diff --git a/hw3/HW_3.ipynb b/hw3/HW_3.ipynb new file mode 100644 index 0000000..a78258b --- /dev/null +++ b/hw3/HW_3.ipynb @@ -0,0 +1,95064 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "4617850b-76fe-4314-a959-5710bf8b0410", + "metadata": {}, + "source": [ + "# Задание 1 (6 баллов)" + ] + }, + { + "cell_type": "markdown", + "id": "1008bff2-4681-4f7b-b227-ae4c08a5793f", + "metadata": {}, + "source": [ + "В данном задании мы будем работать со [списком 250 лучших фильмов IMDb](https://www.imdb.com/chart/top/?ref_=nv_mp_mv250)\n", + "\n", + "1. Выведите топ-4 *фильма* **по количеству оценок пользователей** и **количество этих оценок** (1 балл)\n", + "2. Выведите топ-4 лучших *года* (**по среднему рейтингу фильмов в этом году**) и **средний рейтинг** (1 балл)\n", + "3. Постройте отсортированный **barplot**, где показано **количество фильмов** из списка **для каждого режисёра** (только для режиссёров с более чем 2 фильмами в списке) (1 балл)\n", + "4. Выведите топ-4 самых популярных *режиссёра* (**по общему числу людей оценивших их фильмы**) (2 балла)\n", + "5. Сохраните данные по всем 250 фильмам в виде таблицы с колонками (name, rank, year, rating, n_reviews, director) в любом формате (2 балла)\n", + "\n", + "Использовать можно что-угодно, но полученные данные должны быть +- актуальными на момент сдачи задания" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "71cfae24", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: beautifulsoup4 in /Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages (4.11.2)\n", + "Requirement already satisfied: soupsieve>1.2 in /Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages (from beautifulsoup4) (2.3.2.post1)\n", + "\n", + "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.1\u001b[0m\n", + "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n", + "Requirement already satisfied: lxml in /Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages (4.9.2)\n", + "\n", + "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.0\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m23.1\u001b[0m\n", + "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n" + ] + } + ], + "source": [ + "! pip install beautifulsoup4\n", + "! pip install lxml" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "ef5a6999-e51a-4147-8365-a29853689f52", + "metadata": {}, + "outputs": [], + "source": [ + "import requests\n", + "from bs4 import BeautifulSoup" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "48bbf230", + "metadata": {}, + "outputs": [], + "source": [ + "response = requests.get('https://www.imdb.com/chart/top/?ref_=nv_mp_mv250')" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "5248c95d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'Content-Type': 'text/html;charset=UTF-8', 'Transfer-Encoding': 'chunked', 'Connection': 'keep-alive', 'Server': 'Server', 'Date': 'Sat, 15 Apr 2023 16:02:00 GMT', 'x-amz-rid': 'PVF22XGB4H9XJ9KFKASW', 'Set-Cookie': 'uu=eyJpZCI6InV1ODcxNTVjODUzNzFiNDIxMzg4NGMiLCJwcmVmZXJlbmNlcyI6eyJmaW5kX2luY2x1ZGVfYWR1bHQiOmZhbHNlfX0=; Domain=.imdb.com; Expires=Thu, 03-May-2091 19:16:07 GMT; Path=/; Secure, session-id=000-0000000-0000000; Domain=.imdb.com; Expires=Thu, 03-May-2091 19:16:07 GMT; Path=/; Secure, session-id-time=2312294520; Domain=.imdb.com; Expires=Thu, 03-May-2091 19:16:07 GMT; Path=/; Secure', 'X-Frame-Options': 'SAMEORIGIN', 'Content-Security-Policy': \"frame-ancestors 'self' imdb.com *.imdb.com *.media-imdb.com withoutabox.com *.withoutabox.com amazon.com *.amazon.com amazon.co.uk *.amazon.co.uk amazon.de *.amazon.de translate.google.com images.google.com www.google.com www.google.co.uk search.aol.com bing.com www.bing.com\", 'Content-Language': 'en-US', 'Strict-Transport-Security': 'max-age=47474747; includeSubDomains; preload', 'Vary': 'Content-Type,Accept-Encoding,User-Agent', 'X-Cache': 'Miss from cloudfront', 'Via': '1.1 2ba7b49ec4c4de4e67297e603c89a5e4.cloudfront.net (CloudFront)', 'X-Amz-Cf-Pop': 'FRA56-P4', 'Alt-Svc': 'h3=\":443\"; ma=86400', 'X-Amz-Cf-Id': 'k3DYb5k59Qo8cgdvLwQnpOjs_aYJ5B9Rc4vLkghRhrs43w0g44VTnQ=='}" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "response.headers" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "686acdbb", + "metadata": {}, + "outputs": [], + "source": [ + "my_soup = BeautifulSoup(response.content, \"lxml\")" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "c9d2e1dc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[
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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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  6. 6
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NOT YET RELEASED
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Seen
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  1. 1
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  9. 9
  10. 10
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\n", + "
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  1. 1
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  3. 3
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  6. 6
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  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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Seen
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\n", + "
\n", + "
\n", + "  
  1. 1
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  6. 6
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  9. 9
  10. 10
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"12\n", + " \n", + " 5.\n", + " 12 Angry Men\n", + " (1957)\n", + " \n", + " 9.0\n", + " \n", + "
\n", + "
\n", + "
\n", + "  
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  7. 7
  8. 8
  9. 9
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\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Schindler's\n", + " \n", + " 6.\n", + " Schindler's List\n", + " (1993)\n", + " \n", + " 8.9\n", + " \n", + "
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  1. 1
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  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 7.\n", + " The Lord of the Rings: The Return of the King\n", + " (2003)\n", + " \n", + " 8.9\n", + " \n", + "
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  6. 6
  7. 7
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\n", + "
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NOT YET RELEASED
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Pulp\n", + " \n", + " 8.\n", + " Pulp Fiction\n", + " (1994)\n", + " \n", + " 8.8\n", + " \n", + "
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\n", + "
\n", + "  
  1. 1
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  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 9.\n", + " The Lord of the Rings: The Fellowship of the Ring\n", + " (2001)\n", + " \n", + " 8.8\n", + " \n", + "
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  7. 7
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\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Il\n", + " \n", + " 10.\n", + " Il buono, il brutto, il cattivo\n", + " (1966)\n", + " \n", + " 8.8\n", + " \n", + "
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\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 42.\n", + " The Usual Suspects\n", + " (1995)\n", + " \n", + " 8.5\n", + " \n", + "
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Vayri\n", + " \n", + " 196.\n", + " Vayri patmut'yunner\n", + " (2014)\n", + " \n", + " 8.1\n", + " \n", + "
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The Top Rated Movie list only includes feature films.

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  • Shorts, TV movies, and documentaries are not included
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  • The list is ranked by a formula which includes the number of ratings each movie received from users, and value of ratings received from regular users
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  • To be included on the list, a movie must receive ratings from at least 25000 users
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Top Rated Movies by Genre

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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 1.\n", + " The Shawshank Redemption\n", + " (1994)\n", + " \n", + " 9.2\n", + " \n", + "
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\n", + "
\n", + "  
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\n", + "
\n", + "  
  1. 1
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\n", + "
\n", + "  
  1. 1
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  1. 1
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Requiem\n", + " \n", + " 85.\n", + " Requiem for a Dream\n", + " (2000)\n", + " \n", + " 8.3\n", + " \n", + "
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\n", + "
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\n", + "
\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Monty\n", + " \n", + " 147.\n", + " Monty Python and the Holy Grail\n", + " (1975)\n", + " \n", + " 8.1\n", + " \n", + "
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The Top Rated Movie list only includes feature films.

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  • Shorts, TV movies, and documentaries are not included
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  • The list is ranked by a formula which includes the number of ratings each movie received from users, and value of ratings received from regular users
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  • To be included on the list, a movie must receive ratings from at least 25000 users
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You Have Seen

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Calculating
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Top Rated Movies by Genre

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Recently Viewed

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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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Seen
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The Top Rated Movie list only includes feature films.

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  • Shorts, TV movies, and documentaries are not included
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  • The list is ranked by a formula which includes the number of ratings each movie received from users, and value of ratings received from regular users
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  • To be included on the list, a movie must receive ratings from at least 25000 users
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You Have Seen

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Top Rated Movies by Genre

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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 1.\n", + " The Shawshank Redemption\n", + " (1994)\n", + " \n", + " 9.2\n", + " \n", + "
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\n", + "
\n", + "  
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\n", + "
\n", + "  
  1. 1
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\n", + "
\n", + "  
  1. 1
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  1. 1
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Requiem\n", + " \n", + " 85.\n", + " Requiem for a Dream\n", + " (2000)\n", + " \n", + " 8.3\n", + " \n", + "
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\n", + "
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\n", + "
\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Monty\n", + " \n", + " 147.\n", + " Monty Python and the Holy Grail\n", + " (1975)\n", + " \n", + " 8.1\n", + " \n", + "
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The Top Rated Movie list only includes feature films.

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  • Shorts, TV movies, and documentaries are not included
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  • The list is ranked by a formula which includes the number of ratings each movie received from users, and value of ratings received from regular users
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  • To be included on the list, a movie must receive ratings from at least 25000 users
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You Have Seen

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Calculating
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Top Rated Movies by Genre

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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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Seen
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The Top Rated Movie list only includes feature films.

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  • Shorts, TV movies, and documentaries are not included
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  • The list is ranked by a formula which includes the number of ratings each movie received from users, and value of ratings received from regular users
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  • To be included on the list, a movie must receive ratings from at least 25000 users
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You Have Seen

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Top Rated Movies by Genre

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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 1.\n", + " The Shawshank Redemption\n", + " (1994)\n", + " \n", + " 9.2\n", + " \n", + "
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\n", + "
\n", + "  
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\n", + "
\n", + "  
  1. 1
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\n", + "
\n", + "  
  1. 1
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  1. 1
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Requiem\n", + " \n", + " 85.\n", + " Requiem for a Dream\n", + " (2000)\n", + " \n", + " 8.3\n", + " \n", + "
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\n", + "
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\n", + "
\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Monty\n", + " \n", + " 147.\n", + " Monty Python and the Holy Grail\n", + " (1975)\n", + " \n", + " 8.1\n", + " \n", + "
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The Top Rated Movie list only includes feature films.

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  • Shorts, TV movies, and documentaries are not included
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  • The list is ranked by a formula which includes the number of ratings each movie received from users, and value of ratings received from regular users
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  • To be included on the list, a movie must receive ratings from at least 25000 users
  • \n", + "
\n", + " Learn more about how list ranking is determined.\n", + "
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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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  6. 6
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NOT YET RELEASED
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Seen
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  1. 1
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  9. 9
  10. 10
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\n", + "
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  1. 1
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  3. 3
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  6. 6
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  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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Seen
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\n", + "
\n", + "
\n", + "  
  1. 1
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  6. 6
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  9. 9
  10. 10
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"12\n", + " \n", + " 5.\n", + " 12 Angry Men\n", + " (1957)\n", + " \n", + " 9.0\n", + " \n", + "
\n", + "
\n", + "
\n", + "  
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  7. 7
  8. 8
  9. 9
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\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Schindler's\n", + " \n", + " 6.\n", + " Schindler's List\n", + " (1993)\n", + " \n", + " 8.9\n", + " \n", + "
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  1. 1
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  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 7.\n", + " The Lord of the Rings: The Return of the King\n", + " (2003)\n", + " \n", + " 8.9\n", + " \n", + "
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  6. 6
  7. 7
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\n", + "
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NOT YET RELEASED
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Pulp\n", + " \n", + " 8.\n", + " Pulp Fiction\n", + " (1994)\n", + " \n", + " 8.8\n", + " \n", + "
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\n", + "
\n", + "  
  1. 1
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  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 9.\n", + " The Lord of the Rings: The Fellowship of the Ring\n", + " (2001)\n", + " \n", + " 8.8\n", + " \n", + "
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  7. 7
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\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Il\n", + " \n", + " 10.\n", + " Il buono, il brutto, il cattivo\n", + " (1966)\n", + " \n", + " 8.8\n", + " \n", + "
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\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 42.\n", + " The Usual Suspects\n", + " (1995)\n", + " \n", + " 8.5\n", + " \n", + "
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Vayri\n", + " \n", + " 196.\n", + " Vayri patmut'yunner\n", + " (2014)\n", + " \n", + " 8.1\n", + " \n", + "
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The Top Rated Movie list only includes feature films.

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  • Shorts, TV movies, and documentaries are not included
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  • The list is ranked by a formula which includes the number of ratings each movie received from users, and value of ratings received from regular users
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  • To be included on the list, a movie must receive ratings from at least 25000 users
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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 1.\n", + " The Shawshank Redemption\n", + " (1994)\n", + " \n", + " 9.2\n", + " \n", + "
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\n", + "
\n", + "  
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\n", + "
\n", + "  
  1. 1
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\n", + "
\n", + "  
  1. 1
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  1. 1
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Requiem\n", + " \n", + " 85.\n", + " Requiem for a Dream\n", + " (2000)\n", + " \n", + " 8.3\n", + " \n", + "
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\n", + "
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\n", + "
\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Monty\n", + " \n", + " 147.\n", + " Monty Python and the Holy Grail\n", + " (1975)\n", + " \n", + " 8.1\n", + " \n", + "
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The Top Rated Movie list only includes feature films.

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IMDb Charts

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IMDb Top 250 Movies

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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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  6. 6
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NOT YET RELEASED
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Seen
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  1. 1
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  9. 9
  10. 10
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\n", + "
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  1. 1
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  3. 3
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  6. 6
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  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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Seen
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\n", + "
\n", + "
\n", + "  
  1. 1
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  6. 6
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  9. 9
  10. 10
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"12\n", + " \n", + " 5.\n", + " 12 Angry Men\n", + " (1957)\n", + " \n", + " 9.0\n", + " \n", + "
\n", + "
\n", + "
\n", + "  
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  7. 7
  8. 8
  9. 9
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\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Schindler's\n", + " \n", + " 6.\n", + " Schindler's List\n", + " (1993)\n", + " \n", + " 8.9\n", + " \n", + "
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  1. 1
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  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 7.\n", + " The Lord of the Rings: The Return of the King\n", + " (2003)\n", + " \n", + " 8.9\n", + " \n", + "
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  6. 6
  7. 7
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\n", + "
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NOT YET RELEASED
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Pulp\n", + " \n", + " 8.\n", + " Pulp Fiction\n", + " (1994)\n", + " \n", + " 8.8\n", + " \n", + "
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\n", + "
\n", + "  
  1. 1
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  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 9.\n", + " The Lord of the Rings: The Fellowship of the Ring\n", + " (2001)\n", + " \n", + " 8.8\n", + " \n", + "
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  7. 7
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\n", + "
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NOT YET RELEASED
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Seen
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Il\n", + " \n", + " 10.\n", + " Il buono, il brutto, il cattivo\n", + " (1966)\n", + " \n", + " 8.8\n", + " \n", + "
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\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 42.\n", + " The Usual Suspects\n", + " (1995)\n", + " \n", + " 8.5\n", + " \n", + "
\n", + "
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Vayri\n", + " \n", + " 196.\n", + " Vayri patmut'yunner\n", + " (2014)\n", + " \n", + " 8.1\n", + " \n", + "
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The Top Rated Movie list only includes feature films.

\n", + " \n", + " Learn more about how list ranking is determined.\n", + "
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IMDb Top 250 as rated by regular IMDb voters.
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Showing 250 Titles
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"The\n", + " \n", + " 1.\n", + " The Shawshank Redemption\n", + " (1994)\n", + " \n", + " 9.2\n", + " \n", + "
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\n", + "
\n", + "  
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\n", + "
\n", + "  
  1. 1
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\n", + "
\n", + "  
  1. 1
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  1. 1
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\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Requiem\n", + " \n", + " 85.\n", + " Requiem for a Dream\n", + " (2000)\n", + " \n", + " 8.3\n", + " \n", + "
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\n", + "
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\n", + "
\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \"Monty\n", + " \n", + " 147.\n", + " Monty Python and the Holy Grail\n", + " (1975)\n", + " \n", + " 8.1\n", + " \n", + "
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\n", + "
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Showing 250 Titles
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  7. 7
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  10. 10
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  1. 1
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\n", + "
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  1. 1
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  10. 10
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NOT YET RELEASED
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Seen
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
\n", + "
,\n", + "
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  1. 1
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\n", + "
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  1. 1
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  10. 10
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NOT YET RELEASED
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Seen
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
\n", + "
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  1. 1
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\n", + "
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  1. 1
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  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
\n", + "
,\n", + "
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  1. 1
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\n", + "
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  1. 1
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  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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Seen
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  1. 1
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  3. 3
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  6. 6
  7. 7
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  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
\n", + "
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
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  10. 10
\n", + "
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  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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Seen
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  1. 1
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  7. 7
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  9. 9
  10. 10
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
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  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
\n", + "
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Seen
\n", + "
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Seen
,\n", + "
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  1. 1
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  3. 3
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  6. 6
  7. 7
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  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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Seen
,\n", + "
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\n", + "
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  1. 1
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  7. 7
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  9. 9
  10. 10
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
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  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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NOT YET RELEASED
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Seen
,\n", + "
,\n", + "
\n", + "
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  1. 1
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  7. 7
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  9. 9
  10. 10
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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Seen
,\n", + "
,\n", + "
\n", + "
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  1. 1
  2. 2
  3. 3
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  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
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  4. 4
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  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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Seen
,\n", + "
,\n", + "
\n", + "
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  1. 1
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  6. 6
  7. 7
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  10. 10
\n", + "
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NOT YET RELEASED
\n", + "
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
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  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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Seen
,\n", + "
,\n", + "
\n", + "
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\n", + "  
  1. 1
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  3. 3
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  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
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  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
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NOT YET RELEASED
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,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
  7. 7
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  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
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\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
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NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
  7. 7
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  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
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  1. 1
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  1. 1
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  1. 1
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\n", + "
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  1. 1
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NOT YET RELEASED
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  1. 1
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  10. 10
\n", + "
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  1. 1
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,\n", + "
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NOT YET RELEASED
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  1. 1
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  10. 10
\n", + "
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\n", + "
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  1. 1
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NOT YET RELEASED
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  1. 1
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  10. 10
\n", + "
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\n", + "
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\n", + "
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  1. 1
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,\n", + "
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NOT YET RELEASED
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\n", + "
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\n", + "
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,\n", + "
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NOT YET RELEASED
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\n", + "
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\n", + "
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Seen
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\n", + "
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  10. 10
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  1. 1
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  10. 10
\n", + "
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Seen
\n", + "
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,\n", + "
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  1. 1
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\n", + "
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  1. 1
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  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
\n", + "
,\n", + "
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  1. 1
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  10. 10
\n", + "
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  1. 1
  2. 2
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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Seen
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
\n", + "
,\n", + "
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\n", + "
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  1. 1
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  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
\n", + "
,\n", + "
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\n", + "
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  1. 1
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
,\n", + "
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
\n", + "
,\n", + "
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  10. 10
\n", + "
,\n", + "
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  1. 1
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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Seen
,\n", + "
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
\n", + "
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
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  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
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  3. 3
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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Seen
,\n", + "
,\n", + "
\n", + "
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  1. 1
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  3. 3
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  7. 7
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  9. 9
  10. 10
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
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Seen
\n", + "
\n", + "
,\n", + "
\n", + "
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  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
  2. 2
  3. 3
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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NOT YET RELEASED
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Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
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NOT YET RELEASED
,\n", + "
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Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
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NOT YET RELEASED
,\n", + "
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,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
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NOT YET RELEASED
,\n", + "
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Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
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NOT YET RELEASED
,\n", + "
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,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
\n", + "
\n", + "
NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
,\n", + "
NOT YET RELEASED
,\n", + "
,\n", + "
,\n", + "
Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
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  1. 1
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\n", + "
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  1. 1
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  1. 1
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
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\n", + "
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  1. 1
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,\n", + "
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NOT YET RELEASED
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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\n", + "
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  1. 1
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  10. 10
,\n", + "
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NOT YET RELEASED
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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,\n", + "
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  1. 1
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  10. 10
,\n", + "
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NOT YET RELEASED
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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Seen
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,\n", + "
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\n", + "
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  1. 1
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  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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  1. 1
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  10. 10
\n", + "
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Seen
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\n", + "
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  1. 1
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NOT YET RELEASED
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  1. 1
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  10. 10
\n", + "
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Seen
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,\n", + "
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\n", + "
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  1. 1
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NOT YET RELEASED
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\n", + "
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Seen
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,\n", + "
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  1. 1
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,\n", + "
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Seen
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  1. 1
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  10. 10
\n", + "
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Seen
\n", + "
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,\n", + "
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  1. 1
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\n", + "
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  1. 1
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  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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  1. 1
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  10. 10
\n", + "
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NOT YET RELEASED
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
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  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
  2. 2
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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Seen
,\n", + "
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\n", + "
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  1. 1
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  7. 7
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  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
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  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
  2. 2
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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Seen
,\n", + "
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\n", + "
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  1. 1
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  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
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  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
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Seen
,\n", + "
,\n", + "
\n", + "
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  1. 1
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  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
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  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
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  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
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Seen
\n", + "
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Seen
,\n", + "
,\n", + "
\n", + "
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  1. 1
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  9. 9
  10. 10
\n", + "
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NOT YET RELEASED
\n", + "
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\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
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  10. 10
\n", + "
,\n", + "
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  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
,\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
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Seen
\n", + "
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NOT YET RELEASED
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Seen
,\n", + "
,\n", + "
\n", + "
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  1. 1
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  3. 3
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  9. 9
  10. 10
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
,\n", + "
\n", + "
\n", + "  
  1. 1
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  3. 3
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  10. 10
\n", + "
,\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
  5. 5
  6. 6
  7. 7
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  9. 9
  10. 10
,\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
,\n", + "
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NOT YET RELEASED
,\n", + "
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Seen
,\n", + "
,\n", + "
\n", + "
\n", + "
\n", + "  
  1. 1
  2. 2
  3. 3
  4. 4
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  6. 6
  7. 7
  8. 8
  9. 9
  10. 10
\n", + "
\n", + "
\n", + "
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NOT YET RELEASED
\n", + "
\n", + "
\n", + "
Seen
\n", + "
\n", + "
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,\n", + "
,\n", + " ...]" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "my_soup.find_all(\"div\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "28c8207c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6c2b0313", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d60a7217", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "96e54c97-6af4-43f0-ad8f-6f23bbd7a829", + "metadata": {}, + "source": [ + "# Задание 2 (10 баллов)" + ] + }, + { + "attachments": { + "620850d6-6407-4e00-8e43-5f563803d7a5.png": { + "image/png": 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" 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gk+XsrWyFDepDiZodjcOaRfyY0wrbayOu2Ji7Wn6A9+Y9yIkZs5g+7j6eussFXU0x6ce28vZjS1kTV3rWDQgq9WZ3+s98gll+dlRlxbLyxbf5OPbnYRAThz/4C8+UP8A9Nz7M8/c4Q3UBqVsXsl3CHZChGHGF6XwIC3cka28mtfoQou6dziB3BUU1U19VzKnUYxzcc4S0Krlzpa24oneoqqZUNn/0Aps/avaZlO9fyOMLL3H22FzA/iUvsn9JUy9PZfEfx7P47P9X/RPPjP/pMqpuu84eX2/p6yT8xa+henahm2sSRzIsgBF7+yoSVnzKxlN2OHoEETJgBNNmBrH1q7UcKb/W1QqQKX+vK5cT0BLq4tfT4RYejm/WFpLrFBpn1lIx19VQa6qj1hRPzJoCam+dzZghR4hfn00doGvXi5Hjh9IzwAmlLJUjWzewI81K8NSHmFT5GQu2FmHReRM5YxYRh97i65Mqqn0vJt/fh6plO6gdPZZ+Pu4426nUl6Rw6Kd17Mq+8HLMptupwYoLoZNmMTHcCXu1iuL4LazdlESRBQz+NzB23EC6+hhpKC6h1h6yAdXgR/fxNzIywgsnaxUFe77miwOlV2UWx9YmE4cJIS5N5014uDPZiRnUXuw51hJOxuWg69iZID2o+mAG3zyazvk/smzRJ3x1SEf4lBsZ4F5LbmY+DgEBuCqg2rUnyMeAb4BP43eGdyCBdRlklrvj7VdH0vcLWbBwCavSvRk4rh9B5yXWxduxAjWc2vstny98j/eXHaEsfAIjQhRUuzCG3zQY3/TVfL7oU5btyqbq9AXV+rARjPdLY9PH7/DuouWsi6+4LoMd2kK4WxuHVO661JCMEOKKUY1BRN5yHw/cezuTB3TA3WCP/+AbGeTbOH6uenahm3sKCemXvhnQbDJR5+CEAypqUE96Oxxn1440CirLKDiykV15nege7kx9dib53h3oYKeCf3sCy4uoCwjCS6fDJSgQ5+wMcqyAWo+pspKqyiLSD50k1y2AAIdzo/bi7bigYMFUUkh5TR01+Yc5mm2Hu4cTSmBXuipH2b07g6KKMorSMsira/xdrQ31mB088HbVYTGVUFx5/aaSDMsI8Run7zSAnqXr+HqXG12GTeaekc4ohTv5LgZAh2tYBL5ZW0iqvfRlggYnZ+xrT1GLgs7ZBafqfMqtP7/GREWFFWc3F/SlaaRUTaVTgJ6cYH/KD20jb0AvOjonURnsRm5cNvV4nLvx2lpMqh1Go8LZN85cqh3F4ELEqLEMDfPGzWjBooDplILi6IRjzSmq1CZ+n9Sf+Gb/GEZPu59+FSfYu3ErMflXeoqvK0PCXYjfOGvSSj5Pavz33u9OctDBAX19DXVWBXRehIe7kBOTwSVv4dO1o1uPQKyZu8m1gLW6GpOzB+46lTyrAjjh5qbDlFaFaq0jJR36hnYjxK+K7KPpZAWOY3BEF2p8UknOaCpMz56b/qzaL9pONYZu05gUlMXqz5eRXGkk5KYHiQbU6mpMLp54GFTy6s/boGoiP2Y1X8S6EzziVm6d1J+8xfsajySuM00Oy6jXYGJ5W6WlL9tCf7eFGkRboGKuraHudJipHl3p5tnUkIyC0cEZZxc32gV1Y8CU2xjrlcT2PVnUAkruMY7W9mTY8M74urrj23ssw/wzOJFchRULBUlp1HcbxRBDEikVDeSk5OM1dChh+YkkmZoZLbY2YMYdb18HDJdoR1UUUBQUvR6DXuXnwXMl5xhHa3oSNaorQe5OOLm64PjzDJOu/gR5OmCv1FJaUE69nT3219F9TWd/ji/Yc9fpdNTV1V1yIQihXV1dHTrdxf9Y20p/N1en+C3S4RoWhl/WDr6vOTvh6qmrdSby5ofoqlqorSqiIO0Aq5fGknr6piLFnMnelVuwHzeRO+5zhNIUjq1Zz4Gyxr8x5dQxjpt60Ds5mUIrWDISSCcQ15PJVDVTlVKfwtGj/Zk6fjgRC3+6SDsKlprtbOk8nrH3DMRZb6GuuoSsVDNYMtnz/UYMY0Yw/V437KnHVJLC/hqwDxzI+HHhtLNXMVfkkrjtEOnXybD7+VlywZS/ZrMZvV6Pr6/vNSnQ1uTn52O1WjEYmh4Bayv93Vyd4jdI503kjJl0iX2PZXHX57jzb8n5WXLBrprBYKChoYHycrkT4dcqKyvDYrFcMjDbQn9rqVP89qjuXenWLpWE1KYm7hZtzflZcsGeO4CiKNTX12M0GnF1dcXOzk4O2TWyWq3U1dVRUVGBxWLBaDQ2+5pr0d+XU6cQom07O0uaDPefmc1mzGbzRZdzExdSFAVFUTAYDC3eE76a/f1r6hRCtG1ms/nSl0LKB//qkv4WQrQGg8HQBu5QFUII0eok3IUQwgZJuAshhA2ScBdCCBsk4S6EEDbIYDLJInVCCGFrDP7+/te6BiGEEK1MhmWEEMIGSbgLIYQNknAXbYvOhz4TpzG6i/P56zIIIVpAwv1S7Dzp1L0bHVyuo7auZs1atLQeXQB9Rw+jp59926hHiOvUZUxkosPONYjg9n44NuSSlJx78RXRf2nFi17jpzB+QBj+bkaspjLyMo6x8bsfOFbadlcA0vkPZeacnhx9J4Gsqis7mVdrtXU1a5Z6hGi7WhDuCgZHT7x8AvFxc0AHqA1aXqej/bh7mD0CDq9bxsr0CqxOvnQOc6Da1HaDXQghrmdKZGSktoTVexAcHoaHAaxWCzqdHrVWw5674k7Ug09zU/WXPPNpLBed9l/nTpfRU5k0tCuBLiqVufHsWbeGTQnlWAFd+xH84ffRhHrbYy5O41hyPR16R+BlzmHPN5+z+mRl4xK6ijOdo25k4uCuBPs4o1bkELdjDd9vT6da63eJPpRbnnmAEZ7nj1qpVO1dxN+XJWDR0Jbi3oe7HptBx4TP+O+yE1SpoLj0YMb8WXQ8uoj/rkyhVqexrdaquZl+1kqxD2TQ1KlE9wrGx8WApbaaisLDfPvBak7WtqAeO1/6T7qZ8f07421fT0lWCfpOgZStfJV3tpc0vqfN1awLYML8xxiWsYjnlyc1btfQm3temYnbmtPb0VqPEDZC7+/v/w9Nz1TrqLfqaCjLIqfSQDt3RxRzJSUllVx6AS4r9sEDGNjFmfKTcWRVNxUhDoTd9CD3j3Am+adVrN1xghKPSCZOGoBz2iHiS8zoOwzhlmEK2xd+wR5jfyYP1rN/yTIO2PVjyjBnEncnUqYa6XjjXP40ypnEzWtZs3EfidX+DJ40htCKwxzKaXYA6fTvWkVW3CEOpBnp3suJ2CXv8fm6nezcuYs9J/Mw1VuA5ttS6/JJzHVm4JSxhFUfJzbbQOSMexlr3MVHSw9QbNHaVmvV3Hw/a6On85SHmBNpYs/3K1i9eQ8Hj6dyqqSQnMxiTKrGehRnet3+MHf1s3L8x5Ws3Z1IkcGfsI6e1CTsYn9GjbaaFVfChgwmuPwQ2078/IXgR+SY3tgnnt5Oa/WzENeJFgzLqNSUZFMDKG4taaKB5LWLWeF0J1PnP8XguIPs3r2XQ8klv+zFK+59GDvEm9wNb/DV9gKsQEJSPgbf+Ywf04dNKfswAaiV5GdmcsKYRe1gJ/LT0ogllen9fPCxgwxDJBNGtiNh+Wt8F1PV+CHPPIWhw7PMHNAD9/27KNO0995AVVEhJicTFtWCqaSA/IJzv5QUV21t1SStZcmGDsybNovb/Kvp1bWYH9/eRGa99ra09nOzNWvo5wpN/aPDxdUJTCdJSUol8/TYdXpSC+vxiGREXxcy1r7P1zuKUYGEJCuhw0L4+U9MU82t1D9C2JKrsjKEWpvNziVvcNA7jMhBg4m65y9MzN7MZ59tJNUEOv9ggvSlHEguPjM0YC0iObmUGwe0x1+3j9RzNtiYQIrS+G8rCooCusCOtLdzxGXGs7x+55mnKzo9SrEn7goaw7152tsyk7P5S1aHPc5tUQFk/vAftpy6NosNa+nnCk07sA2c3LCSQ/dOZ+6z3Ug9doTDMQeISSiktgX9q/MLJEBXxv70Ui72Mk01y6kbIS5wFZf9UaktSmLv2iQO7B7A3Y/9jhljkvjX6gyAFl7TrGK1qk0EgoJiLWHvkk/YdurcvTLVYqL0MnbULp4b2tvSeXSmS4CemhoLAX36Erx9PelNnHxorYy61HZa69pxc8FBlr4ez9ZufejXty/j5oxkYtYmFn+ygeRqjfWojY8pyqWrar5mFauK5nVn5btA/BZck+vcLWWJJOapePh6YQCseZlkWzwJDfM6U5DOm7AwTyy52eSdF8qW+OU89+SnxJw3hG49lUm2xYNOQUZKCgrIP+unoLgKTRf3nM3cQINij6PjhfGiuS1jEKNn3UxI7mrefnMFCe7RzJwWgdP5m7xEW61Wcwv7uVmWKnKO72L1knd56Y215LUfw5QbvM8N42b70JPwLn7oL9KEpprVKiqrVBx9fHBtrvtaq5+FaOO0n1BFwd6zI+19ffBwdcbeqEdRjNg7u+HuaqCusrrpE6uKG30mTyHSW4/OYI+Tmy+hA8YxfqAXRft+ZE+6CbWuiDKXXowa2RufhmrMjv70mjCdieE17Fm+iiMlZnS+PRkVaeDE5iOcOmvoQOfdneh+DiRuPUxOVRElDt0ZOWoQEa4qZsUO13YBdOoegUdlNkUaz6f+TK13JHTYQHr46CmvBFe/TvQIhKz8KtQ6LW3ZEzL5Xu4MSeXLhetIKc0lpdSP4ZOG0i47hhOFDdraasWam+tnbYyEjZrOkCAjit4OR1cvgsJ60qd7O8pit3Eo58xhSXP1lDv3InpkPzro66jTOeHpH0qvvh1RT59Q1VZzAyaHUIYO7UkglVTjTLvAsHO209r9LERb16Jwd/DsgL+nCw5GfePemc6Anb0D9sYGKorKmr7MUeeMT2hX+g0cwogRwxk+pA9h7WpJ2vody7dlnR6jtVCSGEeW0p5+w6MZObg7AWoG27/+kh8SGz90msK9wUJZ0lGSqt3o3Hsgw6KGMLhvV4I9FArjj5JR2cKPr6WI7EJ7gnsPJCpqMP27B+FUkcKRpGLMNN+WseME/nhbMPFfLmZzdmOQ1+VnUN1hBBP625O0P5FSi5a2Wq/m5vpZE8UR77DeDB42jJEjoxg2OJKufhbSd65kxa4cas7eUHP1JB0n3exLtxuGMXL4IAb29IXCTE7EHiKpqAEtfxsANTnJ5CiB9B4ynJFRN9C/hw9qYRbxsYdJLGrQWI8QtkP7de5CCCGuGzK3jBBC2CAJdyGEsEGyzJ4QQtgg2XMXQggbJOEuhBA2SMJdtC06P/pNvY0J3V1kJSYhfgUJ90uxb0dIrx50bPa2xzbU1tWsWYuW1qMLZOCEEfQOuEIrMQnxG9GiuWUMzv4EBQXSzsUJO52FOlMpBdmp5FZcdJb20y/0JnLyLUweHEGgux2W6lJOpcWy7qvviS1pu5fZ6wJGMmduH2Jff6HlN0Bdo7auZs3XYz1C/FZoD3fFEe8OwbjV55GdWkm94ki7wE50CNNRf+wERReduEVH8KQHuH8MHFj5OctTy1Cd/QiJcKRa8+oZQgghWkKJiIjQnrCKgqKemY1RcQ0lsqsPZQn7SLvYvKuKB6Mef4Hbqhczf0EMdRfbts6D7hNu4abhPWjvBhVZx9mxagXrT5Y1rsQUPJoH54wjwseBhqIUYhPq6NivG94Nmez84mO+PV5xeiUmF0KjpzE1qjud/FxRyzM5uvl7lm9OoUrzSkzh3PnSo4xud+GqPZU73+NvS0403qreTFuKR3/++ORsOp34kH8tOUalCoprb2Y/9Qc6x77Hv5YnUqPT2FZr1dxMP2ulOLRn2C23Mq5vx19WYirPO8CXb31HXG0L6rHz54abf8eUG8LwdqijOL0YQ2gQJd88z783FWt+TxWnzgyfHE3/iI74t3PD1cmIWldJ4qq3eGdzPlaNzxHCVrRsyl/13Gl29Xb26NUaausukZpqNadOVaCLHMCggGNsP9XUEI4DXW6dx0PDrRxcuYSVuQpBQyYz7eFHcHnrNb5OrEXn0YEw3yI2vvUtmf1m8UBULevff4+8/ncx+46xHDr5HakWOzpPncdjIxvYvfJLVmfW4hoxmtumz2VO7T95d1eJtvlTLOms/c+L7Og4lofndNQ4Aq0AAAbOSURBVOXkJ++zIdsKqFhNpaeXY9PQVtkhln4awt8evot70v/N/3bU0e/OGfSv/on/fJ/YOAeLprZaq+bm+1kbPSFT72Nm3yLWLfuAY4V1KI7u+HmbKfj57dVSj+JC5IyHmRNZye5Vn/BVoR6/rlHcGHp2W9reU8Utgqjo3qi7vuPrlQVU1FrQO7qhFJyZB17Lc4SwFZc9n7vi4EdIB0/q849TcNHdcYAGElYs5Gunu7nl6eeJOrqX7dt3sj+h+MxKTB79mTjch+wfXmHxpjyswImEPAx+TzFpYn9+TNpFNYBayamMdI7bZVAT5UxeSgoxJHH7DX742UOaoT9TxrQj7ovn+Wrf6Uml0nMxdHqJewf3wmP3Nko1rsRUWZhPtbMJMxaqi/LIO28+XMVNS1sqpvjvWbQ2mCduu5eZgVX06VHEmtfXk1avvS1tNNSsoZ/LNa7E5OrqAtVxJCUkk1bZ2M45C6poqcezP2MGupK64k0+31KECpyItxIRHXpmJSZN/Xymzdwje4iJu9SxjpbnCHH9u6xw1zkFEh7RGceKJE5mlze7d6nWZrLlo5fZ49uFAUOHEX3/c0zN+pFFH64nqVpFH9iJDoZS9iYWnrXaTgEJiSVMGxRMoH4X56zgdvZKTNafV2JS0Ad1JtjeCde7X+G9u88uWI+uqB0eChrDvXna22og68fFfBvxFL+PDiR95T/5KefaBIuWfi7XVFoDx9cu58Cf7uDRl3qSfCSGA/v2su9EfotWYtIHtCdQV8ru1IsfUV3N91QIW9LicNc7d6BLl2AMJfGcyCimXvMHS6W2IJ6d38ezZ8cg7ntyFrMnxvP3b9OAy1yJ6fy2FQXFWsTOjz5gY+55D5qrKW7xDnFTqz21vC2dZyjdgwzU1FgI6jeQTptXkXrB0c4l2mqtmmnFlZjy9/Lxi8fZ0LM/NwwYwI1zxzI1fT0LP/iBxHNOlF+iHhVUFHSXWomp1d9TIX4bWnadu9GHkPBgjCUnOZnekmA/l6UknpO5Kp5+PhgBS246mWZPwiN8zlptx5cuEe0wZ2eSe96hgTluKX95ZAH7zhsituQ0biekgx3FeXnknf1TVHlZKzGZscfR8cJu0tyWsQMT/nA7Ydnf8uo/l3HCYyxzbunW5EpMF2ur1WpuYT83y1JF9pFtfPfRGzz30gpyO07glmEXrsTUXB926R5w0b2MVn9PhfiN0Ht5ef1D21MVXNt3J9ixjMysEiwGO4zGxh+DXsViucgulOJOv5tvob+PHp3BASd3f8IHT2LyEG8Kdq1lR2o1am0hZS59GTc2Et+GKhocg+g75Q6mdK1hx9JvOFRsRucXyfj+Bo5tiDknhHQ+vRh7gwPxGw+SVZlPsUNvxowfRjc3FbNij6t3IKE9u+JZmUlBTdMlXoxa70TYyCH09tVRVgluAaH0DlLJOFWJWlegoS17wqb/idlhyXz6ziqSSnJIKAlg9M0j8M7cz9GCBm1ttVbNGvpZGyMR4+9geAcjit4eJzdvOkT0oV9PH0pjNnIg6+yVmC7Vh4WUukQybuwNBOtrqNM50S4ogsj+nVFPbmN3Wo3GfgbFJYyokSFUHtjEkcKm/xa1PEcIW9GCcHfAKzAYDycX2vkG4ud35sfXsYb84qqmrzjQueAb3p2BQ0YweswoRkf1I8KrhoSNX7J0U8bpVXvMFMcfIUPpyMBRYxkT1ZtANZXNny9mVfzplZi0hHuDmZKEw8RXuRPadwgjo4cTNbA7ndop5McdvvjlmhdjLiSz0IFOfYcyKjqKQT3b41SezOGEIhqwNNuWsfMUHvp9R+I+XciPmY2BV5eXSlXH0Uwe5EDCrpOUWLS01Vo1N9/PmihO+HTpR9SIaMaMiSY6agDd/c2kbf2aZVuzz12JSUM9KWY/eg2JZszoKAb39oeCdI4dPEB8wemVmDS8pxLuQpyrZde5CyGEuC7I3DJCCGGDJNyFEMIGSbgLIYQNknAXQggbJOEuhBA2SMJdCCFskIS7EELYIAl3IYSwQRLuQghhgyTchRDCBkm4CyGEDZJwF0IIGyThLoQQNkjCXQghbJCEuxBC2CAJdyGEsEES7kIIYYMk3IUQwgZJuAshhA2ScBdCCBsk4S6EEDZIwl0IIWyQhLsQQtggCXchhLBBEu5CCGGDJNyFEMIGSbgLIYQNknAXQggbJOEuhBA2SMJdCCFskIS7EELYIAl3IYSwQRLuQghhgyTchRDCBkm4CyGEDZJwF0IIGyThLoQQNkjCXQghbJCEuxBC2CAJdyGEsEES7kIIYYMk3IUQwgZJuAshhA2ScBdCCBsk4S6EEDbo/wFtC83kLclb9QAAAABJRU5ErkJggg==" + } + }, + "cell_type": "markdown", + "id": "3296f02c-0c22-4460-a537-d202676c96ba", + "metadata": {}, + "source": [ + "Напишите декоратор `telegram_logger`, который будет логировать запуски декорируемых функций и отправлять сообщения в телеграм.\n", + "\n", + "\n", + "Вся информация про API телеграм ботов есть в официальной документации, начать изучение можно с [этой страницы](https://core.telegram.org/bots#how-do-bots-work) (разделы \"How Do Bots Work?\" и \"How Do I Create a Bot?\"), далее идите в [API reference](https://core.telegram.org/bots/api)\n", + "\n", + "**Основной функционал:**\n", + "1. Декоратор должен принимать **один обязательный аргумент** — ваш **CHAT_ID** в телеграме. Как узнать свой **CHAT_ID** можно найти в интернете\n", + "2. В сообщении об успешно завершённой функции должны быть указаны её **имя** и **время выполнения**\n", + "3. В сообщении о функции, завершившейся с исключением, должно быть указано **имя функции**, **тип** и **текст ошибки**\n", + "4. Ключевые элементы сообщения должны быть выделены **как код** (см. скриншот), форматирование остальных элементов по вашему желанию\n", + "5. Время выполнения менее 1 дня отображается как `HH:MM:SS.μμμμμμ`, время выполнения более 1 дня как `DDD days, HH:MM:SS`. Писать форматирование самим не нужно, всё уже где-то сделано за вас\n", + "\n", + "**Дополнительный функционал:**\n", + "1. К сообщению также должен быть прикреплён **файл**, содержащий всё, что декорируемая функция записывала в `stdout` и `stderr` во время выполнения. Имя файла это имя декорируемой функции с расширением `.log` (**+3 дополнительных балла**)\n", + "2. Реализовать предыдущий пункт, не создавая файлов на диске (**+2 дополнительных балла**)\n", + "3. Если функция ничего не печатает в `stdout` и `stderr` — отправлять файл не нужно\n", + "\n", + "**Важные примечания:**\n", + "1. Ни в коем случае не храните свой API токен в коде и не загружайте его ни в каком виде свой в репозиторий. Сохраните его в **переменной окружения** `TG_API_TOKEN`, тогда его можно будет получить из кода при помощи `os.getenv(\"TG_API_TOKEN\")`. Ручное создание переменных окружения может быть не очень удобным, поэтому можете воспользоваться функцией `load_dotenv` из модуля [dotenv](https://pypi.org/project/python-dotenv/). В доке всё написано, но если коротко, то нужно создать файл `.env` в текущей папке и записать туда `TG_API_TOKEN=`, тогда вызов `load_dotenv()` создаст переменные окружения из всех переменных в файле. Это довольно часто используемый способ хранения ключей и прочих приватных данных\n", + "2. Функцию `long_lasting_function` из примера по понятным причинам запускать не нужно. Достаточно просто убедится, что большие временные интервалы правильно форматируются при отправке сообщения (как в примерах)\n", + "3. Допустима реализация логирования, когда логгер полностью перехватывает запись в `stdout` и `stderr` (то есть при выполнении функций печать происходит **только** в файл)\n", + "4. В реальной жизни вам не нужно использовать Telegram API при помощи ручных запросов, вместо этого стоит всегда использовать специальные библиотеки Python, реализующие Telegram API, они более высокоуровневые и удобные. В данном задании мы просто учимся работать с API при помощи написания велосипеда.\n", + "5. Обязательно прочтите часть конспекта лекции про API перед выполнением задания, так как мы довольно поверхностно затронули это на лекции\n", + "\n", + "**Рекомендуемые к использованию модули:**\n", + "1. os\n", + "2. sys\n", + "3. io\n", + "4. datetime\n", + "5. requests\n", + "6. dotenv\n", + "\n", + "**Запрещённые модули**:\n", + "1. Любые библиотеки, реализующие Telegram API в Python (*python-telegram-bot, Telethon, pyrogram, aiogram, telebot* и так далле...)\n", + "2. Библиотеки, занимающиеся \"перехватыванием\" данных из `stdout` и `stderr` (*pytest-capturelog, contextlib, logging* и так далле...)\n", + "\n", + "\n", + "\n", + "Результат запуска кода ниже должен быть примерно такой:\n", + "\n", + "![image.png](attachment:620850d6-6407-4e00-8e43-5f563803d7a5.png)\n", + "\n", + "![image.png](attachment:65271777-1100-44a5-bdd2-bcd19a6f50a5.png)\n", + "\n", + "![image.png](attachment:e423686d-5666-4d81-8890-41c3e7b53e43.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "8c1719be-44c8-4051-81e2-8695ae212b25", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import sys\n", + "import time\n", + "\n", + "\n", + "def telegram_logger(chat_id):\n", + " # Ваш код здесь\n", + "\n", + "\n", + "@telegram_logger()\n", + "def good_function():\n", + " print(\"This goes to stdout\")\n", + " print(\"And this goes to stderr\", file=sys.stderr)\n", + " time.sleep(2)\n", + " print(\"Wake up, Neo\")\n", + "\n", + "@telegram_logger()\n", + "def bad_function():\n", + " print(\"Some text to stdout\")\n", + " time.sleep(2)\n", + " print(\"Some text to stderr\", file=sys.stderr)\n", + " raise RuntimeError(\"Ooops, exception here!\")\n", + " print(\"This text follows exception and should not appear in logs\")\n", + " \n", + "@telegram_logger()\n", + "def long_lasting_function():\n", + " time.sleep(200000000)\n", + "\n", + "\n", + "good_function()\n", + "\n", + "try:\n", + " bad_function()\n", + "except Exception:\n", + " pass\n", + "\n", + "# long_lasting_function()" + ] + }, + { + "cell_type": "markdown", + "id": "69f2a9fb-55dd-4493-a9cc-8ef70cbe6d4b", + "metadata": {}, + "source": [ + "# Задание 3\n", + "\n", + "В данном задании от вас потребуется сделать Python API для какого-либо сервиса\n", + "\n", + "В задании предложено два варианта: простой и сложный, **выберите только один** из них.\n", + "\n", + "Можно использовать только **модули стандартной библиотеки** и **requests**. Любые другие модули можно по согласованию с преподавателем." + ] + }, + { + "cell_type": "markdown", + "id": "89661f9a-f2d2-4b9b-ad65-a043623ce8a7", + "metadata": {}, + "source": [ + "❗❗❗ В **данном задании** требуется оформить код в виде отдельного модуля (как будто вы пишете свою библиотеку). Код в ноутбуке проверяться не будет ❗❗❗" + ] + }, + { + "cell_type": "markdown", + "id": "68fab3fe-8d02-456e-ae97-ecece564b1cd", + "metadata": {}, + "source": [ + "## Вариант 1 (простой, 10 баллов)\n", + "\n", + "В данном задании вам потребуется сделать Python API для сервиса http://hollywood.mit.edu/GENSCAN.html\n", + "\n", + "Он способен находить и вырезать интроны в переданной нуклеотидной последовательности. Делает он это не очень хорошо, но это лучше, чем ничего. К тому же у него действительно нет публичного API.\n", + "\n", + "Реализуйте следующую функцию:\n", + "`run_genscan(sequence=None, sequence_file=None, organism=\"Vertebrate\", exon_cutoff=1.00, sequence_name=\"\")` — выполняет запрос аналогичный заполнению формы на сайте. Принимает на вход все параметры, которые можно указать на сайте (кроме Print options). `sequence` — последовательность в виде строки или любого удобного вам типа данных, `sequence_file` — путь к файлу с последовательностью, который может быть загружен и использован вместо `sequence`. Функция должна будет возвращать объект типа `GenscanOutput`. Про него дальше.\n", + "\n", + "Реализуйте **датакласс** `GenscanOutput`, у него должны быть следующие поля:\n", + "+ `status` — статус запроса\n", + "+ `cds_list` — список предсказанных белковых последовательностей с учётом сплайсинга (в самом конце результатов с сайта)\n", + "+ `intron_list` — список найденных интронов. Один интрон можно представить любым типом данных, но он должен хранить информацию о его порядковом номере, его начале и конце. Информацию о интронах можно получить из первой таблицы в результатах на сайте.\n", + "+ `exon_list` — всё аналогично интронам, но только с экзонами.\n", + "\n", + "По желанию можно добавить любые данные, которые вы найдёте в результатах" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fc2beee9-cc4e-45d7-a3a8-ac253f69c145", + "metadata": {}, + "outputs": [], + "source": [ + "# Не пиши код здесь, сделай отдельный модуль" + ] + }, + { + "cell_type": "markdown", + "id": "e19fb0f1-b99a-4e6b-b181-fbc9d75fbb8d", + "metadata": {}, + "source": [ + "## Вариант 2 (очень сложный, 20 дополнительных баллов)" + ] + }, + { + "attachments": { + "e45d0969-ff95-4d4b-8bbc-7f5e481dcda3.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "3fc45fc9-e81b-4990-aaf2-73554532ba21", + "metadata": {}, + "source": [ + "В этом варианте от вас потребуется сделать Python API для BLAST, а именно для конкретной вариации **tblastn** https://blast.ncbi.nlm.nih.gov/Blast.cgi?PROGRAM=tblastn&PAGE_TYPE=BlastSearch&LINK_LOC=blasthome\n", + "\n", + "Хоть у BLAST и есть десктопное приложение, всё-таки есть одна область, где API может быть полезен. Если мы хотим искать последовательность в полногеномных сборках (WGS), а не в базах данных отдельных генов, у нас могут возникнуть проблемы. Так как если мы хотим пробластить нашу последовательность против большого количества геномов нам пришлось бы или вручную отправлять запросы на сайте, или скачивать все геномы и делать поиск локально. И тот и другой способы не очень удобны, поэтому круто было бы иметь способ сделать автоматический запрос, не заходя в браузер.\n", + "\n", + "Необходимо написать функцию для запроса, которая будет принимать 3 обязательных аргумента: **белковая последовательность**, которую мы бластим, **базу данных** (в этом задании нас интересует только WGS, но по желанию можете добавить какую-нибудь ещё), **таксон**, у которого мы ищем последовательность, чаще всего — конкретный вид. По=желанию можете добавить также любые другие аргументы, соответствующие различным настройкам поиска на сайте. \n", + "\n", + "Функция дожна возвращать список объектов типа `Alignment`, у него должны быть следующие атрибуты (всё согласно результатам в браузере, удобно посмотреть на рисунке ниже), можно добавить что-нибудь своё:\n", + "\n", + "![Alignment.png](attachment:e45d0969-ff95-4d4b-8bbc-7f5e481dcda3.png)\n", + "\n", + "\n", + "Самое сложное в задании - правильно сделать запрос. Для этого нужно очень глубоко погрузиться в то, что происходит при отправке запроса при помощи инструмента для разработчиков. Ещё одна проблема заключается в том, что BLAST не отдаёт результаты сразу, какое-то время ваш запрос обрабатывается, при этом изначальный запрос не перекидывает вас на страницу с результатами. Задание не такое простое как кажется из описания!" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a4759c49-cfd1-4893-b2b4-3bd1de5ba60a", + "metadata": {}, + "outputs": [], + "source": [ + "# Не пиши код здесь, сделай отдельный модуль" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.11.2" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}