheMP8/fvFN+D0QHWuWMh04GA0RERDmSdUDQUSfVCKw1W3Tv0xHw7kSzX/p/x1AAsFiTzmOvASIioumVdUCg6KjTCvCsmczGKRqTGWuN04iIiCinphwQ5EQ0YpyiiUZw0jiNiIiIcmr6AgJHCw77fPAdbklS5e+Gx2VDdPQJ4wzdPKUC4mQkCpN9a5L1ERERUTamLyBIwubywefzwedzwTLQip1Cm0Oyef7mQxhAGRp98mfS68VIREREKUzpscPMOdByuBHmvngdEJPNIyIioukw5ccOiYiIaP5gQEBEREQz3WRAREREswmbDIiIiEjFgICIiIgYEBAREVEOAgK35zBaOFIQERHRnJZ1QOD2SNkNT0bCuvfTye3x4TCjDyIiopzLOiDoqJNSHjeW2VDW6ENVpJUDChEREc1RU3rs0O3xwWWT/h/wpjPCoAMth/cCh/pgbnRBWjQAr7MOHUnmnWw5jMYyk2FdAAJeOI9YcbixDBCGOZa2S1kvERERJTLlxw7dHh9KhpxoHQhgoFWqLUivycCEssYqRFqdcDqd8AZscKkLxp/nb94pvweiA61wOqX5zroOwN+Mnd4ATGV7pb4Mbg+DASIiogxlHRB01Ek1AmvNFt37dAS8O6HkLOoYCgAWa9J5KXsNdNShdQAo296CliobAl4GA0RERJnIOiBQdNRpBXjWTGbjFI3JjLXGaXH4mw9hwFKGsrA37cCEiIiIJFMOCHIiGjFO0UQjOGmcFofb0wj7qBcDFhefRCAiIsrQ9AUEjhYc9vngO9ySpMrfDY/LhujoE8YZunlKBcTJSBQm+9bY9cn9BvqaO9B8aABQ+hMQERFRWqYvIEjC5vLB5/PB53PBIjwdkGqev/kQBlCGRp/8GY8bcHvgcwn9BvzN6AuYUNbIAZOIiIjSNaXHDjPnQMvhRpj74nVATDaPiIiIpsOUHzskIiKi+YMBAREREc10kwERERHNJmwyICIiIhUDAiIiImJAQERERDkICNye6Xve3+3xcdRBIiKiGZB1QOD2SNkNT0bCuvfTaToCBG273fD40g1uHGg5rAyglGo0xilye7TvkV+5PgYzJePzF2ffpZcHU73UMt4WIqJ5LuuAoKNOSnncWGZDWaMPVZHWOTqgUBQRNVlCGKGUiZqkAZTso0oa5lZp9MRpjYYC8Copn1sHgLLGq6Mw66jTjnFUTH3NbJZERLk2pccO3R4fXDbp/wFvuiMMuuHxuSAvBkQH0LqzWc5XIBW2ZSbt09GBVhzCXjSKExUBL5zpfWksecjjeKKGIZN13B74qiLCNst5GxrN2Ok8gpbDe4FDfTA3KvsYgFctwAz7p26/I/Fybg98LgjrULZdmZbseMbup7RviBkV0tFyGI3mPjiHSuAriUiZI01RDHhHYXeVwaSuN/N9ONlyeIrnTwvC9OclwbY4WnC4sQwQzqN0rQbQOmCZ4rYQEc0vU37s0O3xoWTIidaBAAZapdqC1DfJDrQclnIUxLu7dnsaURb2yvOc8AakpfzNO9X32l2ic2o/4B11cDq9CCh339LK0ep0Jg4GADisFiAc0gpcAPCHEFaLZBPKGqsQaVX2wQZX3P1rNWRmFJdrxUDUhqpEtQAnI4jCgo4Ux1MKBiwYkLfFmWLfVLYymPuc8AZMKHOZ0ef0ImCyY6sju32YlvOX7Hj6m7HTG4BJSXIlJ7/yOuumbVuIiOa6rAOCjjrp7nKt2aJ7n5R7O8pMAfSphZIfzYcGELWVAI4WVNkC8KZcyfSIW9DHsdZsQlRrY5CdRCSqvQt4d0LZxY6hAGCxAnCjRLd/fjT3BWCyb42znB9PjEZhMq9V5+n4QwgjxfGEAy1VNkQHDqnbkrboAI7ImxkdOKLWTDT7c7gPU5Z4WxyQAr7WAaBsewtaqoTkV0REFFfWAYGio04r/NISjcBYnF4Jbo+UUdEGG1w+n1SNbHOl7LB2MhKvkFsLs0mICIxMZsBhhUX+LrVzXIImi5QcVkhhWLLjuRZmExBO3Skifbnch6lKY1v8zYekpo+wN3WwSkR0lZtyQJAxkxm64nStGXFadKddR52+mUCrQk5+J+kPhQGLVf9UgcMKi3TPHl80Iv9H6ByovHY2Gz6cmmOrHSbl+xIeT32tRe7kZh9yI/62KCGQ29MI+6jX0KxBRETxTF9A4GjBYZ/hkbyOIQQgto0r1dpH1Hb4Evn23NFyWO2wqDgZiWpVwrkiNBOkdTfdMYSAqQx7xX3YWwYMHDF8EADc8LhsiI4+AfifwGhU60+QNbcHjWUmBLx1yY+nXGVvcyWu8bBY5eXkdaY0xX3I6flLtS1yv4G+5g40HxoAlP4EspxuCxHRPDB9AUFcHahzehEua5SreaVOYVJHtw7UeQOwuaTq30ZzH1oH9Le4/uZDUqc5pYo4UWGQJodVqXh3QP1vSrH7YOz9ruyDzyd1+JPm+dG8U+r4Jj5Tn96dq1A1LncSlKrAY7dFO55SZ8zWAYuuWl36PqmvAZTlqiLwGo51PC2OqexDrs9fkm2Rn6xQ+w34m9EXMKGsURtnIrfbQkQ0903psUMykh6DEx/nIyIims2m/NghERERzR8MCIiIiIhNBkRERFczNhkQERGRigEBERERMSAgIiKiHAQEbo/2bHeuMWc9zWbpXZ8OtBxOJ/EXEdGVlXVA4PZIP3InI9IQusr7uUbbbjc8vnSDG+lHXh0QRxyNMdfcHt3AO5kMBDTbpFeAGrnhMez/XLzOpkN2x5OIKL6sA4KOOinlcWOZDWWNPlRFWufoYDxRaMkLw0g9erE0+JB9NEHK4WkhjNnfKo0weHUUBMb0ztJrbl5nRESz25QeO3R7fGq+gYA33R9qNzw+F9Q0BdEBtKoJaaTCVhxWP6oO/WucJ+W3T+sr45GHt41H+8443B74qiLCNst5GxrN2Ok8gpbDe4FDfTA3KvsobqdhHwJeOOs65OkJlnN74HNBv6+6acmOZ+x+SvuGmBEVHS2H0Wjug3OoBL6SiJQl0BTFgHcUdlcZTOp6M9+Hky2H4+dKUJdNwNGCw412jLbGy6iZ+Ps65GuzKtKKQ9irfrd2jSbahzjzpnx9KqNXegFX7HbGLJdsW+R5jmyPJxFRHFN+7NDt8aFkyInWgQAGWqXagtQ3ycY7Pv3dtdsjjcWv3Al6A8KSLXt181JlJUypow5OpxcB5e5byHyYMBiAnP9ASIgEQE3MJDGhrLEKkVZlH7QEPPr9k8bh1+70xeVaMRAVkxYZnIwgCotc2CQ+nlIwIOU+UI5bsn1T2cpg7nPCGzChzGVGn9OLgMmOrY7s9sHfvFM9n1JGSXl7UhVe/icwGtXnINBLfKwBwFTWKAU5TidaB6KwVUlNO8n2wdGyHTikHC/peCqJrKZyfdpcsccFMevUb0uieVkfTyKiJLIOCDrqpLuttWYpK5DyPin3dpSZAuhTCyUpyU7UVgI4WlBlC8CbbCW2koSZ+6YqbkEfx1qzCVGtjUGmTzUc8Gp3tB1DAcBiBeBGiW7//GjuC8Bk3xpnOSlTocmsS2ys8Yek5MfJjieUzIeH4txdpxAdwBF5M6MDR9SCrdmfw31Iix/NO52QWkni95+Id6zVT0QH0Cpvq/+JUURNZviTnAcHAH9znXC8hH2Y4vUZ/7gk3pZk8+LGRkREU5R1QKDoqItXnZtENAJjcZoOf/NO6Q4wRx3r3B4ffD4XbHImwcYyE2BzwedLnC4YStrcmEJuLcymJNkCTWbAYYVFzFro8yVsskjJYYWanDHh8VwLsynNlM7pyuU+ZEC5I1b6TyTNTGgyQzk70dEntADP34ydzrrU+6Ck7ZZfcavm48jq+ky2LcnmERFNgykHBBkTfrABAGvNSO8nV6qFkKpHpZS/af3oJtBRp28m0KpfkzdF+ENh/V0olB9v6WmLuKIR+T9C50DltbPZ8OHUHFvtMCnfl/B46mstcic3+5AVfzMODUTlGpcEEgZIovj74IcbnsYyQKiGN6bgTia76zP+tiSbl8MQj4hINX0BgXKnJT6S1zGEAMS2caVa+4jaDl8i3/w5Wg6rHRZj5bCwE5oJ0rqb7hhCwKS1KwMOtOwtAwaOGD4IAG54XDZER5+Q28P1bdxZcXvQWGZCwFuX/HjKVdM2V+IaD4tVXk5eZ0pT3IeTkegUq7wd2Go3AeGQcYbuWCc9i2nsg3odOFqwVzku03F9JtuWZPNkUz+eRESaKT1lkJSjBYcbxd7pCkOveLFntNgjPuBFa6QKe3FI7RWvK7Ny0KNa7VlfdzKm131y+n1I3NPc+MRCovkpev3rSp4oBnS97pMcT2U9wheq26OcH2kivKN2uJTvk5+iWCv31N/ZvBYeXxUirTvR7M9iH9Ttid9rPqF4T4LonmqItx3SgVGeMojfiTLxsvrjFcDAgAVlyj5kdX0qTxkkOi6JtyX5PMTOT3U8iYjiUJ4ymL6A4KoU++NP04XHmogoF6b82CERERHNHwwIiIiIiE0GREREVzM2GRAREZGKAQERERExICAiIqIcBARuT6LEM1PHfO9EbniMA3wREU2DrAMCt0fKbngyIg2hq7yfa7TtdsPjSze4caDlsDDG/HT+WLs92vdkMk7+LJR5gCcXhuJrFl9kme+fJNvliIhyKeuAoKNOSnncWGZDWaM0KtzcHCAmCi15YRipRy+WBsSxjyZIOTwthDHt5QQ/V1MBEvAqY/lLKYBnc1CQex2oYw4DIpoBU3rs0O3xqeO5B7zpjhhnGGpXN7RxoqFagZbDe4FDfTA3KssG4E2RiCipeMPiyvTDwxq4PerQvuonHC043GjGTueRFNuZaKhZR+Ll3B74XNDvq25asuMZu58phxkeKoGvJIIBSxnKTFEMeEdhd4lDUGe+DycNwyerUg61K+0bxGtL2HfIwxMfwl51/dp1mGg748yb4jlKvX+GdcrHEimW0w2jHHOsEp33xNuZ7EgT0dVryo8duj0+lAw50ToQwECrVFuQ+sbNgZbDLljUbHL6u2u3pxFlYa+a2c0bEJc1oayxCpFWZV7yxC8pddTB6fQioNx9C5kPEwYDABxWiy4hEqAlvpEk3k79/kl3u9qdvrhcKwaiYtIig5MRRGFBR4rjKRWeFgzI2+JMsW8qWxnMfU54AyaUuczoc3oRMNmx1ZHdPijpi7WMkvL2JA0G0mMqa5QCGTkzoa1Kar5Jtp2Olr2660zMcJlsuWz3z9GyHTikfJd0jvamsZwyPzbjYorznmA7iYiSyTog6KiT7sTWmi2690m5t6PMFECfWij50XxoAFFbCeBoQZUtAG+SlQS8WlKfjqFAbBriKYhb0Mex1mxCVGtjkOmz28XbTsCNEt3++dHcF4DJvjXOclKmQpNZl9hY4w9JyY+THU8omQ8PCYmQ0hQdwBF5M6MDR9TCstmfw33IipzRUNgmRAfQqhSgT4wiajLDn+RYq9eLrSROFsjEyymy2T9/c51wDtJfLqGk512SzXYS0dUt64BA0VEnZt5LQ1r56tNkMiPbnzm3xwefzwUbbHD5fFLVrM0Fny9xumAoKWdjflzXwmwy3sUJTGbAYYVF/i61g1yCJouUHFZIYViy47kWZlOaKZ3Tlct9yIDNpXyfdFcs1nLo0h37m7HTWZdyO/3NO6WaG2MnzRTLZU1JBS6/4jYTZCrheSciys6UA4KMGQvxtWYpBW82pvCj2FGnbybQqm2Tt7X6Q+HYmgmHFRbpnj2+aET+j9A5UHntbDZ8ODXHVjtMyvclPJ76Wovcyc0+ZELrVJhmkweQcDuVpTvqlOlehHWdNOMvlz03PI1lgNAkENsEkIWE552IKDvTFxAod0XiI3kdQwhAbM9UqrWPqO3wJfLtuaPlsNphMZZcdSzeHWZLaCZI6266YwgBk9QGLHGgZW8ZMHDE8EHothP+JzAanWK/B0j9AhrLTAh465IfT7mq2OZKXONhscrLyetMaYr7cDIS1VfbT5eMtlMInDJaLlay/VOvLUcL9hqOdbLl4kp63omIsjN9AUFcHaiT78ik6lOpA5d019eBOm9ArR5uNPfF3EklqzrOhsOqVLw7oP43pdh9sI/qtyX+dvrRvFN+bE6oPk7v8UGhGlvuJCg1c8dui3Y8parx1gGLrgpc+j6pzRnKclUReNO4a21xTGUfAH/zIanzm7JslgVvasm20zCGhO6YJVsutfj714EjA1Htmmg0Y9RwrOMvp22n1pylrTPZeSciysaUHjucOdJjW+JjcrPTXNlOIiIiyZQfOyQiIqL5gwEBERERzZUmAyIiIpoObDIgIiIiFQMCIiIiYkBAREREOQgI3J7DSPMx7dxwe4RnxGf4u9PmhsdnGJQpKemZ82l7LJ+IiCiFrAMCt0cqwE5GpCF0lfdT5fYkGwhGGvlPG8o2wzwKcWjb7YYnrQDDOLDNdA6wk4IuOBJfiUcnTFfy8xCfo+VwzLZkuo5cymYfiIiuVlkHBB11UsrjxjIbyhqlvPTTPhiPwwoLAhjK6fdEoSUvDCOd0YuhG1/fi4BNTJELeSQ5/dj506KjTt6GVgxExRS6yfMxTKuAmFY4k9wDRER0JU3psUO3x6fmGwh40xudz+2RgodD2KuOnx/wOnHEejj+ePoBr5ofHm4PfC7Am4sCz+1JmMkumnRYZONohNJ7ZfhiR4uwH+K2KwzfK30X5HV6AZcL0txABvup3wbjdPWwKtvjaMFhOeGO8nnpXAbQOmBJfR4ScLQcRqO5L8Hn3PD4lH2T0xbLAVOia6IOHvhKIhiwlKHMFMWAdxR2VxlM6rKG/ZOnQzwHojT2gYjoajPlxw7dHh9KhpxoHQhgoFWqLUi35txU1igVHHLmN1tVC9C8E05d1kH5LrOuQ6uKdtn04/qn+4XxdNRJd/dKdjsh82HiYCAOx1bYhTTDfnk/jHkYACUYkHIRxLuDtrmqEGlV7vjF5DXZcXukMe7VWgSLXJPhb8ZObwCmsr1SE4nbA5dNCkCU7Y93HrLnQMthKa+Dui0oQ6Nw/uJeEwBgK4O5zwlvwIQylxl9Ti8CJju2OgBHy3bgkHIspXXubXFM0z4QEc1vWQcEHXXSHfJas5QVSHmflugAWuUP+58YRdSYytVA+YF3egP69LRpf2FqDqtFl/kwFS1ZjR2jarKhZJSMdIcS9nsIeJU+EVKmQpM52VFJxY0SWwBedcP8aO4LaFn1OurQOgCUbW9BS5UNAW+6tREpKEl45JfHDcC9HWWmAPrUHZeSK0VtJVpfhzjXhDL9iLxh0YEjum30N9cJxzIXx4yI6OqVdUCg6KjLvGOfLm2xvxk7064azx23xwefzwWbXOOgZZRLr0Oe1IegFQNRE+xb07mTXwuzUJMw7RxWWMTaFLWGReNvPiRVx4e9aQQ0aTL0IVDXG41A7aoRR7xrIiUlxbb8ittMQEREaZlyQDBXddTpmwm06uVMghP5rrtsexpBxElE4rQiTC+hNkV5CR0d3Z5G2Ee9WlPCdDLWAq01YyrFd7PfDY/cD0LZt7jNNERElJbpCwiUu7e0n8WXnIxEtWrtmSA0E2R1995xJM32fqlK2+ZKrwZiyvxPYDRqgytRPwu530BfcweaDw0ASn8CWU7PQ8cQAhCPkdJ8om8CyIZ6zhwt2GuoIcjpPhARzXPTFxBkyd98SOpwlouOgyk4rFL/B8AB9b8ZU2oJ9sqd54Tqa6U9Xd4Hf/NOtA5YdNX403dn7kfzTqkjodimf7jFoT7poPYb8DejL2BCWaM2DkNuz0MH6pxehMsa5e2QOjtm1HnToMXRgSMDUaEvhxmjhhqC3O4DEdH8NqXHDomIiGhum/Jjh0RERDR/MCAgIiIiBgRERETEgICIiIgYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBAREREYEBARERFme0Dg9vhwuMVhnGzgQMthHzxu4/Tp5obH54PvcAvELXS0HIbP55NeM79RREREWZlSQOD2KAWxGx7fYaQsuxWOFhyOU5jOJrqCXX6lDk4Af/NOOJ1OtA5EjbOIiIhmrSkFBEAUkZPK/8MI+fVzE3FstQMDXgzAjq2py9grJ+CF0+lUXzubxR3sQJ3TCefOZqS520RERLNWdgGB2wOfzweXzYSyRh98PhdssMGV1l20A1vtJoRDHXhiFLDrIgKp+l+5I3fZhFlKFb3yiqldEOd7oFXW69eZi2r87JsFkm2LYZ5uH4iIiKZXdgFBRx2cTi8CCMDrdMLpDQDRAbTG3EXH4dgKuymAoQ7AHwrDZN+qFuxuTyPKwtpduTegLoSWwy5YBlrlea0YQBkahQLV5qpCpFVZzgaXPE+/zlYMWFxpBC3JZdsskGxbHC17dfvudNahw7gCIiKiaZJdQGDgsFqAcCitqnPHVjtMgSGpsOsYQsAkNxs4WlBlC8BbF6cYdG9HmSmAPjXY8KP50ACithL1IwHvTiizO4YCgK0EgBslunX60dwX0AUhSdlcwh37VDsuprEtthLWChAR0RWRVUDg9vh0zQSNZSa58ExVzS01FwSGlEKxA0MBk6HZIIFoBGp3hVRORhAFAIcVFnkb1YJd3w6RnKEPQbxYJW0ptsXfvFOq2ZDnTbUWg4iIKBNZBQQddfpmAum/ramruR1bYTcBNpdWKLpsgMm+1fjJWCYz1orv15phEt+L1pphikbkN3Kzhvi6Yh0Bk29LR50y3YtwWSODAiIimjFZBQQqoZkgnM4jBmvNMMlBhFogtg4garID/hDCsKFErmJwtBzWOhV2DCEAG6rUAtKBliobogNHlDUL5HmjTwD+JzAa1foTXFEZbctJRDLrnkBERDQl11x//fVvGyemw9FyGI3mPjjrTqLlcCPMfamr1N0eH6oirYaOhw60HG6EfbQVO0PbtWr0gBetkSrsxSH58254fC6olewBL5x1HeryZUJ1QXRA/I5U8+PT9s+4U7HrA5TtkY5F/HnJthUx07VliIiIps+5317GsvcuzD4gICIiorlPCQim1mRARERE8wIDAiIiImJAQERERAwIiIiIiAEBERERgQEBERERIRcBgdtzGFdiQD23Z24M75vedkqZDtMasygnZvr7kplN20JEdPXKOiBwe6Qf8ZORsO79XKNttxseXwbBjaMFh33x0jDPFoZ00T5juuXspRfkEBHRXJJ1QNBR58RQiQ+NZTaUNUojEM7NgfWiiKhZk8JIZwRmQMraiAEvBiBna5ylAl5lmGgp3XKuggIiIppfpjRSodsjJSeCXPCkDggcaDm8FzjUB3OjMgxxAF41KZJxaN9k89Ibgjghtydh5sPU65W2xdznxBHrYWF4ZW1e/O00DL8cHUDrzmb41fV5AVcaxyWtYY2l74J4Xtwe+FyA03kkxffF3060HJYyWxqp2xN/OenIGI+L8n2p9j3ROlNdS0RElI4pj1To9vhQMuRE60AAA61SbUF6N58mlDVWIdIq3bl6A1rCH0fLXpSFxZTD2o+729Oom+cN6FaauY46OJ1eBJQMhEL2xuTBAOSsjQEMdQD+UBgm+1a12SDxdjrQctgFy0CrdseOMjQKB83min9c9OuU7vRzUWWvfV8rBqJK8qjE2+lv3qnuk5TdUj5Pap6G+MshxbnNZlskia8lIiLKTNYBQUeddOe51mzRvU9HwLsTSpnbMRQALFatHd5WgpifdEcLqmwBeNP9giw4rBZd9sZkHFvtMAWGpAKtYwgBk9xskGw73dtRZgqgTw02/Gg+NICorUT9SMxxsZUAcKNEt04/mvsCuiAkPW54XPoMkdr3+fHEaBQm89qk2xlzXkTpLJdkHZluS+xyca4lIiJKW9YBgaKjTvtBzprJjLUA/M07pbs8uRNcLu6CE3F7fPD5XLBB+r7GMhNgc8Hn8yQstCQObLWbEBhSCugODAVMsKfTkSAagdpdIZWTEUQBwGGFRd5GtXNggqaOeGwuZTnpTjtl7Qcy3E5RkuWyPrdJ1hmXfC0REVFmphwQ5ITwo99Rp1QpexEua0y/4MhQR52+mUCrBk/RBu3YCrtJLGilfhQm+1bjJ2MZC6u1ZsRpkZesNcMUjchv5GYN8aW2zSendSpMoylEkcl2ilIsl9W5TbHOGJkGEEREBExrQJDWY3lyNfboE3EKt5OIROX/+kMIw4YS+dbd0XJY7cw4ZUIzQTidRwzWmmGSgwi1cG4dQNRkT76dHUMIQGkbh9Q+XqWvwtfI80afAPxPYDQ6g23jSbZTCZRORqKxTRZpLKcRzm0ySdYZK9m1REREqUxfQJBE/GpsaYAa7bl5qSOdNK8Ddd6AulyjuQ+tA+mUKMk5rFL/B8AB9b8puEviFDr+JzAaNeFwy8kk29mBOvnOOHb/JNpxaYR9VDkufjTvlB8ZFJoN0rq7zkrq7fQ3H5I69ynb43GnWC7ZuU0m2Tol8a8lIiLK1JQeO8yc9rhevH53ROnjtURElAtTfuyQiIiI5g8GBERERDTTTQZEREQ0m7DJgIiIiFQMCIiIiIgBAREREeUgIHB7DiO3j8S74Uk5oNHc4fakM2aA9Jz+TI09BHnQJHVcAMMXJ5tHRETzU9YBgdsjFWAnI2Hd+7lG2243PL4Mgpu0RmK8koyDAekHNFIyF8Yb4CnZvKlILzjKzHSsk4joapR1QNBRJ6U8biyzoazRh6pIa44GiOlAXQZj9U9dFBF18Psw0hm9GJAyHmLAiwHImQ5nHT+adyrphLV0xRzJj4iI4pnSY4duj5TYB3ISnfQCAmmEuTIlQ010AK1y4e9oOSxlHQSAgBfO9FaYHbcnYdbAaMohcLVR8o5YD2MvDgmfN+yfbn1ueHwuqN+q7ruyPi/gUuYH4FUTLRnWmdGxkZbVhkI2zG05jEZzX9z1xc6LHR1Q/xnjvkv7cFI8ryJ5P9weKaA8hL3q57TrKf71ghTrTHyspes28fcREV1dpvzYodvjQ8mQE60DAQy0SrUF6TQZOFq2A4eUxECtGEAZ9qZRjZ1zHXVwOr0IKJkEhcyH8QpOHcdW2E0BDHUA/lBYl+jH7ZHG21cSH3kD6kJoOSyNty/ue6Nw0GyuKkRaleW0hEb6dUp5DWZjNbmjZa9u35XMkcp51TJKyvOFEthU1igFFvL5t1VJTTGJrpfk60x9rBN9HxHR1SrrgKCjTrqjWmuWsgIp71PxN9dBK2/9eGI0CpP5ymewd1gtusyHyTi22mEKDEl37x1DCJjkZgNHC6psAXjjHQj3dpSZAuhTd96P5kMDiNpK1I8EvDvVY9MxFABsJQDcKNGt04/mvkBstsHZwlaCNOLCWNEBtMr76H9iFFE57XFW10uSY61uW4LvIyK6WmUdECg66rRCLC1KZzz5Fbfadwa4PVKGPBtscCnbYXPB5/OkKNAc2Go3ITCkFNAdGAqYYE+nI0E0ArW7QionI4gCgMMKi7yNaufABE0dV5q/eadUs2HowJgOXQZJfzN2Ks0l2V4vKY51wu8jIrpKTTkgyIwbnsYyQKjinZHmgTg66vTNBFrVc4qCwbEVdpOYdlfqR2GybzV+MpbxLnStGQmLt7VmmKIR+Y3crCG+ZqzTZWY66pRtlNIWZxIUxJrC9ZLJsSYiomkMCJI8lhdWuvI7WrA33Tu+6SI0E6jblcxaM0xyEKEWzq0DiJrsgD+EMGwokasYHC2H1U6X6BhCADZUqQWkAy1VNkQHjihrFsjzRp8A/E9gNKr1J5gNLFZ5H9yeJHfsJxExlN0nI9GsmjqSXS9x15nkWCcN9oiIrmJTesogKUcLDjeWSYWncDere5IAAQwMWFBm7oOz7mRM73zpI5n0qM+M1kNe+m6x93wiSg91fcdDoSd/aLtWpR/wojVSJTyFYOj5ru6bsXe+8UmHVPPjiV0G6nKIO0/anhTnQTmvkNrhvaN2uBKdv5hzF/9pifjHVJL4elHWG3+diY91onNIRHR1Up4ymL6AgIiIiGa9KT92SERERPMHAwIiIiJiQEBEREQMCIiIiIgBAREREYEBARERESEXAYHbcxiZD0bnhifBoEXpcnsSD42bbN5MS29bHGg5nF5yqLlt6uediIimR9YBgdsjFWAnI2Hd+7lG2243PL4MgpskIzHODlKQoeY/SDe/gNuT+TJERDTnZR0QdNRJKY8by2woa5RGfks1yp+mA3WzZjz+KCJqFpww0hm9GJAyHmLAiwHImQ5nHT+ad8qpf6NaiuD0RucTcie0DgBTzkmgmE3nnYiIRFMaqdDtkRL7AEDAm3rYXxiHotUNbetAy+G9wKE+mBuVIWcD8KrJhmKH4tWG7002LwG3J2HWwJTLyt9n7nPiiPWwMDSxNi/+thiG01WHdVbW5wVcaex7zJDAyQjDKuu2McGxdnvgc0H4buVYKdOSbYtx37V9SHzeEXtcAABROJ2HEm+n7rNERJStKY9U6Pb4UDLkROtAAAOtUm1BOk0G/uadSbLWmVDWWIVIq3JnqyWocXsaURb2qgmFvAFtqWTzEuqog9PpRUC5GxYyHyYPBiBnPAxgqAPwh8K65DqJt8WBlsMuWNTMfa0YQBkahYNmcyn77pTSCMvz9OtsxYDFlYM79sTHOsbJCKKwwOpIvi2Olr26fRczRyY7726PC7aAvFzrAKIAAt6d8twMtpOIiLKWdUDQUSfVCKw1W3Tvpyrg3QmpPPbjidEoTOa1gKMFVbYAvPG+INm8DDisFl3mw2QcW+0wBYakwq5jCAGT3GyQbFvc21FmCqBPDTb8aD40gKitRP2Itu9Ax1AAsJUAcKNEt04/mvsCsRn+shD3WMfjDyEMoNmfxrbYSpBGXChwo8QGBIbkdfqfwGhUyKiYyXYSEVHWsg4IFB11WiE2l7g9Pvh8Lthgg8vnk6qzbS74fJ4UBZoDW+0mrQBDB4YCJtjT6UgQjUDtrpDKyQiiAOCwwiJvo9rRL0FTx7RxWGFR/028Lf7mnVLNRkadEaU0yTY1Z/RW2E1RjD4xBy8qIqI5bMoBwVzVUadvJpD+26qr5o7LsRV2E2BzaYWiywaY7FuNn4xlMkN3b7vWLKURjmetGaZoRH4jdPJTXjPYMc+x1Q7T/7+9s4uN4krz/t/kg7kozHRCmlnhjUI7b9oL9GoyFY1yU5GRnezFOupFibVmkBA3pYxExsoFSl8lTSdXjXKRtwekQX2DkFi8ItFMKz3Su0lb8aalFVrRk9EYGLcGmhFrtMIwsWL3xTAh8F6c+jhVXV/9Bbb5/6QWuE6fOs85VdXnOc/z1Hkg3iYJk6U4bR4vYSlSMGIVi0swlLEyyhkVqJ1Yl0omIYSsZ/qnEPTytbzqIpaQgLWIzM1YwYyBZVGQ3ARLUV4xGIlBMZQIa0LM19BUksGyFOfRgOz/1pAbS6BZO2eeWcIoq1cME7odT/DA0QvIqAoapek2ZREr/1BMN4s0nqExHIQQQnpO/xQCT+x3420TfRnl0AmmiOlSw1qVZ2KzUnBaUFkw2pCIfwA0WP8NQU+JidoxZVUrqDcVzOQWAmQpYtpYNQvLggjOkyc/2+ogvxVQRXZKBO9ZZvpI5nhzrEXUv2K0G14PgOwWSMdRy5vxIUGyuPc9kPsXcN2rWcxKbobo/SOEENJLunrtkJCu0XKYycQwK7tqtBxmMknU8+szPoUQQtYTXb92SEhP8IijMGMWonhwCCGE9AZaCMhDR97gSsDNhwgh5EFhWgioEBBCCCGPMHQZEEIIIcSCCgEhhBBCqBAQQgghpAcKgV6YQb9eGdcL6/999Gh9EO/ph27HQAghhPSJjhUCvSAmsIVlsaWt+fd6w5ZbR6HchnLTy50Y+4CWm0HZ3R+9gHJ5xviXGwERQgix6VghKE6LlMcZNQE1U8bYcr4n2Q4fPE0sWxmHor/7ro0ngVoJNRiZDtcYItGQAvWwqbDoKKQTUlphabvgfA2IlHeAEELIRqVjhcBNpDwAxqpannhE1kEzw6Bz+9u2chK0i7FKTicUqJmyI/Nh+MQoMh4uLRZRqcOV6TCoDzoK8sq8xbogl8tZF13bAkc0xRSnS2goKiZ1QC+kkWiUvJW2ahZTpQYUdTIk0yMhhJCNSscKgV4oIzU/gXytgVpeWAtC5ylr4jksTNl6AemEvQmNXhD735tJbkoN9wl6SHEaExMlNMyVspT5MDS5jjaOpNLAfBGoLi5BSY5bE7t/HzTkZtKI1/JGWR41qMhIg5ZIj2E5b9azkwg5zylyCYQrLQBQxLlaE4l0GelEE7VzXtqAwcIymohjKMppCSGEbDg6VgiK0yLhzUhMZAUy/w6lOI18DVAnc8iNJdAoGTvSmVnvIp2k92hDcUfmwyC08SSUxryQuziPhmK4DYL6oE9CVRqYtZSNKrInamgmUtZXGiV77/7ifANIpADoSDnOWUV2tuFQQoKoZmfRAIDGbHBegOqileCYEELIo0fHCoFJcbr9BDTV7AnU4irUJR8T9gNAuCpsN4GdhU821Xsh3AWNeVPwIuYbistt4ENzGVa4QhgLy2gCgDaEuJx9sFxGuQ1fil5IIwEAiXSwBUcbQsSEj4QQQjYgXSsEnaAXMkjWS22YvntPcdrpJhD/zWMibA99bRxJRU5VLOIElOS4+5utKDGMyH97JPaxGIlBaS4bf0gBgOZnKhtuzdALwlWQF/1LpP2VHSYUIoSQR5v+KQR+r+UZcQOz2SKyJ2qAGU9QXcQSEkgZM5aWm+lvUKGJ5CaIFBg5EoNiKBHW5Jyvoakkg/tQnEcDCYxZCpCG3FgCzdo588wSRlm9AlQrqDfteILoiHOYroLidMnVvoReQEZVbPcNIYSQR47+KQRe6AWU01LcQDWL2YYCNTODnFbEdKlhrbwzsVnka033GXqKNmQayTVY/w1BT4mJ2qE6VCuoNxXM5BYC+lDE9EQJS2rGsCyIQEE5gNG2OmSQrOeNsiqyUyKQ0HIZRHgTQi9koCpy7IEYX0XNGH9Lboh0HLV8xBgQQgghGxJmOySEEEIeYZjtkBBCCCEWVAgIIYQQQoWAEEIIIVQICCGEEEKFgBBCCCGgQkAIIYQQUCEghBBCCKgQEEIIIQRUCAghhBACKgSEEEIIARUCQgghhIAKASGEEEJAhYAQQgghoEJACCGEEFAhIIQQQgioEBBCCCEEVAgIIYQQAioEhBBCCAEVAkIIIYSACgEhhBBCQIWAEEIIIaBCQAghhBBQISCEEEIIeqkQ6IUyZnKa+3CP0JCbKaOgu4970wtZtNwMyuWy+ERtOIR+nNNNtL63N56EEEI2Pr1RCLQcxhINzGargJbDTNk5KemFMsrlAqLMP9EmtABkWbqgmp3CxMQE8rWmu6hj+nFOBx5973o8CSGEPBL0RCHQxpNA7RyKADASg9JsArERo1RHKt5En6bAFhyyPGI8yn0nhBDSHT1QCHRMqkC9Iq3Il+qox1PCIqCngNlZLCGOIQ2Wudoync/koEnm9HQCUNSMj2ldR8E87mlx8JAFAPSCfT6H9cJblkh4nrPVFK/lZiK4B8LqueSM0PfuxtPVnm8d55iZ1gjZNVLQzbFyyex1jBBCyEOja4VAy40h0ZiF00K/iEo9jpQu9IF5acmq5SaBExOYmJjAxEQeNag4nNMsc3qpATRreaN8AhPTduVEegzLeaNeM4ExlyncUxa9gHI6jlrebHMCU8YX/GQJJeCc/UDLHYa6VLLHZGK6xQrg7ns346kXMlJ7edTiaUnhSSNunU+MWUZSGBQ1g0xsFhOGayQxlgOK82gggZQ0++upBNCYb+kHIYSQh0OXCoGG8aSChjTja0NxAEC1Ukc8VUAKzh/9anZamrCrqNSbUCz3QjCN0pRR16teqyyAhtxYAs3aCZfCIuhMluBz9o2EYXHxxKvv4XiPp45UooGSpThUkZ1tQEmOA/okVEWOUagie6KGpixbs4a8UbdaqaOpxKCjiHO1JhKWRqAjlWiidq49eQkhhPSP7hQCfRIqavD8Xa9WUI8nDPPAApbNIAIj6NA0KWdUxVWxQzxlGUFMAZYWfWbujmQJOWcfqGanUGokkDbkbAkS9Ox7h2hDiMNuq1wuo5xO2OXNZSzI33fRrFdg61hZTBnWjGqlbisOeqrVkkMIIeSh0pVCoKcSzgnAoLm8IFaPUxOwLdQKslUdhYwKSCbsXkXce8siKSItdCpL0Dn7R3HadBeUsKRmnG9xePa9GxooWe4J4zOVFUVKDA4bykgMUdQoVCuoN4XbQE8l2rZmEEII6S+dKwQer7hFxVpdazkcdq3KF5abUJLj0YP7ECSLMIUn0v7Ba0GyeBN+zriIngT0QkSrgyBaPZdC4tt3QdvjaUzcaa9ASCMWwI7dMN0nUd5sEK6HxNgMxuI9smYQQgjpGR0rBNp4EopHUNhIzG8iAwq64UtOG6boTAx116q8mj0hAtU8I9y98ZMFhrk9X4s7TOBidR0kix1ln1EVIJF2yOJ/TuFThxnVP7aMUqRzRqsnPiLgzwqMDOg7OhrPKrJTIpDQbtMes2nDQuElSyjFeTQUBeipNYMQQkgvGPjRj350330wHB2F8hiW82ZQ2sNkLcnyoFlvfV9v8hJCyMbn5u1vsX3b1k4VAkLaRy+UkUbJ8eojIYSQh4upEHTsMiAkKmLr6jLScfuVREIIIWsLWggIIYSQRxhaCAghhBBiQYWAEEIIIVQICCGEENJDhcDMdNcfWrMBBtG9LO21FxU5C2D4fgBR6I+chBBCHj16oxDIu+UZ+QEcW+sWypFT3XY9mYfs3PcwMTMQRtsi2UnX40IIIYQE0BOFQBtPAub2tSMxKM0mYGUN1JGKN9H+FNgZDlkIIYQQEokevHbo2n1OL6CcWkYtHsPi1DSKegEFzANp8zsacjMZWFv1N2vIT2WB3Iz3/v2NEiamF5CbySA2WwLSaYjcew2UjEx6Nl474bnac9fTC45sfs1aHkKcoPZ0FMrmcbsPosmgMoGWm0EmNhtpgx6tq3Fx9b0hbwrkL6deKGNsOY8TOGy13ShNYBoFlNPwGD/XMUIIIeuGnr12qOXGPFLZLqJSjxuZ7YwMyNb3J4ETZha9PGpQcTinWeb0UkNMylaWPWnSTKTHsJw36jXlJDvmuVtl0XKHoS6VpMx97sksjlrezuon78vv3Z6G3EwacUtG0YdMQQ8p64xuxkUviFwDlizxtOF2CJdTUTNCaTFcHImxnJXcKCV1R08lgIBcCoQQQtYHXSoEGsaTiiOVrTYUBwBUK3XEUwWk4JwsqtlpacIWmQMVy70QTKNkrvy96rXKYpFIecQvmJn6Tvjuq+/Znj4JVZFjFERiomYiFVjW2n7v8JQTOlKJBkqW4iCyDSrJ8WhyNu1dBauVOppKDLqZEMrSCHSkEk3UmLqQEELWPd0pBPokVPiksq1WUI8nDPOAlLLXCDo0o+09zeGd4CNLNTuFUiNhZSa0A/NGEFOk9Mft0FzGgvuYSVDZg0QbQhx2v8vlssM1EiZnU85IWM1iyrCsVCt1W3HQUy0WGUIIIeuTrhQCPZVwThwGzeUFseqcmoBt2VaQreooZFRAMn13EnHvhZ8sAFCcNl0CInWvUAokJaVdlBgcNo2RGCy1JqjsgdNAyXKVGJ+prCjqVM5qBfWmcBvoqYS3RYYQQsi6o3OFoIvX+6xVuZbDYZeFYGG5CSU5jrZesIssi6wECPN6Ih3tdUgLw49uxy+YrodzgWXdTpttj4sxcae94he6klO4HhJjMxiLt1pkCCGErE86Vgi08SQUj2CykZj/OrOgGz7otGHCzsRQd1kIqtkTIsCtjQ18/GQxN+6xTOZlEWRnBg5Ws1PI1+IOs3r4u/5FTBuWhtZzBpXZsmRUBUikI/cPHY1LFdkpEUho99/sX5CcESjOo6EogI9FhhBCyPqjw9cOvV7ve1isJVkeFTjmhBCyUTBfO+xQISCPMnqhjDTkPQ0IIYSsV6gQrBlcGwS5cWwm9HDRC2WkE96bLRFCCFmfUCEghBBCSO92KiSEEELI+ocKASGEEEKoEBBCCCFkgygEeiHK/gEPhrUkS//QUSiXUZ7JRd8oiXTIBhlrvSDthzGDDf+IdIzYryR0mxHywDn2+W58feZJ92EgpGw90WFQoUdkfFBqXTN9blCwvCsNMaxUxBFi2bUcZg4DJ9ZC5LufLN30z1A0xpajfz+cDq6RhVF3Db9t4JU2up3xbo/Wsezd2yFrf6zDEX1A5Ptr49D+cytSlsdmOxmr1vvQfKatN4QkmrU8pirjmMmoUOT7VS+gPLZs329aTnxHvgc9fs8EZvp17zT3VfdxuJ+V1noTUxXkZjJI1lvHsf3x9eDQNnz93nYMrtzEhy/exil3ucGxz3fj1Vt/wosH/uYuCixr4dgQrr6x1fjjDs5/eAUH/BqNSFvte9CToMJGydwj39gRzzMFsPhEu7mlvffzNcDKOxBCtYI6VEyuBa06UJYO+9dzurlGMHY6FHkRungM+09DTnvtTG3dD+znoYRGIt2jVd46GesgtCHE0XCkQSe9JvyZdqRPdzwPTTTj/hlZtfEkUCuhhiTGzZ+r4rRxnjxqTfnctjKQrPunV3c/K3Za9tZ65cKIyOLasnW7yLZar1SFgtLhA3fo1R8C56/jPH6IVw+5S3vLoTPP4+obP8D5Dy9hePgShoevAD/bhj43G5muFAIbsb89EilAG0dSMS5SN1SzmCo1oKiT0o1qmE9bLry5v36rWdU04Wu5GctkaVd3bW1sFWjIzcwgpxntlcsol+WcB/JxtznXXxYHLf1zyWKc05Q7nQAUa6tht6yt9QKJco0cJl7bDSKPY+t16HQ8/dvzP2c3+F+/4PslKkXMN4D4UJQ+uGQply2Tuv9YB41nUJlZ7i1LcN9d9dzXLwifxFnB7flcI72AciFnyDKDnG5kT41y34f1weceDJbT+/kLf2792zMKfa6fD1GeaV+WUK/HpdwmMiKt/NJiEZU6kLQ0ggCMzLMnLIVDShHfgpRfJqCeSMEuKSSAyLbarKNSBVA8Jxalke4DJ6/u2oxbN1bxxWVg16tOs/+Zr3fj6lXxeWPYURRY5sfPXt6Mq586LQIHXrOtEp8b57t6dTeufm0rCme+fh5nDm2RyodwzFQwjPYHX/4/dt3Pt1jnl+WUj3vRI4VAolpBvalAzfTAT7iwjCbisH5XgyjOo+G+YQwUNYNMbBYTRnZFc7LWC2IPf0sbjZuaKgAoUDNjWM4LTbbUMBMFaS5NvFX7DZLFgdQ/LTcJnDC1ZnHOwzkN1eyU0b5LwzdUf796gYRdI72AcjqOmtF3eTVhyuOVpTL6eOZRa0rJlQLaCz5nJ4RfP7/7JTrSyiWkD3ohjYRpycjX0ATQKIktoYPGOnA8A8qCZEFA37XcYanehLESDMaaQNMJQE7FHTLWodcooSI2O4FSQ4GajmF2ohTpeQvsQ8A9CB85xbh4P39hz21Ye4m09/XzJeyZDmExO4ullhW4qWgI6051ccljld6KNhQHlhadFq3qIpa8tl/TxpE00tAH1jP6Jyskzgy3IrtuaUlFJooCZXJoG3YNfovfvwucuvFXDO4atCbhY5/vxsu3rhsr+Uv49KpdLajMl2NDGIZoy4szX+/GM+f/ZJ3zPLbjPWsC34yX39uOW4Zl4fzKVrx65kmcOnDFan9Fqjv82irgIef5Z54NjHXokUKgo5A2Mv4ZF0ZYxL003zaoLmLJccAwn3ratos4VwNUL1t9s4a8UUdomjFUoSOVaKBknUus7JXkuFXN/GEGgKJY8gktVpEzK9parN1ygCwyUv+q2WkpL4DIxKjEHAmKPemsXtA1MjMfnmgzT0E74ynLGdSe/zkj3VFmAil5VRfl+nncL2EjCsBO2lVOI271x78Pogx2CulqBfWmbFkIxns8g8r8ZbFaDOq74x4Px5wUJ0oNp7vMacduaS/oGpl1zCyb0TJ0Snj2IegeNPCQcwSdPn/h7XlfvyCCnmmBw1LRYvkqYn6p1dXpSBwXcaEzElPQXF5wHXWmm7cT3CVRzwvXRlC9gm6Mg3WvOpVuk+L0hJGwLppidOjVH2Lw6rd4FwDeXcTVQcNtcGgbXh3+Fp8aE6uzUkBZpxwbwsuD3+ILKQbgwP+9iZXhrThm/C1bFr64fAeDz2y2vuvHj11yHvjiWwzuGnR8R6YrhcD5A+gM7LB+DAxfeUemXm0IcfexAKqVumtiFthaJISpfmLaOLe0arFWMgEoMfFvcxnu29aNnywO5P5phunT+LgD4nwJqucqc5seva/RCGKGxt4WnYwnENxe2DlD+ueOIbDmoZDr53W/FBHenhxTU08a4xnYB/Fjl0gZZ+nK7BuBQFkEfn2vZqeElcyo55hsQsYlCK/2REHwNfIlQBb/PgTcgwZecnrdE9Ge2/D2fAnoH3yfaYE7hsC9riqeqyFu3osAqoa7wFJYUcR8w7lK92Jh2UuBGUFMsTUC8azkUZNW/UH1lhdMRcxQSGR3gSdK+ILMcBdc/b09Yf7+6uYWt0HbHNqGr2XTv2HeD2Xlr7jsPtYNh7bhGWzFG7IsVjCjN10pBPYPYEDAVjWLE7UmEB+KtqqT0MaTULCEyM9NNYvZRgTzmoW0ajE/U1n3l2yay+Jf94rRy0caQRazf9mqjkJGBaQH1ttM7CakXjWLKUf/fMy80jVya/Lt0eZ4AhHa8z6nWDxF7J+bKNfPi8jtGTE18SHjb+8+AFUsLkmWjIwKBKwae4O3LFGaLE6bdUTqbGtCjTwubdCna+Tdh7B70I+Q58+XTtsL759FJ7+71Qrq8THkzNvWMOfbCz8jJiLEQlddXGptVxtC3GXvtSxURhxVUL3FqiGfoUA43QU2eqGMjLok7nG3xuPm0DbsGgSG33DGAgStoCNx6jZeNE33w5cwPLwoLBCX/4oVbMWP/bSDwR9gl/z3rh+gS0kAfItPHbJcwvCLt91fsuhKIYiG0DJbfENh6AVkVAWNknzD+wUV2hTnI5qUqxXUm2ZcQBiGS6ReEWYzyBO9af5rNV0GyiL1z8RaMWg5HHatNBaWvaJsBUH1omFfI9NEmUhHX+UB7Y6nTEB7HZ8zgDauX+cY56xXgvug5TCWcE7Qvop1LwiSpS26mNCiEHCNeofch4B7MAJBz5/3c9tde9Ho5He3iuzsEpJJw245EhOvGsoKSL7WGtznpjiPhiLHMmnIHVYBr+tXPGfHSATUE8+m6TY4jDEPd4FeKCMdryHvpyS52fUD8aqhPFl+eBMrgz/EGdzGLWnyPnTmeTtw8FRAWRCnbuOLq8DwG06LwZnPt+HQu4u4ChEXYB1/dStWzi8JZSKEy7fuOOIfANHe5ZWteCMkkFCm9wqBK3K2XDaCmMK0NcAZeGQE3ESqJlM8h5rva38yVWSnjNclJXllU6i3S6SIaWN1IffP84e8RRa//hVxrtaU/Gox1F0rjWr2hAisMusX9Ej1PAm5RtXslOGHc4+LHVGdURV7ZVvQI42nH/7tdX5Of9q4fm1i3y/yOQP6YFiRHCb8SGPdKQGyBOKOzu/dmHnTj2sU3Af/ezCI8OfP+7nttL0AQp5peMQQeLZXnMeSIpQaz1W4R3BfK63Xz2sPAYFpJTiMnBZeT7gNFChud4FeECnZI1q7AODYj7di5fKKc9+BU7dxeUW4DV779FvLevDeMzfx4fk71teCyoJ497VL+PSqbMZ/Hvg38ZbBa8OXcEt6U+DlW9cj7ytw6sAVEYToepvgwIsikNB2XwRvoNThxkRrHPfGGm2jdbE5iIuuZSEbFi2HmUwMs/KKRsthJpNEPW8HtBJCSD/pycZEa5bidFuaYl9ZS7KQtYWHX7ztuBlCCOkRG1MhIGQ9UJx2RL2Xy2ZAVEQfKCGE9JCN6TIghBBCSCQ2tsuAEEIIIW1BhYAQQgghVAgIIYQQ8ogrBKMH38a+3e6j/eYoPqnVUJs7if3uokA6rbdx2T56EG+//bb4PIgLOfZL3Pn433F3BLh/8N9x5+Nfur9BANx757f428FXxB8cM0LWDX1TCI59HrwBQnvsxj7zh7+DCWD3vrdxcHS7+/Ca4+gnNcydfLSm+9GD3tcmyjW7OXcax48fx7mLK+6ih4CO7z7+Le5In+/GRMm9d5zH73xsTJgjH+BvH/8Wd96RNhsa+yXufPCB/bf5HfnY2C9bzic+5mT7Cu5+IB236rqOu9t2l3/wgXXMmuAlHBO/ycgHuPtcA0+e/sp5nBCy5umbQtAPbnx5HMePi8/FLXvbUgrWDkfxpqpCHX0LZ91FgXRab23zx+srGHz2H1xHd+OFHSu4/sebruMPmRvLGMASHl8ABm4sAStGbgu8grsf/Avu/y6Pze/8s/V5YtauOuAqsyfMJgae+kf7iy7u/zQJ/O43eAxJ3DU395/9hXGePB5bkc/9C0OWDO5dMY/l8RhUx8S/6TNTjt9g03P/YkzqfvWSeOxKE/eft7NWCnR8/1wTm/7bOfELeaUtan3HjBCy1uhYITjz9fM4c2gLPndldDp05nk7SYS0DaO5lWKvmKvdAHa8AFMlGD0oWQ8OjgKSSXnvDmBwz6SPdUG2Puyzztc5hmnf8ZnDyf3A/pNz9rFPjlo1zOOv7wS2vHSk5Tt+9QTe7QH7cXJuDif3y+WfwK7tqie5IkxLhdyu3ex+nJyT6rXI0x43/3gdK4PPwmEM2P0Cdqxcx5yhD3hd2zDc7qDtowcd191xzqiK5cL7ePKdX4j/z/4Cm99/X/x/ZBz3Blsnx2gsYdOVeOtKGwDwCr5/XsHAjSIeuwLc+6nXd1yMTeJ71CSF4ys8/m81DDznpXTUMWAaVwLqDfx3HQODkkICAGP/iHsrdTzuSEmo4+5P4BwHvzEjhKw5OlYIgM14+b3tuPWhSApxfkUkZjh14AqGhy/h06vAyvk/2Ukjepk72sX20X3Af0jWA+zBwdHtlkn5yxvAysVzVvnxX1+y6u7Yq2L5nFFvZQfUEDN1GEc/eR07r30GVVWhfnQBqwCufTaKt84CZ98ahaqq+OiCcyzM459dA1YvfCTqqirUN8Vk61cPAe0JtuClI6P4y0cqVPUjXFjdidGT+41J/XVss9r6CBfwEo5Ik/uWl47gyNNzVrs7R4XCcPSTI3jpttGe+hEubHu9OzfHzTlcXxnEs/9gj/vuF3Zg5fofgYBr2w27972NPatfOqxNXZ1zoYJNKwq+/7nwlbfLptMVDLSswE1Fo4EnZsXqunWV3sr9HXHgm/9xHlz4HwzAIxX1yDjuDQIDN74Krmf0T1ZI7qUSGLhScXz9/sFx3PtzxaUkEELWC10oBMDVT6/ggJEZ4ovLdzD4zGb3V/rEbuzbuwMrF/8LlwDcnPu1tZqEaYaObZMr+HLjy9NW3XbqeXMUe3YC1y4aE+vZOdRXgW1/18WEGUh4e6YyApzFXH0VW55OAkffwEtbrmFOFAA4i7dOXsDqzj22BWH1Aj4yFZK5Ola3PI2zOIo9O6/hM+M4cBZvzV3DluRoV4GOTreB013QzbX1Zjde2HEDX0pK4Vzthofboh2+wuPv/zOe/B3w/c+lGAGJ+z/JOHz3ZnwBAGxCEY99ozqOwTC/3//zH8Qfs3/AJvcq3YP7TykY+KbuOipZAgDce92Q4+dJbPqVcG0E1ftu7CuX28DLXSCsGZvmucciIeuVrhSCnrN9FAcdwYNOE/6Ovebxvdhy8RxOmzOFq97knu6zSHdGHX9ZBXbuMSbM/aNIbllFfa5fXv8u2lv9C9w//zKr9Tk7VuHsWxhV3wT2/x22YSdel10Nr+90VvQj4No63AYud4G7XtfXdvsz2IId2CvLsneH+1sdMXD6X4X//Vc14CcZh9/eHUMgxxcAwKb/V8P9lDPAzznBFvHYn52rdC8Gvmni/lNJ19Ek7g/aWfhEDEEej0mr/qB6AzfgdBt4uQsMl4O7X4SQ9cPaUghuzuG0adY/fhzHj/8a9jrOGVRoKQPYjX2TewDJJfDwos7P4n9vA9j5upgsj7wEXDhprND7QRftbXkajp//5NOIFuVxDZ+ZLg3zEyXQMejaSm4D2V3Qv2t7A186ZDmO46fn3F/qnIX38cTvmsBTf+8u8Wehgk1PjeOuqZsY5nxrNf/xb/Hdcwh1GwzcWGptd+TvcR9LzmP4Co//ZwP3fzIJhNR7fMF2i9z76Sue7gKvY4SQ9UXfFILLt+5gcNcgDrkL+sTqLdta8E+uVeTtZa9I9i7ZfxJzrmA87D+J0Z3OCXM00uwsqP9ltT3ze6ftHb2IazDjCSBiCkZ3YvXCp1LQoQdn51Bf3YnXuwwk9EK4Df4JqsfbBUHXNogtzxhxAbv32ZaFm3O4vrIDe6MGEnaEWN23+OQD+QqP/+cS7j0fF3/uiOH+Ss1hVdj8q1prcJ+b2T9g06AquSxewd2fqc7If5PZc3hsJSG+G1rPdBscxl23u4CvGhKyIeibQnDqwBWcx3a816e3DGwu4b8urtjuhMkYrrtWkTfnTuMi9rQfVd4uZ9/C3DWXSb1m7i1gR+cfeWmLvaqXJtezb50UwX2OCP6AeoHtBXEUb6qf4bb1RoMIFAxXJs7irVERSNhee+EIt8EgBmV3Qci1Nd8UmNwzCOzY67i2c/9xETDfLFGX8aVUb+608dqq5DboKqiwZV+ADL7/5jfY/LHtT3fHELhjDAAxmQ8MioTInituj+C+Vop44p3fYMBqT7xK6D1Zm1aCw7g7El5PuA0U3He5CxyxDoSQdQuzHfaS/Scxd+RpzKlv2ivt/ScxdySJ+kdmcF8PedDtEdKCju8+HsfAr/6VbxcQsk5htsN+4OGH3z+axBbcxv/2Y3J+0O0R0kIRT7xDZYCQ9c7WrVtpIeg1Rz8RGwzZXMNn8gq+xzzo9gghhGwsbt7+Fi8MP0uFgBBCCHmUoUJACCHkkaVcLrsPWUxMTLgPbWhMhYAxBIQQQgjB/weU4ciAFUH1LwAAAABJRU5ErkJggg==" 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" + } + }, + "cell_type": "markdown", + "id": "c12762c4", + "metadata": {}, + "source": [ + "1. Что делает команда python -m venv venv?\n", + "\n", + "Данная команда создает виртуальное окружения под названием venv.\n", + "Новое виртуальное окружение означает среду в которой происходит работа только с теми библиотеками которые будут установленны в данную\n", + "среду.\n", + "\n", + "1.1 Что делает каждая команда в списке ниже?\n", + "\n", + "pip list - показывает установленные зависимости\n", + "pip freeze > requirements.txt - создает файл с установленными зависимостями\n", + "pip install -r requirements.txt - устанавливает зависимости указанные в requirements.txt\n", + "\n", + "2. Что делает каждая команда в списке ниже?\n", + "\n", + "conda env list - показывает список всех окружающих сред\n", + "conda create -n env_name python=3.5 - создаем окружающую среду (окружение) в conda с названием env_name которая будет работать с python версии 3.5\n", + "conda env update -n env_name -f file.yml - обновление окружения с помощью yml файла\n", + "source activate env_name - команда активации виртуального окружение на операционных системах Linux/macOS\n", + "source deactivate - деактивация использующего окружения на операционных системах Linux/macOS\n", + "\n", + "3. вставьте скрин вашего терминала, где вы активировали сначала venv, потом conda, назовите окружение \"SENATOROV\"\n", + "\n", + "![image.png](attachment:image.png)\n", + "\n", + "![image-2.png](attachment:image-2.png)\n", + "\n", + "![image-3.png](attachment:image-3.png)\n", + "\n", + "\n", + "4. Как установить необходимые пакеты внутрь виртуального окружения для conda/venv?\n", + "\n", + "Для venv: есть несколько способов:\n", + "1) Активация нужного окружения и установка нужных зависимостей с помощью команды pip install \"имя зависимости\"\n", + "2) Создаем файл requirements.txt записываем туда все необходимые зависимости и с помощью команды pip install -r requirements.txt устанавливаем их\n", + "\n", + "Для conda:\n", + "1) Активация нужного окружения и установка нужных зависимостей с помощью команды conda install \"имя зависимости\"\n", + "2) Создаем файл environment.yml записываем туда все необходимые зависимости и с помощью команды conda env update -f environment.yml устанавливаем их либо обновляем.\n", + "\n", + "5. Что делают эти команды?\n", + "\n", + "pip freeze > requirements.txt - записывает все зависимости окружения venv в файл requirements.txt\n", + "conda env export > environment.yml - записывает все зависимости окружения conda в файл environment.yml\n", + "\n", + "5.1 вставьте скрин, где будет видна папка VENV в вашем репозитории а также файлы зависимостей requirements.txt и environment.yml, файлы должны содержать зависимости\n", + "\n", + "![image-4.png](attachment:image-4.png)\n", + "\n", + "6. Что делают эти команды?\n", + "\n", + "pip install -r requirements.txt - устанавливает в окружение зависимости находящиеся в requirements.txt\n", + "\n", + "conda env create -f environment.yml. - создает новое окружение на основе файла environment.yml\n", + "\n", + "7. Что делают эти команды?\n", + "\n", + "pip list - показывает список зависимостей выбранного окружения в venv\n", + "pip show \"имя_пакета\" - показывает информацию об установленном пакете\n", + "conda list - показывает список зависимостей выбранного окружения в conda\n", + "\n", + "8. Где по умолчанию больше пакетов venv/pip или conda? и почему дата сайнинисты используют conda?\n", + "\n", + "По умолчанию больше пакетов в conda. Conda была специально создана для работа в такой области как data science. Данный пакетный менеджер имеет более гибкую работу с версиями а так же удобный дополнительный интерфейс Anaconda Navigator. Так же он не привязывается только к python.\n", + "\n", + "9. вставьте скрин где будет видно, Выбор интерпретатора Python (conda) в VS Code/cursor\n", + "\n", + "![image-5.png](attachment:image-5.png)\n", + "\n", + "10. добавьте в .gitignore папку SENATOROV\n", + "\n", + "![image-6.png](attachment:image-6.png)\n", + "\n", + "11. Зачем нужно виртуально окружение?\n", + "\n", + "Для избежание конфликтов между множеством нужных библиотек для работы с разными проектами. Для чистой разработки нового проекта.\n", + "\n", + "12. С этого момента надо работать в виртуальном окружении conda, ты научился(-ась) выгружать зависимости и работать с окружением?\n", + "\n", + "Да научился\n", + "\n", + "13. Удалите папку VENV, она больше не нужна, мы же не разрабы, нам нужна только conda\n", + "\n", + "удалена" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "VENV", + "language": "python", + "name": "python3" + }, + "language_info": { + "name": "python", + "version": "3.13.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/python/venv.py b/python/venv.py new file mode 100644 index 00000000..52d5f28e --- /dev/null +++ b/python/venv.py @@ -0,0 +1,85 @@ +"""[TASK] Виртуальное окружение #7.""" + +# 1. Что делает команда python -m venv venv? +# +# Данная команда создает виртуальное окружения под названием venv. +# Новое виртуальное окружение означает среду в которой происходит работа только с теми библиотеками которые будут установленны в данную +# среду. +# +# 1.1 Что делает каждая команда в списке ниже? +# +# pip list - показывает установленные зависимости +# pip freeze > requirements.txt - создает файл с установленными зависимостями +# pip install -r requirements.txt - устанавливает зависимости указанные в requirements.txt +# +# 2. Что делает каждая команда в списке ниже? +# +# conda env list - показывает список всех окружающих сред +# conda create -n env_name python=3.5 - создаем окружающую среду (окружение) в conda с названием env_name которая будет работать с python версии 3.5 +# conda env update -n env_name -f file.yml - обновление окружения с помощью yml файла +# source activate env_name - команда активации виртуального окружение на операционных системах Linux/macOS +# source deactivate - деактивация использующего окружения на операционных системах Linux/macOS +# +# 3. вставьте скрин вашего терминала, где вы активировали сначала venv, потом conda, назовите окружение "SENATOROV" +# +# ![image.png](attachment:image.png) +# +# ![image-2.png](attachment:image-2.png) +# +# ![image-3.png](attachment:image-3.png) +# +# +# 4. Как установить необходимые пакеты внутрь виртуального окружения для conda/venv? +# +# Для venv: есть несколько способов: +# 1) Активация нужного окружения и установка нужных зависимостей с помощью команды pip install "имя зависимости" +# 2) Создаем файл requirements.txt записываем туда все необходимые зависимости и с помощью команды pip install -r requirements.txt устанавливаем их +# +# Для conda: +# 1) Активация нужного окружения и установка нужных зависимостей с помощью команды conda install "имя зависимости" +# 2) Создаем файл environment.yml записываем туда все необходимые зависимости и с помощью команды conda env update -f environment.yml устанавливаем их либо обновляем. +# +# 5. Что делают эти команды? +# +# pip freeze > requirements.txt - записывает все зависимости окружения venv в файл requirements.txt +# conda env export > environment.yml - записывает все зависимости окружения conda в файл environment.yml +# +# 5.1 вставьте скрин, где будет видна папка VENV в вашем репозитории а также файлы зависимостей requirements.txt и environment.yml, файлы должны содержать зависимости +# +# ![image-4.png](attachment:image-4.png) +# +# 6. Что делают эти команды? +# +# pip install -r requirements.txt - устанавливает в окружение зависимости находящиеся в requirements.txt +# +# conda env create -f environment.yml. - создает новое окружение на основе файла environment.yml +# +# 7. Что делают эти команды? +# +# pip list - показывает список зависимостей выбранного окружения в venv +# pip show "имя_пакета" - показывает информацию об установленном пакете +# conda list - показывает список зависимостей выбранного окружения в conda +# +# 8. Где по умолчанию больше пакетов venv/pip или conda? и почему дата сайнинисты используют conda? +# +# По умолчанию больше пакетов в conda. Conda была специально создана для работа в такой области как data science. Данный пакетный менеджер имеет более гибкую работу с версиями а так же удобный дополнительный интерфейс Anaconda Navigator. Так же он не привязывается только к python. +# +# 9. вставьте скрин где будет видно, Выбор интерпретатора Python (conda) в VS Code/cursor +# +# ![image-5.png](attachment:image-5.png) +# +# 10. добавьте в .gitignore папку SENATOROV +# +# ![image-6.png](attachment:image-6.png) +# +# 11. Зачем нужно виртуально окружение? +# +# Для избежание конфликтов между множеством нужных библиотек для работы с разными проектами. Для чистой разработки нового проекта. +# +# 12. С этого момента надо работать в виртуальном окружении conda, ты научился(-ась) выгружать зависимости и работать с окружением? +# +# Да научился +# +# 13. Удалите папку VENV, она больше не нужна, мы же не разрабы, нам нужна только conda +# +# удалена