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+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "e24ed623",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "\"\"\"Ответы к викторине по курсу.\"\"\""
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9bf66193",
+   "metadata": {},
+   "source": [
+    "Список вопросов к видео https://youtu.be/hW_7hodGxVU?si=tCEVs00xGt2q61eW (АЛГОРИТМ ПРИНЯТИЯ И ОТДАЧИ ДОМАШКИ):\n",
+    "    \n",
+    "(По желанию )В ответе подробно всё опишите и обязательно нужно указывать тайм код из видео где я это сказал, по желанию, дополнительно прикладываем скриншот из видео.\n",
+    "Если вы знаете ответы на вопросы из Вашего опыта, то таймкоды из видео не надо указывать и т.д.\n",
+    "\n",
+    "1) Как понять, что домашка пришла? Зайти в Гитхаб (брузер) проверить появились ли файлы и время последнего коммита.\n",
+    "2) Как принять домашку? Необходимо сделать fetch origin и принять измененения (accept current change).\n",
+    "3) Зачем нужна кнопка history и какие функции появляются при нажатии правой кнопки мыши на коммит? Показывает все изменения в проекте в хронологическом порядке, при нажатии правой мыши можно: создать новую ветку разработки или вернуться к этому состоянию файлов.\n",
+    "3.1) Где брать ссылку на коммит? куда её отправлять? Ссылку в браузере можно в разделе commits найти а далее отправляется в чат в телеграм.\n",
+    "4) Что такое файл лога? текстовый файл в который записываются все действия.\n",
+    "4.1) Когда нужно его пушить? Для разбора ошибки, если это часть данных проекта.\n",
+    "5) Что такое интерпритатор? программа, которая выполняет исходный код языка программирования построчно (или по частям) в режиме реального времени, без предварительной компиляции в машинный код.\n",
+    "6) Где можно выбрать интерпритатор? Выбор интерпретатора обычно происходит внутри среды разработки (IDE).\n",
+    "7) Что такое модуль? Модуль: отдельный файл с кодом, который можно вытащить и использовать в другом проекте.\n",
+    "8) Как создать и отправить коммит? git commit -m 'название коммита', git push origin <название branch>.\n",
+    "9) Как посмотреть что коммит точно отправлен и находится в github? Зайти в Гитхаб (брузер) проверить появились ли файлы и время последнего коммита.\n",
+    "10) Какая команда показывает что код не прошёл проверки на ошибки? можно запустить pre-commit run --all-files и далее найти ошибку.\n",
+    "10.1) Напишите список линтеров которые используются для проверки кода и дайте их краткую характеристику.\n",
+    "Pylint — строгий линтер, который анализирует код на ошибки, стиль и архитектурные проблемы.\n",
+    "Flake8 — лёгкий и быстрый инструмент для проверки стиля кода и базовых ошибок (PEP8).\n",
+    "mypy — статический анализатор, проверяющий корректность типов в Python-коде.\n",
+    "pydocstyle — линтер, который проверяет соответствие docstringов стандартам оформления (PEP 257).\n",
+    "11) Как узнать какой именно линтер не прошёл проверку? использовать pre-commit\n",
+    "12) Линтер Pylint видит markdown? нет\n",
+    "13) Номер ячейки в терминале и номер ячейки в vs code может отличаться? в каком случае? если есть markdown\n",
+    "14) Где посмотреть номер ячейки в vscode? в нижнем правом углу\n",
+    "15) В каком формате ipynb отправляется в гитхаб? причём здесь JSON? в виде текстового файла в формате JSON, используется для удобства.\n",
+    "16) Где посмотреть в какой ячейке ошибка? в терминале\n",
+    "17) Как запустить терминал? view -> terminal\n",
+    "18) Что такое линтер? инструмент, который автоматически анализирует ваш исходный код на наличие ошибок, стилистических огрехов и потенциально опасных конструкций без запуска самой программы\n",
+    "19) В какой сайт нужно вставлять код ошибки если ошибка связана с pylint? Официальный сайт документации Pylint (https://pylint.readthedocs.io/en/stable/)\n",
+    "20) Секция pydocstyle в большинстве случае автоматический закрывается после исправления ошибок в каком линтере? flake8\n",
+    "21) Что такое описание модуля? Оно должно отражать информацию о том что находится в модуле? это краткий текст в начале файла, который объясняет, что делает весь модуль и что в нём находится.\n",
+    "21.1) С какой  git команды начинается утро программиста? git status\n",
+    "22) После внесения изменений в файлах, кнопка open in vs code пропадает в кошке, как по другому открыть vs code из кошки? current repository -> open in vs code\n",
+    "23) Что такое stash?  \n",
+    "  Общее объяснение концепции. стэш это буфер куда мы временно прячем файлы, чтобы принять pull\n",
+    "23.1) Как сохранить стэш? \n",
+    "  git командa(подсказка: https://t.me/c/1937296927/3602/19531): git stash save \"NAME_STASH\"\n",
+    "\n",
+    "  Кнопка в vs code: Source Control -> stash\n",
+    "\n",
+    "23.2) Как восстановить стэш(подсказка: https://t.me/c/1937296927/3602/25747)?: stashed changes работает как буфер обмена для незакоммиченных изменений. После pull нужно применить стэш (stash pop/apply) для возврата файлов в рабочую область, а затем восстановить их через Restore\n",
+    "\n",
+    "      git команда(подсказка: https://t.me/c/1937296927/3602/19531)?: git stash list, git stash apply/git stash pop\n",
+    "\n",
+    "23.3) Различие между стэшем и коммитом. \n",
+    "  Когда лучше сохранить изменения в стэше, а когда коммитить. stash это временное отложить на потом, коммит для сохранения результата работы в историю\n",
+    "23.4) Как просмотреть список сохраненных стэшей?  \n",
+    "  git команда (подсказка: https://t.me/c/1937296927/3602/19531): 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",
+    "git stash drop удаление для отдельных, git stash clear для всех\n",
+    "23.6) Практические примеры использования стэша.  \n",
+    "  Краткие сценарии, где стэш помогает.\n",
+    "Делал фичу → прилетел прод-баг → stash → переключился → починил → вернулся;\n",
+    "Есть незакоммиченные изменения → нужно сделать git pull → stash → pull → stash обратно;\n",
+    "Работаешь в одной ветке → нужно перейти в другую →stash → checkout → работаешь;\n",
+    "24) Где посмотреть что есть конфликт в файлах? git status или прямо в самом файле\n",
+    "24.1) Когда он появляется? когда несколько человек работают в одном проекте, при пересечении изменений, Git не понимает, какую версию оставить\n",
+    "25) Как решить конфликт в файлах? найти конфликт -> Открыть файл с конфликтом -> оставить свой код/оставить чужой код/объединить оба -> Зафиксировать решение (коммит)\n",
+    "26) Напишите правильное утверждение\n",
+    "-Зелёное то что пришло с гитхаба и синее локальные изменения или синее то что пришло с гитхаба и зелёное это локальные изменения\n",
+    "Зелёное то что пришло с гитхаба и синее локальные изменения\n",
+    "27) Если мы работаем в одном файле, можно ли принять pull после того как вы спрячете в стэш свои изменения? да можно\n",
+    "27.1) Что может произойти когда stash восстановите после принятия pull? Конфликт\n",
+    "28) Сколько способов решения конфликтов было показано в видео? Напишите ЧИСЛО и укажите их способы.\n",
+    "5: \n",
+    "1- принять текущие \n",
+    "2- принять входящие \n",
+    "3-принять оба \n",
+    "4-ручное изменение \n",
+    "5-спросить в тг\n",
+    "29) Что делает кнопка complete merge? устраняет конфликт\n",
+    "30) В какой чат нужно писать если остались вопросы? в HELP ME\n",
+    "31) Что такое FORK? Зачем его делают? это копия чужого репозитория в свой аккаунт\n",
+    "32) Как скачать форкнутый репозиторий на локальный компьютер? File → Clone repository\n",
+    "33) С какой вероятностью ваши ошибки были уже решены? и кто их решил? 99%, llm\n",
+    "34) Как создать файл в vs code? cmd + N для mac\n",
+    "35) Файл лога нужно заполнять в конце каждого урока? нет, только один раз\n",
+    "\n",
+    "Дополнительные вопросы:\n",
+    "1)Какая команда конвертирует файл в py из ipynb? jupyter nbconvert через terminal, vs code можно сохранить в фомате py\n",
+    "подсказка https://t.me/c/1937296927/1/26527 не нашел по данной ссылке\n",
+    "2) Что такое пакетный менеджер? Вы пользуетесь пакетным менеджером conda или pip? Какой лучше использовать для дата сайнс?\n",
+    "Пакетный менеджер — это инструмент, который:\n",
+    "устанавливает библиотеки\n",
+    "управляет зависимостями\n",
+    "обновляет и удаляет пакеты;\n",
+    "Пользуюсь conda для дата сайнс он лучше в решении проблем с версионностью например\n",
+    "3) Почему расширение py лучше чем ipynb? чище нет ничего лишнего, лучше для Git\n",
+    "4) Что такое pep8? \n",
+    "подсказка:https://peps.python.org/pep-0008/ Руководство по стилю для кода на Python\n",
+    "4.1) линтеры проверяют на соблюдение pep8? да\n",
+    "4.2) Какая нотация используется для создания переменных? \n",
+    "ответ на 85-95 страницы https://t.me/c/1937296927/1/16676 snake_case, camelCase, PascalCase\n",
+    "4.3) Может ли переменная состоять из одной буквы например андерскор  \"_\" ? Да\n",
+    "4.4) Зачем и где мы используем андерскор _? для временной или неиспользуемой переменной\n",
+    "4.5) По PEP8 допустима переменная в одну букву? \n",
+    "ответ на 85-95 страницы https://t.me/c/1937296927/1/16676 \n",
+    "В отдельных случаях короткие имена переменных вполне допустимы. Например, имя i часто используется с переменными циклов for, перебирающих диапазоны чисел или индексов списка, а j и k (следующие за i в алфавитном порядке) используются с вложенными циклами"
+   ]
+  },
+  {
+   "attachments": {
+    "image.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "id": "da488832",
+   "metadata": {},
+   "source": [
+    "Список вопросов к видео https://www.youtube.com/watch?v=Si9MfV8uJ-0 (НАСТРОЙКА VSCODE, перенос строк, линтеры, работа с ячейками):\n",
+    "\n",
+    "(ОПЦИОНАЛЬНО)В ответе подробно всё опишите и обязательно нужно указывать тайм код из видео где я это сказал, по желанию, дополнительно прикладываем скриншот из видео.\n",
+    "Если вы знаете ответы на вопросы из Вашего опыта, то таймкоды из видео не надо указывать и т.д.\n",
+    "\n",
+    "1. Как включить автосохранение данных в VSCODE? File -> Auto Save\n",
+    "2. Как настроить перенос строки? settings ->  preferences -> Editor: Word Wrap\n",
+    "3. Сколько символов по pep8 разрешено на строке? 79\n",
+    "4. Какие способы переноса строк показаны в видео: \n",
+    "для комментариев, для кода (переменные + текстовые строки)\n",
+    "\n",
+    "4.1 Строки с использованием обратного слэша (\\)\n",
+    "\n",
+    "string_continued = \"This is a long string that we want to \" \\\n",
+    "                   \"split across multiple lines.\"\n",
+    "print(string_continued)\n",
+    "This is a long string that we want to split across multiple lines.\n",
+    "4.2 Тройные кавычки (''' или \"\"\") \n",
+    "\n",
+    "multi_line_string = \"\"\"This is a string that spans\n",
+    "multiple lines. You can write freely\n",
+    "and it will keep the line breaks.\"\"\"\n",
+    "print(multi_line_string)\n",
+    "'This is a string that spans\\nmultiple lines. You can write freely\\nand it will keep the line breaks.'\n",
+    "4.3 Создание списка строк и объединение с помощью join\n",
+    "\n",
+    "strings = [\n",
+    "    \"This is the first line.\",\n",
+    "    \"This is the second line.\",\n",
+    "    \"This is the third line.\"\n",
+    "]\n",
+    "result = \"\\n\".join(strings)  # Используем перенос строк '\\n'\n",
+    "print(result)\n",
+    "This is the first line.\n",
+    "This is the second line.\n",
+    "This is the third line.\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",
+    "This is a very long string that I would like to continue on the next line.\n",
+    "4.5 Форматированные строки (f-строки) с использованием скобок\n",
+    "letter_a = 5\n",
+    "letter_b = 6\n",
+    "product_ab = letter_a * letter_b\n",
+    "\n",
+    "message = (\n",
+    "    f\"when {letter_a} is multiplied by {letter_b}, \"\n",
+    "    f\"the result is {product_ab}\"\n",
+    ")\n",
+    "print(message)\n",
+    "when 5 is multiplied by 6, the result is 30\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",
+    "This is the first part, and this is the second part.\n",
+    "5. Проверка на ошибки c помощью кнопки problems, где она находится? в terminal vs code\n",
+    "6. Где в vscode находится клиент гита? как в нём отправить коммит? как принять домашку?\n",
+    "source control на левой панели, а далее ![image.png](attachment:image.png) принять домашку через телеграм.\n",
+    "7. Что такое GIT? он локальный? В нём можно посмотреть историю изменений файлов и вернуться к любому коммиту?\n",
+    "GIT: система контроля версий, которая записывает изменения в ваших файлах, чтобы вы могли вернуться к любой их версии в будущем.\n",
+    "в первую очередь локальная система но есть и облачное решение, да можно\n",
+    "8. Как вставить картинку в маркдаун? вставить ее в markdown\n",
+    "9. Где посмотреть длину строки в vs code? Status Bar\n",
+    "10. Как поменять тип ячейки с питона на маркдаун? выбрать +markdown вместо code\n",
+    "11. Как запустить сразу все ячейки в юпитере? run all\n",
+    "12. Как изменить размер картинки в юпитере? Нужно для этого знать HTML? <img src=\"image.png\" width=\"300\"> через HTML можно но не только\n",
+    "13. Какой хоткей чтобы запустить ячейку с смещением на следующую? Shift + enter\n",
+    "14. Как включить отображение номеров строк в юпитере(Cell line numbers)? Notebook: Toggle Line Numbers\n",
+    "15. Что такое \"Go To\" чем это полезно? Как перейти сразу на ошибочную ячейку? набор функций для быстрой навигации по коду, перейти к ошибке можно go to most recently failed cell\n",
+    "16. Как очистить вывод ячеек которые уже запущены? Clear Outputs\n",
+    "17. Как работать одновременно в нескольких файлах в VSCODE? Что такое SPLIT?\n",
+    "можно разделить экран. открываешь несколько файлов рядом, чтобы работать с ними одновременно.\n",
+    "18. Каким сочетанием убирается левый сайдбар? cmd + b\n",
+    "19. Кнопка два листочка это наши локальные файлы? да это проводник\n",
+    "20. Какая ошибка появилась в трассировке при запуске всех ячеек DICT или LIST? NameError\n",
+    "21. Вы ознакомились с https://t.me/c/1937296927/832/19307? и https://github.com/adam-p/markdown-here/wiki/Markdown-Cheatsheet? да\n",
+    "22. Что такое валидация? процесс проверки данных на соответствие определенным правилам, требованиям или формату\n",
+    "23. Что такое трассировка ошибки? детальный отчет о том, по какому пути шел интерпретатор и в каком именно месте возникла ошибка\n",
+    "24. Что значит отвалился интерпритатор? Означает, что среда разработки (например VS Code) потеряла связь с программой (например Python), которая должна запускать ваш код."
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "base",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.13.9"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/quiz.py b/quiz.py
new file mode 100644
index 00000000..ebcc0de3
--- /dev/null
+++ b/quiz.py
@@ -0,0 +1,191 @@
+"""Ответы к викторине по курсу."""
+
+# Список вопросов к видео https://youtu.be/hW_7hodGxVU?si=tCEVs00xGt2q61eW (АЛГОРИТМ ПРИНЯТИЯ И ОТДАЧИ ДОМАШКИ):
+#
+# (По желанию )В ответе подробно всё опишите и обязательно нужно указывать тайм код из видео где я это сказал, по желанию, дополнительно прикладываем скриншот из видео.
+# Если вы знаете ответы на вопросы из Вашего опыта, то таймкоды из видео не надо указывать и т.д.
+#
+# 1) Как понять, что домашка пришла? Зайти в Гитхаб (брузер) проверить появились ли файлы и время последнего коммита.
+# 2) Как принять домашку? Необходимо сделать fetch origin и принять измененения (accept current change).
+# 3) Зачем нужна кнопка history и какие функции появляются при нажатии правой кнопки мыши на коммит? Показывает все изменения в проекте в хронологическом порядке, при нажатии правой мыши можно: создать новую ветку разработки или вернуться к этому состоянию файлов.
+# 3.1) Где брать ссылку на коммит? куда её отправлять? Ссылку в браузере можно в разделе commits найти а далее отправляется в чат в телеграм.
+# 4) Что такое файл лога? текстовый файл в который записываются все действия.
+# 4.1) Когда нужно его пушить? Для разбора ошибки, если это часть данных проекта.
+# 5) Что такое интерпритатор? программа, которая выполняет исходный код языка программирования построчно (или по частям) в режиме реального времени, без предварительной компиляции в машинный код.
+# 6) Где можно выбрать интерпритатор? Выбор интерпретатора обычно происходит внутри среды разработки (IDE).
+# 7) Что такое модуль? Модуль: отдельный файл с кодом, который можно вытащить и использовать в другом проекте.
+# 8) Как создать и отправить коммит? git commit -m 'название коммита', git push origin <название branch>.
+# 9) Как посмотреть что коммит точно отправлен и находится в github? Зайти в Гитхаб (брузер) проверить появились ли файлы и время последнего коммита.
+# 10) Какая команда показывает что код не прошёл проверки на ошибки? можно запустить pre-commit run --all-files и далее найти ошибку.
+# 10.1) Напишите список линтеров которые используются для проверки кода и дайте их краткую характеристику.
+# Pylint — строгий линтер, который анализирует код на ошибки, стиль и архитектурные проблемы.
+# Flake8 — лёгкий и быстрый инструмент для проверки стиля кода и базовых ошибок (PEP8).
+# mypy — статический анализатор, проверяющий корректность типов в Python-коде.
+# pydocstyle — линтер, который проверяет соответствие docstringов стандартам оформления (PEP 257).
+# 11) Как узнать какой именно линтер не прошёл проверку? использовать pre-commit
+# 12) Линтер Pylint видит markdown? нет
+# 13) Номер ячейки в терминале и номер ячейки в vs code может отличаться? в каком случае? если есть markdown
+# 14) Где посмотреть номер ячейки в vscode? в нижнем правом углу
+# 15) В каком формате ipynb отправляется в гитхаб? причём здесь JSON? в виде текстового файла в формате JSON, используется для удобства.
+# 16) Где посмотреть в какой ячейке ошибка? в терминале
+# 17) Как запустить терминал? view -> terminal
+# 18) Что такое линтер? инструмент, который автоматически анализирует ваш исходный код на наличие ошибок, стилистических огрехов и потенциально опасных конструкций без запуска самой программы
+# 19) В какой сайт нужно вставлять код ошибки если ошибка связана с pylint? Официальный сайт документации Pylint (https://pylint.readthedocs.io/en/stable/)
+# 20) Секция pydocstyle в большинстве случае автоматический закрывается после исправления ошибок в каком линтере? flake8
+# 21) Что такое описание модуля? Оно должно отражать информацию о том что находится в модуле? это краткий текст в начале файла, который объясняет, что делает весь модуль и что в нём находится.
+# 21.1) С какой  git команды начинается утро программиста? git status
+# 22) После внесения изменений в файлах, кнопка open in vs code пропадает в кошке, как по другому открыть vs code из кошки? current repository -> open in vs code
+# 23) Что такое stash?
+#   Общее объяснение концепции. стэш это буфер куда мы временно прячем файлы, чтобы принять pull
+# 23.1) Как сохранить стэш?
+#   git командa(подсказка: https://t.me/c/1937296927/3602/19531): git stash save "NAME_STASH"
+#
+#   Кнопка в vs code: Source Control -> stash
+#
+# 23.2) Как восстановить стэш(подсказка: https://t.me/c/1937296927/3602/25747)?: stashed changes работает как буфер обмена для незакоммиченных изменений. После pull нужно применить стэш (stash pop/apply) для возврата файлов в рабочую область, а затем восстановить их через Restore
+#
+#       git команда(подсказка: https://t.me/c/1937296927/3602/19531)?: git stash list, git stash apply/git stash pop
+#
+# 23.3) Различие между стэшем и коммитом.
+#   Когда лучше сохранить изменения в стэше, а когда коммитить. stash это временное отложить на потом, коммит для сохранения результата работы в историю
+# 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 удаление для отдельных, git stash clear для всех
+# 23.6) Практические примеры использования стэша.
+#   Краткие сценарии, где стэш помогает.
+# Делал фичу → прилетел прод-баг → stash → переключился → починил → вернулся;
+# Есть незакоммиченные изменения → нужно сделать git pull → stash → pull → stash обратно;
+# Работаешь в одной ветке → нужно перейти в другую →stash → checkout → работаешь;
+# 24) Где посмотреть что есть конфликт в файлах? git status или прямо в самом файле
+# 24.1) Когда он появляется? когда несколько человек работают в одном проекте, при пересечении изменений, Git не понимает, какую версию оставить
+# 25) Как решить конфликт в файлах? найти конфликт -> Открыть файл с конфликтом -> оставить свой код/оставить чужой код/объединить оба -> Зафиксировать решение (коммит)
+# 26) Напишите правильное утверждение
+# -Зелёное то что пришло с гитхаба и синее локальные изменения или синее то что пришло с гитхаба и зелёное это локальные изменения
+# 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 можно
+# 27.1) Что может произойти когда stash восстановите после принятия pull? Конфликт
+# 28) Сколько способов решения конфликтов было показано в видео? Напишите ЧИСЛО и укажите их способы.
+# 5:
+# 1- принять текущие
+# 2- принять входящие
+# 3-принять оба
+# 4-ручное изменение
+# 5-спросить в тг
+# 29) Что делает кнопка complete merge? устраняет конфликт
+# 30) В какой чат нужно писать если остались вопросы? в HELP ME
+# 31) Что такое FORK? Зачем его делают? это копия чужого репозитория в свой аккаунт
+# 32) Как скачать форкнутый репозиторий на локальный компьютер? File → Clone repository
+# 33) С какой вероятностью ваши ошибки были уже решены? и кто их решил? 99%, llm
+# 34) Как создать файл в vs code? cmd + N для mac
+# 35) Файл лога нужно заполнять в конце каждого урока? нет, только один раз
+#
+# Дополнительные вопросы:
+# 1)Какая команда конвертирует файл в py из ipynb? jupyter nbconvert через terminal, vs code можно сохранить в фомате py
+# подсказка https://t.me/c/1937296927/1/26527 не нашел по данной ссылке
+# 2) Что такое пакетный менеджер? Вы пользуетесь пакетным менеджером conda или pip? Какой лучше использовать для дата сайнс?
+# Пакетный менеджер — это инструмент, который:
+# устанавливает библиотеки
+# управляет зависимостями
+# обновляет и удаляет пакеты;
+# Пользуюсь conda для дата сайнс он лучше в решении проблем с версионностью например
+# 3) Почему расширение py лучше чем ipynb? чище нет ничего лишнего, лучше для Git
+# 4) Что такое pep8?
+# подсказка:https://peps.python.org/pep-0008/ Руководство по стилю для кода на Python
+# 4.1) линтеры проверяют на соблюдение pep8? да
+# 4.2) Какая нотация используется для создания переменных?
+# ответ на 85-95 страницы https://t.me/c/1937296927/1/16676 snake_case, camelCase, PascalCase
+# 4.3) Может ли переменная состоять из одной буквы например андерскор  "_" ? Да
+# 4.4) Зачем и где мы используем андерскор _? для временной или неиспользуемой переменной
+# 4.5) По PEP8 допустима переменная в одну букву?
+# ответ на 85-95 страницы https://t.me/c/1937296927/1/16676
+# В отдельных случаях короткие имена переменных вполне допустимы. Например, имя i часто используется с переменными циклов for, перебирающих диапазоны чисел или индексов списка, а j и k (следующие за i в алфавитном порядке) используются с вложенными циклами
+
+# Список вопросов к видео https://www.youtube.com/watch?v=Si9MfV8uJ-0 (НАСТРОЙКА VSCODE, перенос строк, линтеры, работа с ячейками):
+#
+# (ОПЦИОНАЛЬНО)В ответе подробно всё опишите и обязательно нужно указывать тайм код из видео где я это сказал, по желанию, дополнительно прикладываем скриншот из видео.
+# Если вы знаете ответы на вопросы из Вашего опыта, то таймкоды из видео не надо указывать и т.д.
+#
+# 1. Как включить автосохранение данных в VSCODE? File -> Auto Save
+# 2. Как настроить перенос строки? settings ->  preferences -> Editor: Word Wrap
+# 3. Сколько символов по pep8 разрешено на строке? 79
+# 4. Какие способы переноса строк показаны в видео:
+# для комментариев, для кода (переменные + текстовые строки)
+#
+# 4.1 Строки с использованием обратного слэша (\)
+#
+# string_continued = "This is a long string that we want to " \
+#                    "split across multiple lines."
+# print(string_continued)
+# This is a long string that we want to split across multiple lines.
+# 4.2 Тройные кавычки (''' или """)
+#
+# multi_line_string = """This is a string that spans
+# multiple lines. You can write freely
+# and it will keep the line breaks."""
+# print(multi_line_string)
+# 'This is a string that spans\nmultiple lines. You can write freely\nand it will keep the line breaks.'
+# 4.3 Создание списка строк и объединение с помощью join
+#
+# strings = [
+#     "This is the first line.",
+#     "This is the second line.",
+#     "This is the third line."
+# ]
+# result = "\n".join(strings)  # Используем перенос строк '\n'
+# print(result)
+# This is the first line.
+# This is the second line.
+# This is the third line.
+# 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)
+# This is a very long string that I would like to continue on the next line.
+# 4.5 Форматированные строки (f-строки) с использованием скобок
+# letter_a = 5
+# letter_b = 6
+# product_ab = letter_a * letter_b
+#
+# message = (
+#     f"when {letter_a} is multiplied by {letter_b}, "
+#     f"the result is {product_ab}"
+# )
+# print(message)
+# when 5 is multiplied by 6, the result is 30
+# 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)
+# This is the first part, and this is the second part.
+# 5. Проверка на ошибки c помощью кнопки problems, где она находится? в terminal vs code
+# 6. Где в vscode находится клиент гита? как в нём отправить коммит? как принять домашку?
+# source control на левой панели, а далее ![image.png](attachment:image.png) принять домашку через телеграм.
+# 7. Что такое GIT? он локальный? В нём можно посмотреть историю изменений файлов и вернуться к любому коммиту?
+# GIT: система контроля версий, которая записывает изменения в ваших файлах, чтобы вы могли вернуться к любой их версии в будущем.
+# в первую очередь локальная система но есть и облачное решение, да можно
+# 8. Как вставить картинку в маркдаун? вставить ее в markdown
+# 9. Где посмотреть длину строки в vs code? Status Bar
+# 10. Как поменять тип ячейки с питона на маркдаун? выбрать +markdown вместо code
+# 11. Как запустить сразу все ячейки в юпитере? run all
+# 12. Как изменить размер картинки в юпитере? Нужно для этого знать HTML? <img src="image.png" width="300"> через HTML можно но не только
+# 13. Какой хоткей чтобы запустить ячейку с смещением на следующую? Shift + enter
+# 14. Как включить отображение номеров строк в юпитере(Cell line numbers)? Notebook: Toggle Line Numbers
+# 15. Что такое "Go To" чем это полезно? Как перейти сразу на ошибочную ячейку? набор функций для быстрой навигации по коду, перейти к ошибке можно go to most recently failed cell
+# 16. Как очистить вывод ячеек которые уже запущены? Clear Outputs
+# 17. Как работать одновременно в нескольких файлах в VSCODE? Что такое SPLIT?
+# можно разделить экран. открываешь несколько файлов рядом, чтобы работать с ними одновременно.
+# 18. Каким сочетанием убирается левый сайдбар? cmd + b
+# 19. Кнопка два листочка это наши локальные файлы? да это проводник
+# 20. Какая ошибка появилась в трассировке при запуске всех ячеек DICT или LIST? NameError
+# 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? процесс проверки данных на соответствие определенным правилам, требованиям или формату
+# 23. Что такое трассировка ошибки? детальный отчет о том, по какому пути шел интерпретатор и в каком именно месте возникла ошибка
+# 24. Что значит отвалился интерпритатор? Означает, что среда разработки (например VS Code) потеряла связь с программой (например Python), которая должна запускать ваш код.