From 69f875a2bf084623bac2c8722ffdf9e0a0a447e2 Mon Sep 17 00:00:00 2001 From: Sophie Niu Date: Tue, 6 Aug 2024 15:12:07 -0700 Subject: [PATCH 1/2] adding voila visualization notebook --- voila_logs_visualizations.ipynb | 1 + 1 file changed, 1 insertion(+) create mode 100644 voila_logs_visualizations.ipynb diff --git a/voila_logs_visualizations.ipynb b/voila_logs_visualizations.ipynb new file mode 100644 index 0000000..534242c --- /dev/null +++ b/voila_logs_visualizations.ipynb @@ -0,0 +1 @@ +{"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":"3.11.9"}},"nbformat_minor":5,"nbformat":4,"cells":[{"id":"8a650123-e389-4fe2-9147-e4007a8755ee","cell_type":"code","source":"!pip install pandas\n!pip install matplotlib\n!pip install ipywidgets voila","metadata":{"trusted":false},"outputs":[{"name":"stdout","output_type":"stream","text":"Requirement already satisfied: pandas in /srv/conda/envs/notebook/lib/python3.11/site-packages (2.0.2)\nRequirement already satisfied: python-dateutil>=2.8.2 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from pandas) (2.8.2)\nRequirement already satisfied: pytz>=2020.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from pandas) (2023.3.post1)\nRequirement already satisfied: tzdata>=2022.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from pandas) (2024.1)\nRequirement already satisfied: numpy>=1.21.0 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from pandas) (1.24.2)\nRequirement already satisfied: six>=1.5 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from python-dateutil>=2.8.2->pandas) (1.16.0)\nRequirement already satisfied: matplotlib in /srv/conda/envs/notebook/lib/python3.11/site-packages (3.7.1)\nRequirement already satisfied: 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cffi>=1.0.1->argon2-cffi-bindings->argon2-cffi->jupyter-server<3,>=2.0.0->voila) (2.21)\nRequirement already satisfied: arrow>=0.15.0 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from isoduration->jsonschema[format-nongpl]>=4.18.0->jupyter-events>=0.6.0->jupyter-server<3,>=2.0.0->voila) (1.3.0)\nRequirement already satisfied: types-python-dateutil>=2.8.10 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from arrow>=0.15.0->isoduration->jsonschema[format-nongpl]>=4.18.0->jupyter-events>=0.6.0->jupyter-server<3,>=2.0.0->voila) (2.8.19.14)\n"}],"execution_count":36},{"id":"208e01bb-22cf-4059-978a-a5a8dc806c18","cell_type":"code","source":"# importing all packages\nimport pandas as pd\nimport gzip\nimport re\nfrom urllib.parse import urlparse, parse_qsl, unquote\nimport os\nimport matplotlib.pyplot as plt\nimport matplotlib.dates as mdates\nimport math\nimport numpy as np\nimport datetime \nimport ipywidgets as widgets\nfrom ipywidgets import interact\nfrom IPython.display import display\nimport plotly.graph_objects as go \nimport plotly.express as px\nimport asyncio\n\n%matplotlib inline","metadata":{"trusted":false},"outputs":[],"execution_count":2},{"id":"b2f6b4e9-0125-43d6-bc21-9fc0d9c943a4","cell_type":"code","source":"#opens up fall dataset\nnbgitpuller_fall23 = '/home/jovyan/discovery-su24-dataset/nbgitpuller-clicks-fall-2023.jsonl (1).gz'\nnbgitpuller_fall23 = pd.read_json(gzip.open(nbgitpuller_fall23), lines = True)","metadata":{"trusted":false},"outputs":[],"execution_count":3},{"id":"e35cb609-0c18-4908-ad48-6ce0d6c11ef6","cell_type":"code","source":"# opens up spring dataset\nnbgitpuller_filename = '/home/jovyan/discovery-su24-dataset/nbgitpuller-clicks-sp24.jsonl (2).gz'\nnbgitpuller_df = pd.read_json(gzip.open(nbgitpuller_filename), lines = True)","metadata":{"trusted":false},"outputs":[],"execution_count":4},{"id":"fa7d828b-ec89-4288-92c1-97beef7e3124","cell_type":"code","source":"# combining both datasets, spring first then fall \nnbgitpuller_df = pd.concat([nbgitpuller_df, nbgitpuller_fall23], ignore_index=True)","metadata":{"trusted":false},"outputs":[],"execution_count":5},{"id":"d901ca85-f6cd-4fb8-8c4c-a265a2b493f7","cell_type":"code","source":"# obtaining substring after GET and before the redirection\nurls_all = nbgitpuller_df.textPayload.apply(lambda x: x[x.find('GET')+3:x.find('->')].strip())\n\n# uses urllib.parse to parse the url into path and query\nurls_parsed_all = urls_all.apply(lambda x: urlparse(x))\n\n# uses the parsed urls to obtain the action from the path\nnbgitpuller_df['actions'] = urls_parsed_all.apply(lambda x: os.path.basename(x.path))","metadata":{"trusted":false},"outputs":[],"execution_count":6},{"id":"2ac13f7c-6976-4274-b923-fdb4eacac1f3","cell_type":"code","source":"# function to determine the filetypes\ndef path_extension_puller(row):\n \"\"\"\n pandas row function; uses apply\n function to pull out select file extensions and urlpaths\n \"\"\"\n row_dict = dict(row)\n if 'urlpath' in row_dict:\n key = 'urlpath'\n elif 'subPath' in row_dict:\n key = 'subPath'\n else: \n return 'NaN', 'NaN'\n \n # files that the analysis is interested in \n file_extension_list = ['ipyn[b]?', 'Rmd', 'pdf', 'txt', 'xml', 'ini', 'csv', 'py', 'R', 'md']\n if len(row_dict[key].split('.')) > 1:\n file_extension_split_string = row_dict[key].split('.')[-1]\n for file_extension in file_extension_list:\n if (len(re.findall(file_extension, file_extension_split_string)) > 0):\n return row_dict[key], re.findall(file_extension, file_extension_split_string)[-1]\n else:\n return row_dict[key], 'NaN'\n else:\n return row_dict[key], 'NaN'\n\ndef get_repo(row):\n \"\"\"\n pandas row function; uses apply\n returns repo url from parsed url\n \"\"\"\n for item in row:\n key, value = item\n if 'repo' in key:\n return unquote(value)\n return 'NaN'\n\ndef repo_parsing(row):\n \"\"\"\n pandas row function; uses apply\n parses the repo url so that it obtains the user and folder/content user is accessing\n \"\"\"\n if row:\n if len(row[0].split('/')) > 2:\n return row[0].split('/')[1]\n else:\n return row[0].split('/')[-1]\n else:\n return 'NaN'","metadata":{"trusted":false},"outputs":[],"execution_count":7},{"id":"ed1c0236-54bb-44ca-acde-f548e492c95b","cell_type":"code","source":"# makes a new dataframe that only contains git-pull and resets index\nnbgitpuller_df_pull = nbgitpuller_df[nbgitpuller_df.actions == 'git-pull'].reset_index()\n\n# obtains all the log info\nlog_info_pull = nbgitpuller_df_pull.textPayload.apply(lambda x: ''.join(re.findall(\"\\[.*\\]\", x)).replace('[', '').replace(']', '').split(' '))\n\n# retreives the hubs for each textpayload\nhub_source_pull = nbgitpuller_df_pull.resource.apply(lambda x: x['labels']['namespace_name'])\n\n# obtains substring after GET and before the redirection\nurls_pull = nbgitpuller_df_pull.textPayload.apply(lambda x: x[x.find('GET')+3:x.find('->')].strip())\n\n# uses urllib.parse to parse the url into path and query\nurls_parsed_pull = urls_pull.apply(lambda x: urlparse(x))\n\n# uses parsed urls to obtain the action as a quality check\nactions_pull = urls_parsed_pull.apply(lambda x: os.path.basename(x.path))\n\n# breaks apart the parsed query into repo/urlpath\nurls_queries_pull = urls_parsed_pull.apply(lambda x: parse_qsl(x.query))\n\n# getting the file type from urlpath\npath_extension_pull = urls_queries_pull.apply(path_extension_puller)\n\n# gets repo urls from the parsed url\nrepos_pull = urls_queries_pull.apply(get_repo)\n\n# extract ones that have github.com in the repo url or else its a null value\nrepos_parsed_pull = repos_pull.apply(lambda x: re.findall(\"github\\.com/+(.+)\", x) if x else 'NaN')\n\n# obtains the user and git content from github.com repo urls\ngit_user_pull = repos_parsed_pull.apply(lambda x: x[0].split('/')[0] if x else 'NaN')\ngit_user_repo_pull = repos_parsed_pull.apply(repo_parsing)\n\n# adds it all into a dataframe\nnbgitpuller_textPayload_df_pull = pd.DataFrame({'log_info_type': log_info_pull.apply(lambda x: x[0]),\n 'timestamp_date': log_info_pull.apply(lambda x: x[1]),\n 'timestamp_time': log_info_pull.apply(lambda x: x[2]),\n 'action': actions_pull,\n 'git_query': urls_queries_pull,\n 'repo': repos_pull,\n 'git_user_content': repos_parsed_pull,\n 'git_user': git_user_pull,\n 'git_content': git_user_repo_pull,\n 'git_path': path_extension_pull.apply(lambda x: x[0]),\n 'file_extension': path_extension_pull.apply(lambda x: x[1]),\n 'hub': hub_source_pull})","metadata":{"trusted":false},"outputs":[],"execution_count":8},{"id":"08ac3620-2690-4a12-9ff1-cdfb9665cb1d","cell_type":"code","source":"nbgitpuller_textPayload_df_pull['git_user_content_path'] = nbgitpuller_textPayload_df_pull.apply(lambda x: ''.join(x['git_user_content']) + '/' + ''.join(x['git_path']), axis = 1)","metadata":{"trusted":false},"outputs":[],"execution_count":9},{"id":"6ea83c1e-e524-44ac-9383-af5494e92b55","cell_type":"code","source":"def course_assigner_regex(row):\n \"\"\"\n pandas row function; uses apply\n determines which classes and semesters are for each github repo\n \"\"\"\n courses = {'(data8|ds8)': 'data8', '(ds100|data100)': 'data100', '(prob140)': 'data140', #data\n '(caldataeng|data101|ds101)': 'data101', '(data6|ds6)': 'data6', '(data102|ds102)': 'data102', #data\n '(data4ac|ds4ac)': 'data4ac', '(data198|ds198)': 'data198',\n '(cs189|compsci189)': 'compsci189', '(cs170|compsci170)': 'compsci170', #compsci \n '(ee16a|eecs16a)': 'eecs16a', '(ee16b|eecs16b)': 'eecs16b', '(eecs127)': 'eecs127',#eecs\n '(ee120|eleng120)': 'eleng120', #electrical engineering\n '(physics111b)': 'physics111b', '(physics88)': 'physics88', # physics\n '(polsci3|ps3|polisci3)': 'polsci3', '(polsci5|ps5)': 'polsci5', '(polsci88|ps88)': 'polsci88', '(ps109|polsci109)': 'polsci109', # polisci\n '(ce190|civeng90)': 'civgeng190', '(ce93|civeng93)': 'civeng93', '(ce200b|civeng200b)': 'civeng200b', '(ce110|civeng110)': 'civeng110', #civileng\n '(envecon118|eep118)': 'envecon118', '(eep147|envecon147)': 'envecon147', '(eep153|envecon153)': 'envecon153', #environmental\n 'ph[w]?142': 'pbhlth142', 'ph[w]?251': 'pbhlth251', 'ph[w]?290': 'pbhlth290', 'ph[w]?252': 'pbhlth252', 'ph[w]?253': 'pbhlth253', 'pbhlth250c': 'pbhlth250c',\n 'ph[w]?196': 'pbhlth196', # public health\n 'mcb163l': 'mcellbi163l', 'mcb280': 'mcellbi280', 'mcbc117': 'mcellbic117', 'mcb32': 'mcellbi32', 'mcb288': 'mcellbi288', #molecular cell bio\n '(bio1b|biology1b)': 'biology1b', # biology\n 'stat88': 'stat88', 'stat157': 'stat157', 'stat159': 'stat159', 'stat131': 'stat131', 'stat135': 'stat135', 'stat20': 'stat20', \n 'stat150': 'stat150', #stat\n 'math124': 'math124', #math\n '(demog180)': 'demog180', 'demog[c]?175': 'demog175', #demography\n '(eps130)': 'eps130', '(eps88)': 'eps88', 'eps256': 'eps256', 'eps24': 'eps24',\n '(econ140)': 'econ140', '(econ148)': 'econ148', 'econ141': 'econ141', 'econ172': 'econ172', 'econ151': 'econ151', #econ\n 'econ157': 'econ157', 'econ130': 'econ130', 'econ143': 'econ143', 'econ135': 'econ135',\n '(rbridge)': 'datasci_rbridge', '(midsw241)': 'datasci241', '(midsw203)': 'datasci203', #datasci\n '(legal123|legalst123)': 'legalst123', '(legalst190|legal190)': 'legalst190', # legal\n '(es22ac|ethstd22ac)': 'ethstd22ac', '(esc164a|ethstdc164a)': 'ethstdc164a', '(es21ac|ethstd21ac)': 'ethstd21ac', # ethnic studies\n 'cp201b': 'cyplan201b', '(cityplanning88|cp88)': 'cyplan88', \n 'ib120': 'integbi120', 'ibc32': 'integbi32', 'ib134l': 'integbi134l',\n 'mse104l': 'matsci104l',\n 'are212': 'aresec212',\n 'educw142': 'educw142',\n '(cogscic131|psych123)': 'cogscic131', 'psych198': 'psych198',\n 'anth[ro]?115': 'anthro115',\n 'espmc167': 'espmc167', '(ibespm105)': 'espmc105',\n 'ls88': 'ls88',\n 'dighum101': 'dighum101', 'dighum160': 'dighum160',\n 'plantbi135': 'plantbi135',\n 'hist160': 'history160',\n 'soc88': 'sociol88', 'sw282': 'socwel282',\n 'music30': 'music30', 'artw23ac': 'artw23ac'} \n # hard coded\n git_content_user = {'danielabrahamgit120': 'eleng120', 'evalencialopezw142': 'educw142', 'charismasacey[A-Za-z0-9]+cp201': 'cp201a'}\n\n #strips anything thats not a letter or number\n git_string_cleaned = re.sub(r'[^a-zA-Z0-9]', '', ''.join(row)).lower()\n for key in courses:\n if re.findall(key, git_string_cleaned):\n return courses[key]\n for key in git_content_user:\n if re.findall(key, git_string_cleaned):\n return git_content_user[key]\n else:\n return 'unknown'\n ","metadata":{"trusted":false},"outputs":[],"execution_count":10},{"id":"cc471691-1af0-4e44-b4cf-2a524d716b9a","cell_type":"code","source":"# assigns classes/courses to each log\nnbgitpuller_textPayload_df_pull['course'] = nbgitpuller_textPayload_df_pull.git_user_content_path.apply(course_assigner_regex)","metadata":{"trusted":false},"outputs":[],"execution_count":11},{"id":"ec36a016-32be-4c25-9dda-c73f44781151","cell_type":"code","source":"def semester_assigner_regex(row):\n \"\"\"\n pandas row function; uses apply\n returns the semester of the course material if known\n \"\"\"\n semester = [r'fa[ll]*\\d{1,4}', r'su[mmer]*\\d{1,4}', r'sp[ring]*\\d{1,4}', r'\\d{1,4}fa[ll]', r'\\d{1,4}su[mmer]*', r'\\d{1,4}sp[ring]*']\n sem_match_dict = {'sp': 'spring', 'fa': 'fall', 'su':'summer'}\n\n git_string_cleaned = re.sub(r'[^a-zA-Z0-9]', '', ''.join(row)).lower()\n\n year_range = [2018, datetime.datetime.now().year]\n\n for sem in semester:\n try:\n if re.findall(sem, git_string_cleaned):\n sem_match = re.findall(sem, git_string_cleaned)[-1]\n sem_match_split = re.split('(\\d+)', sem_match)\n sem_char = re.findall('[a-z]+', sem_match)[-1]\n sem_year = re.findall('[0-9]+', sem_match)[-1]\n for key, value in sem_match_dict.items():\n if key in sem_char and sem_match_split[-1] == '':\n if len(sem_year) < 4:\n if year_range[0] <= int(f'20{sem_year[-2:]}') <= year_range[1]:\n return f'{value}20{sem_year[-2:]}'\n else:\n return \n elif len(sem_year) == 4:\n if year_range[0] <= int(sem_year) <= year_range[1]:\n return f'{value}{sem_year}'\n else:\n return 'unknown'\n elif key in sem_char and sem_match_split[-1] != '':\n if year_range[0] <= int(sem_year) <= year_range[1]:\n return f'{value}{sem_year}'\n else:\n return 'unknown'\n except Exception as e:\n print(f\"Failed findall: {e=} {sem=} {git_string_cleaned=}\")\n continue\n else:\n return 'unknown'\n","metadata":{"trusted":false},"outputs":[],"execution_count":12},{"id":"2bf7b5c5-9c9d-48e8-85d4-e320ee136d3c","cell_type":"code","source":"# assigns a semester to each log\nnbgitpuller_textPayload_df_pull['semester'] = nbgitpuller_textPayload_df_pull.git_user_content_path.apply(semester_assigner_regex)","metadata":{"trusted":false},"outputs":[],"execution_count":13},{"id":"110d17f4-6bf4-4570-91a4-191adbd2aae0","cell_type":"code","source":"# transforms timestamp into one and converts from UTC to PST\nnbgitpuller_textPayload_df_pull['timestamp_date_time_pst'] = pd.to_datetime(nbgitpuller_textPayload_df_pull.timestamp_date + ' ' + nbgitpuller_textPayload_df_pull.timestamp_time) - pd.Timedelta(8, unit = 'h')","metadata":{"trusted":false},"outputs":[],"execution_count":14},{"id":"4fcd4c0d-beb3-4e77-a976-28538a3d6619","cell_type":"code","source":"# for ones that have NaN as their filetype, check if git_path contains r_studio\nnbgitpuller_textPayload_df_pull['file_extension'] = nbgitpuller_textPayload_df_pull.apply(lambda x: 'rstudio' if 'rstudio' in x['git_path'] else x['file_extension'], axis = 1)","metadata":{"trusted":false},"outputs":[],"execution_count":15},{"id":"226424f9-db99-4d96-9aec-d48cc2d95256","cell_type":"code","source":"# determines if the links are github or non-github\nnbgitpuller_textPayload_df_pull['abnormal'] = nbgitpuller_textPayload_df_pull.repo.apply(lambda x: 'N' if 'github.com' in x else 'Y')","metadata":{"trusted":false},"outputs":[],"execution_count":16},{"id":"8f835edc-1a70-4144-9596-e3cfe5f803df","cell_type":"code","source":"# separates abnormal repos \nnbgitpuller_textPayload_df_pull_abnormal = nbgitpuller_textPayload_df_pull[nbgitpuller_textPayload_df_pull.abnormal == 'Y']\nnbgitpuller_textPayload_df_pull_normal = nbgitpuller_textPayload_df_pull[nbgitpuller_textPayload_df_pull.abnormal == 'N']","metadata":{"trusted":false},"outputs":[],"execution_count":17},{"id":"411f721e-4188-45ab-b4b8-4b89758aaa10","cell_type":"markdown","source":"# Overall Visualizations","metadata":{"trusted":false}},{"id":"425c5103-5309-48a0-9041-f5fc4251a3d4","cell_type":"code","source":"course_count = nbgitpuller_textPayload_df_pull_normal.course.value_counts()\n\nfig = go.Figure(data=[go.Bar(\n x=course_count.index,\n y=course_count,\n text=None,\n textposition='outside'\n)])\n\nfig.update_layout(\n title='Click Counts By Course',\n xaxis_title='Course',\n yaxis_title='Count',\n xaxis=dict(\n tickangle=-90, # Rotate the x-axis labels if needed\n tickmode='array', # Use 'array' mode for tick values\n tickvals=list(range(len(course_count))), # Ensure all 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"},"metadata":{},"output_type":"display_data"}],"execution_count":19},{"id":"21622fa1-2e96-4a16-8400-638625000355","cell_type":"code","source":"clicks_by_hub = nbgitpuller_textPayload_df_pull_normal.hub.value_counts()\n\nclicks_by_hub_top8 = dict(clicks_by_hub[:8])\nclicks_by_hub_top8['others'] = clicks_by_hub[8:].sum()\n\nclicks_by_hub_top8_df = pd.DataFrame(clicks_by_hub_top8.items(), columns=['hub', 'counts'])\n\nfig = px.pie(clicks_by_hub_top8_df, values='counts', names='hub', title='Clicks By Hub (Percentage) - Github Repos')\n\nfig.update_layout(\n width=700, \n height=500, \n title_font_size=20\n)\nfig.show()","metadata":{"trusted":false},"outputs":[{"data":{"application/vnd.plotly.v1+json":{"config":{"plotlyServerURL":"https://plot.ly"},"data":[{"domain":{"x":[0,1],"y":[0,1]},"hovertemplate":"hub=%{label}
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"},"metadata":{},"output_type":"display_data"}],"execution_count":21},{"id":"0c1fbd46-6385-4e40-9287-6afbc426839b","cell_type":"markdown","source":"## Distributions By Semester","metadata":{"trusted":false}},{"id":"cc559632-188d-43b7-90c8-8f54f5c784d6","cell_type":"code","source":"#sort df by semester \n#give sem intrinsic numerical value\nsem_order = [\"spring2024\", \"fall2023\", \"summer2023\", \"spring2023\", \"fall2022\", \"summer2022\", \"spring2022\", \"fall2021\", \"summer2021\", \"spring2021\", \"fall2020\", \"summer2020\", \"spring2020\", \"fall2019\", \"summer2019\", \"spring2019\", \"unknown\"]\nnbgitpuller_textPayload_df_pull_normal.loc[:, \"semester\"] = pd.Categorical(\n nbgitpuller_textPayload_df_pull_normal[\"semester\"],\n categories=sem_order,\n ordered=True\n)\nnbgitpuller_textPayload_df_pull_normal_sem_sort = nbgitpuller_textPayload_df_pull_normal.sort_values(\"semester\")\nsorted_sem_count = nbgitpuller_textPayload_df_pull_normal_sem_sort.semester.value_counts().reindex(sem_order)","metadata":{"trusted":false},"outputs":[],"execution_count":22},{"id":"ff33b511-1621-4aa1-ad8e-3fda8b03d35e","cell_type":"code","source":"agg_sem_counts = nbgitpuller_textPayload_df_pull_normal_sem_sort.groupby(\"semester\").count().reset_index()\nagg_sem_counts = agg_sem_counts.loc[:, [\"semester\", \"log_info_type\"]].rename(columns={\"log_info_type\":\"count\"})","metadata":{"trusted":false},"outputs":[],"execution_count":23},{"id":"09120f51-c5fc-4f4f-8552-d18d581a449c","cell_type":"code","source":"fig = go.Figure(data=[go.Bar(\n x=agg_sem_counts['semester'], \n y=agg_sem_counts['count'], \n text=None,\n textposition='outside'\n)])\n\nfig.update_layout(\n title='Semester Content Count',\n xaxis_title='Semester',\n yaxis_title='Count',\n xaxis=dict(\n tickangle=-45, \n categoryarray=sem_order,\n ),\n yaxis=dict(\n tickformat=',d', \n gridcolor='LightGrey', \n zerolinecolor='LightGrey'\n ),\n width=900, \n height=600, \n plot_bgcolor='white', \n paper_bgcolor='white', \n hovermode='x unified', \n)\n\nfor trace in fig.data:\n trace.hoverinfo = 'x+y'\n trace.hoverlabel = dict(bgcolor=\"LightGrey\", font_size=16)\n\nfig.show()","metadata":{"trusted":false},"outputs":[{"data":{"application/vnd.plotly.v1+json":{"config":{"plotlyServerURL":"https://plot.ly"},"data":[{"hoverinfo":"x+y","hoverlabel":{"bgcolor":"LightGrey","font":{"size":16}},"textposition":"outside","type":"bar","x":["fall2019","fall2020","fall2021","fall2022","fall2023","spring2019","spring2020","spring2021","spring2022","spring2023","spring2024","summer2019","summer2020","summer2021","summer2022","summer2023","unknown"],"y":[1947,2431,7445,13084,465535,37,1526,5330,9476,27588,690869,5,2479,354,4430,18002,130881]}],"layout":{"height":600,"hovermode":"x 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"},"metadata":{},"output_type":"display_data"}],"execution_count":24},{"id":"57b61372-9e46-41aa-b7fe-93186199ce5a","cell_type":"code","source":"def format_semester(semester):\n if semester == \"Unknown\": \n return \"Unknown\"\n else: \n season = semester[:-4].capitalize()\n year = semester[-4:]\n return f\"{season} {year}\"","metadata":{"trusted":false},"outputs":[],"execution_count":25},{"id":"04e79204-203b-416e-b981-cb2886acb83f","cell_type":"markdown","source":"## Trends Over Time","metadata":{"trusted":false}},{"id":"0e680980-699d-4017-b9e6-f3c5170797ec","cell_type":"code","source":"courses_data = nbgitpuller_textPayload_df_pull_normal.groupby(\"timestamp_date\").count()","metadata":{"trusted":false},"outputs":[],"execution_count":null},{"id":"c5476309-d23e-4939-826d-04760062f616","cell_type":"code","source":"fig = go.Figure(data=[go.Scatter(\n x=courses_data.index,\n y=courses_data['action'],\n mode='lines',\n name='Actions',\n hovertemplate='Date: %{x|%Y-%m-%d}
Action Count: %{y}')])\n\nfig.update_layout(\n title=f'Normal Clicks Over Time from {courses_data.index[0]} to {courses_data.index[-1]}',\n xaxis_title='Month',\n yaxis_title='Count',\n xaxis=dict(\n tickangle=-45, \n tickformat='%b',\n tickvals=[d.strftime('%Y-%m-%d') for d in pd.date_range(start=courses_data.index[0], end=courses_data.index[-1], freq='MS')]\n ),\n yaxis=dict(\n tickformat='d' \n ),\n width=1000,\n height=800\n)\n\nfig.show()\n\ncourses_data_abnormal = nbgitpuller_textPayload_df_pull_abnormal.groupby(\"timestamp_date\").count()\n\nfig = go.Figure(data=[go.Scatter(\n x=courses_data_abnormal.index,\n y=courses_data_abnormal['action'],\n mode='lines',\n name='Actions',\n hovertemplate='Date: %{x|%Y-%m-%d}
Action Count: %{y}')])\n\nfig.update_layout(\n title=f'Abnormal Clicks Over Time from {courses_data_abnormal.index[0]} to {courses_data_abnormal.index[-1]}',\n xaxis_title='Month',\n yaxis_title='Count',\n xaxis=dict(\n tickangle=-45, \n tickformat='%b',\n tickvals=[d.strftime('%Y-%m-%d') for d in pd.date_range(start=courses_data_abnormal.index[0], end=courses_data_abnormal.index[-1], freq='MS')]\n ),\n yaxis=dict(\n tickformat='d' \n ),\n width=1000,\n height=800\n)\n\n\nfig.show()\n","metadata":{"trusted":false},"outputs":[],"execution_count":null},{"id":"57f4692b-460d-4c31-a84e-b40cb226e15e","cell_type":"markdown","source":"## Usage Frequency Per Course Comparisons","metadata":{"trusted":false}},{"id":"a7f64361-e064-473a-979b-377411111881","cell_type":"markdown","source":"### Usage Frequency by Date","metadata":{"trusted":false}},{"id":"e10760ed-e69b-43e4-8a9a-f98bfa3ec389","cell_type":"code","source":"def plot_course_usage(selected_courses):\n if len(set(selected_courses)) != 5:\n print(\"Please select exactly 5 unique courses to display the plots.\")\n return\n\n total_plots = len(selected_courses)\n total_columns = 5\n fig, axes = plt.subplots(1, total_columns, figsize=(25, 5))\n\n for k, course_name in enumerate(selected_courses):\n course = nbgitpuller_textPayload_df_pull_normal[nbgitpuller_textPayload_df_pull_normal['course'] == course_name].reset_index()\n courses_date = course.groupby(by='timestamp_date').timestamp_date.count()\n ax = axes[k] # Directly use the axes array element\n ax.bar(courses_date.index, courses_date)\n\n ax.set_title(f'{course_name} Usage Frequency')\n ax.set_xlabel('Date')\n ax.set_ylabel('Frequency')\n ax.xaxis.set_major_locator(mdates.MonthLocator())\n ax.xaxis.set_major_formatter(mdates.DateFormatter('%b'))\n\n plt.tight_layout()\n plt.show()\n\nunique_courses = sorted(nbgitpuller_textPayload_df_pull_normal['course'].unique())\ncourse_selectors_usage = [widgets.Dropdown(\n options=unique_courses,\n value=None,\n description=f'Course {i+1}',\n disabled=False\n) for i in range(5)]\n\noutput_usage = widgets.Output()\n\ndef on_selection_change_usage(change):\n with output_usage:\n output_usage.clear_output()\n selected_courses = [selector.value for selector in course_selectors_usage]\n if None in selected_courses:\n print(\"Please select both courses.\")\n elif len(set(selected_courses)) != 5:\n print(\"Please select 5 unique courses.\")\n else:\n plot_course_usage(selected_courses)\n\nfor selector in course_selectors_usage:\n selector.observe(on_selection_change_usage, names='value')\n\ndisplay(*course_selectors_usage, output_usage)","metadata":{"trusted":false},"outputs":[{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"23dc4604bbf54a6fa15b199d5c3540f3","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 1', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"454b091ff8e24875a23d2c65dcb39f04","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 2', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"81deefd463264716bc78d00b42dd4f3b","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 3', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"48858801d6444f9ba75298dc69a28dc5","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 4', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"3b6ebdac306a4d6fae08ba468c10532c","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 5', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"6294b10c96ce403e92d2bf6ed26f98fa","version_major":2,"version_minor":0},"text/plain":"Output()"},"metadata":{},"output_type":"display_data"}],"execution_count":38},{"id":"d6d08946-790b-4eea-aad0-184165e6cc90","cell_type":"markdown","source":"### Usage Frequency by Hour","metadata":{"trusted":false}},{"id":"7c4bba8f-523d-4be8-ab05-31c3c4ea0770","cell_type":"code","source":"def plot_course_time_usage(time_selected_courses):\n if len(set(time_selected_courses)) != 5:\n print(\"Please select exactly 5 unique courses to display the plots.\")\n return\n\n total_plots = len(time_selected_courses)\n total_columns = 5\n fig, axes = plt.subplots(1, total_columns, figsize=(25, 5))\n\n for k, course_name in enumerate(time_selected_courses):\n course = nbgitpuller_textPayload_df_pull_normal[nbgitpuller_textPayload_df_pull_normal['course'] == course_name].reset_index()\n course['timestamp_time'] = pd.to_datetime(course['timestamp_time'], format='%H:%M:%S.%f')\n course['timestamp_time_hour'] = course['timestamp_time'].apply(lambda x: x.hour)\n courses_time = course.groupby(by='timestamp_time_hour').timestamp_time_hour.count()\n ax = axes[k] # Directly use the axes array element\n ax.bar(courses_time.index, courses_time)\n\n ax.set_title(f'{course_name} Time Usage Frequency')\n ax.set_xlabel('Time (hours after 12:00 am)')\n ax.set_ylabel('Frequency')\n\n plt.tight_layout()\n plt.show()\n\ncourse_selectors_time = [widgets.Dropdown(\n options=unique_courses,\n value=None,\n description=f'Course {i+1}',\n disabled=False\n) for i in range(5)]\n\noutput_time = widgets.Output()\n\ndef on_selection_change_time(change):\n with output_time:\n output_time.clear_output()\n time_selected_courses = [selector.value for selector in course_selectors_time]\n if None in time_selected_courses:\n print(\"Please select both courses.\")\n elif len(set(time_selected_courses)) != 5:\n print(\"Please select 5 unique courses.\")\n else:\n plot_course_time_usage(time_selected_courses)\n\nfor selector in course_selectors_time:\n selector.observe(on_selection_change_time, names='value')\n\ndisplay(*course_selectors_time, output_time)","metadata":{"trusted":false},"outputs":[{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"b883d2235a074fd1a88ce00a1e1e566c","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 1', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"10ef4ed7dad34e879a973795d5c40b7b","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 2', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"2a256c58dc62404db3ac2c12e9d39b32","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 3', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"05ea2539304d4edc8f18634a4e4fd3bc","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 4', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"72321d31969b49b093e56ee22bd74bf3","version_major":2,"version_minor":0},"text/plain":"Dropdown(description='Course 5', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…"},"metadata":{},"output_type":"display_data"},{"data":{"application/vnd.jupyter.widget-view+json":{"model_id":"ff6cf7750bd44bee8fd7af8ee256bf6c","version_major":2,"version_minor":0},"text/plain":"Output()"},"metadata":{},"output_type":"display_data"}],"execution_count":40},{"id":"01037d47-0877-48dd-835c-7f12d46a0cc0","cell_type":"markdown","source":"# Data Science Courses Only","metadata":{"trusted":false}},{"id":"ed4bce48-c447-4d85-8b60-7c3975c7b835","cell_type":"code","source":"import re","metadata":{"trusted":false},"outputs":[],"execution_count":1},{"id":"4b2c9490-669e-4d07-a442-faead2cef498","cell_type":"code","source":"pattern = r\"^data\"\ndata_courses_only = nbgitpuller_textPayload_df_pull_normal[nbgitpuller_textPayload_df_pull_normal[\"course\"].str.contains(pattern, regex=True)]","metadata":{"trusted":false},"outputs":[{"ename":"NameError","evalue":"name 'nbgitpuller_textPayload_df_pull_normal' is not defined","output_type":"error","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)","Cell \u001b[0;32mIn[2], line 2\u001b[0m\n\u001b[1;32m 1\u001b[0m pattern \u001b[38;5;241m=\u001b[39m \u001b[38;5;124mr\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m^data\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m----> 2\u001b[0m data_courses_only \u001b[38;5;241m=\u001b[39m \u001b[43mnbgitpuller_textPayload_df_pull_normal\u001b[49m[nbgitpuller_textPayload_df_pull_normal[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcourse\u001b[39m\u001b[38;5;124m\"\u001b[39m]\u001b[38;5;241m.\u001b[39mstr\u001b[38;5;241m.\u001b[39mcontains(pattern, regex\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)]\n","\u001b[0;31mNameError\u001b[0m: name 'nbgitpuller_textPayload_df_pull_normal' is not defined"]}],"execution_count":2},{"id":"f455fcc7-c5a5-4ae3-b36a-51c6ecd99454","cell_type":"code","source":"ds_counts = data_courses_only[\"course\"].value_counts()","metadata":{"trusted":false},"outputs":[],"execution_count":null},{"id":"e1c16d8c-332e-4920-ac84-22bdbffcba92","cell_type":"code","source":"fig = go.Figure(data=[go.Bar(\n x=ds_counts.index,\n y=ds_counts.values,\n text=None, \n textposition='outside'\n)])\n\nfig.update_layout(\n title='Clicks by Data Science Course', \n xaxis_title='Course',\n yaxis_title='Count', \n xaxis=dict(tickangle=-90),\n yaxis=dict(\n tickformat=',d',\n gridcolor='LightGrey',\n zerolinecolor='LightGrey'\n ),\n width=900,\n height=600,\n plot_bgcolor='white',\n paper_bgcolor='white',\n hovermode='x unified',\n )\n\nfor trace in fig.data: \n trace.hoverinfo = 'x+y'\n trace.hoverlabel = dict(bgcolor='LightGrey', font_size=16)\n \n fig.show()","metadata":{"trusted":false},"outputs":[],"execution_count":null},{"id":"e2d9ecc6-d40f-4bc3-bfe1-f6c69510eaaf","cell_type":"code","source":"pattern = r'(lab|hw|Homework|lec|proj|project|textbook)'\n\ntypes = [re.search(pattern, path) for path in data_courses_only[\"git_path\"]]\ntypes = [match.group(1) if match else \"Unknown\" for match in types]\ndata_courses_only[\"type\"] = types","metadata":{"trusted":false},"outputs":[],"execution_count":null},{"id":"42fae287-111d-4e7d-bad5-ffd79d8e2d8f","cell_type":"code","source":"# NOTE: % of DS courses unaccounted for\nboo = [(type == None) for type in types]\nnone_val = data_courses_only[boo].git_path\nmissing_val = sum([type == \"Unknown\" for type in types])\npercent=missing_val/len(data_courses_only)","metadata":{"trusted":false},"outputs":[],"execution_count":null},{"id":"39dcb278-3e6f-4893-95c0-25c7a9aa5769","cell_type":"markdown","source":"#### *Note: {{percent*100}} of user occasion unaccounted for in DS courses({{percent * len(data_courses_only)}})*","metadata":{"trusted":false}},{"id":"ec833a52-7c37-4214-aba2-b5a81e4c1bdd","cell_type":"code","source":"type_counts = data_courses_only.type.value_counts()\n\nfig = go.Figure()\n\nfig.add_trace(go.Pie(\n labels=type_counts.index,\n values=type_counts,\n textinfo='label',\n insidetextorientation='radial'\n))\n\nfig.update_layout(\n title='Course Usage Types',\n template='plotly_white'\n)\n\nfig.show()","metadata":{"trusted":false},"outputs":[],"execution_count":null},{"id":"1b680fc7-ba5c-4dc0-903a-849682d26d3a","cell_type":"code","source":"def pie_chart_per_course(course):\n filtered_course = data_courses_only[data_courses_only[\"course\"]==course]\n course_counts = filtered_course[\"type\"].value_counts()\n \n fig = go.Figure(data=[go.Pie(labels=course_counts.index, values=course_counts.values)])\n\n fig.update_layout(\n title=f'Type Distribution in {course}',\n )\n \n return fig\n \ncourse_dropdown = widgets.Dropdown(\n options=data_courses_only['course'].unique(),\n value=data_courses_only.course.unique()[0],\n description='Course:',\n disabled=False,\n)\n\noutput = widgets.Output()\n\ndef update_pie_chart(update):\n with output:\n output.clear_output(wait=True)\n fig = pie_chart_per_course(update['new'])\n fig.show()\n \ncourse_dropdown.observe(update_pie_chart, names='value')\n\ndisplay(course_dropdown)\ndisplay(output)\n\nupdate_pie_chart({'new': course_dropdown.value})","metadata":{"trusted":false},"outputs":[],"execution_count":null}]} \ No newline at end of file From ca948d6c3bc4cb49b203fedbabefe4e3b58a8e32 Mon Sep 17 00:00:00 2001 From: Sophie Niu Date: Sun, 11 Aug 2024 13:02:07 -0700 Subject: [PATCH 2/2] some updates to voila visualizations --- notebooks/voila_logs_visualizations (1).ipynb | 1 + 1 file changed, 1 insertion(+) create mode 100644 notebooks/voila_logs_visualizations (1).ipynb diff --git a/notebooks/voila_logs_visualizations (1).ipynb b/notebooks/voila_logs_visualizations (1).ipynb new file mode 100644 index 0000000..94b1ee4 --- /dev/null +++ b/notebooks/voila_logs_visualizations (1).ipynb @@ -0,0 +1 @@ +{"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":"3.11.9"}},"nbformat_minor":5,"nbformat":4,"cells":[{"id":"8a650123-e389-4fe2-9147-e4007a8755ee","cell_type":"code","source":"!pip install pandas\n!pip install matplotlib\n!pip install ipywidgets voila","metadata":{"trusted":false},"outputs":[{"name":"stdout","output_type":"stream","text":"Requirement already satisfied: pandas in /srv/conda/envs/notebook/lib/python3.11/site-packages (2.0.2)\nRequirement already satisfied: python-dateutil>=2.8.2 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from pandas) (2.8.2)\nRequirement already satisfied: pytz>=2020.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from pandas) (2023.3.post1)\nRequirement already satisfied: tzdata>=2022.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from pandas) (2024.1)\nRequirement already satisfied: numpy>=1.21.0 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from pandas) (1.24.2)\nRequirement already satisfied: six>=1.5 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from python-dateutil>=2.8.2->pandas) (1.16.0)\nRequirement already satisfied: matplotlib in /srv/conda/envs/notebook/lib/python3.11/site-packages (3.7.1)\nRequirement already satisfied: contourpy>=1.0.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (1.2.1)\nRequirement already satisfied: cycler>=0.10 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (0.12.1)\nRequirement already satisfied: fonttools>=4.22.0 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (4.53.0)\nRequirement already satisfied: kiwisolver>=1.0.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (1.4.5)\nRequirement already satisfied: numpy>=1.20 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (1.24.2)\nRequirement already satisfied: packaging>=20.0 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (23.2)\nRequirement already satisfied: pillow>=6.2.0 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (10.0.1)\nRequirement already satisfied: pyparsing>=2.3.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (3.1.2)\nRequirement already satisfied: python-dateutil>=2.7 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from matplotlib) (2.8.2)\nRequirement already satisfied: six>=1.5 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from python-dateutil>=2.7->matplotlib) (1.16.0)\nRequirement already satisfied: ipywidgets in /srv/conda/envs/notebook/lib/python3.11/site-packages (8.0.7)\nRequirement already satisfied: voila in /srv/conda/envs/notebook/lib/python3.11/site-packages (0.5.7)\nRequirement already satisfied: ipykernel>=4.5.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from ipywidgets) (6.25.2)\nRequirement already satisfied: ipython>=6.1.0 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from ipywidgets) (8.16.1)\nRequirement already satisfied: traitlets>=4.3.1 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from ipywidgets) (5.11.2)\nRequirement already satisfied: widgetsnbextension~=4.0.7 in 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cffi>=1.0.1->argon2-cffi-bindings->argon2-cffi->jupyter-server<3,>=2.0.0->voila) (2.21)\nRequirement already satisfied: arrow>=0.15.0 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from isoduration->jsonschema[format-nongpl]>=4.18.0->jupyter-events>=0.6.0->jupyter-server<3,>=2.0.0->voila) (1.3.0)\nRequirement already satisfied: types-python-dateutil>=2.8.10 in /srv/conda/envs/notebook/lib/python3.11/site-packages (from arrow>=0.15.0->isoduration->jsonschema[format-nongpl]>=4.18.0->jupyter-events>=0.6.0->jupyter-server<3,>=2.0.0->voila) (2.8.19.14)\n"}],"execution_count":1},{"id":"208e01bb-22cf-4059-978a-a5a8dc806c18","cell_type":"code","source":"# importing all packages\nimport pandas as pd\nimport gzip\nimport re\nfrom urllib.parse import urlparse, parse_qsl, unquote\nimport os\nimport matplotlib.pyplot as plt\nimport matplotlib.dates as mdates\nimport math\nimport numpy as np\nimport datetime \nimport ipywidgets as widgets\nfrom ipywidgets import interact\nfrom IPython.display import display\nimport plotly.graph_objects as go \nimport plotly.express as px\nimport asyncio\nfrom plotly.subplots import make_subplots\n\n%matplotlib inline","metadata":{"trusted":true},"outputs":[],"execution_count":1},{"id":"b2f6b4e9-0125-43d6-bc21-9fc0d9c943a4","cell_type":"code","source":"#opens up fall dataset\nnbgitpuller_fall23 = '/home/jovyan/discovery-su24-dataset/nbgitpuller-clicks-fall-2023.jsonl (1).gz'\nnbgitpuller_fall23 = pd.read_json(gzip.open(nbgitpuller_fall23), lines = True)","metadata":{"trusted":true},"outputs":[],"execution_count":2},{"id":"e35cb609-0c18-4908-ad48-6ce0d6c11ef6","cell_type":"code","source":"# opens up spring dataset\nnbgitpuller_filename = '/home/jovyan/discovery-su24-dataset/nbgitpuller-clicks-sp24.jsonl (2).gz'\nnbgitpuller_df = pd.read_json(gzip.open(nbgitpuller_filename), lines = True)","metadata":{"trusted":true},"outputs":[],"execution_count":3},{"id":"fa7d828b-ec89-4288-92c1-97beef7e3124","cell_type":"code","source":"# combining both datasets, spring first then fall \nnbgitpuller_df = pd.concat([nbgitpuller_df, nbgitpuller_fall23], ignore_index=True)","metadata":{"trusted":true},"outputs":[],"execution_count":4},{"id":"d901ca85-f6cd-4fb8-8c4c-a265a2b493f7","cell_type":"code","source":"# obtaining substring after GET and before the redirection\nurls_all = nbgitpuller_df.textPayload.apply(lambda x: x[x.find('GET')+3:x.find('->')].strip())\n\n# uses urllib.parse to parse the url into path and query\nurls_parsed_all = urls_all.apply(lambda x: urlparse(x))\n\n# uses the parsed urls to obtain the action from the path\nnbgitpuller_df['actions'] = urls_parsed_all.apply(lambda x: os.path.basename(x.path))","metadata":{"trusted":true},"outputs":[],"execution_count":5},{"id":"2ac13f7c-6976-4274-b923-fdb4eacac1f3","cell_type":"code","source":"# function to determine the filetypes\ndef path_extension_puller(row):\n \"\"\"\n pandas row function; uses apply\n function to pull out select file extensions and urlpaths\n \"\"\"\n row_dict = dict(row)\n if 'urlpath' in row_dict:\n key = 'urlpath'\n elif 'subPath' in row_dict:\n key = 'subPath'\n else: \n return 'NaN', 'NaN'\n \n # files that the analysis is interested in \n file_extension_list = ['ipyn[b]?', 'Rmd', 'pdf', 'txt', 'xml', 'ini', 'csv', 'py', 'R', 'md']\n if len(row_dict[key].split('.')) > 1:\n file_extension_split_string = row_dict[key].split('.')[-1]\n for file_extension in file_extension_list:\n if (len(re.findall(file_extension, file_extension_split_string)) > 0):\n return row_dict[key], re.findall(file_extension, file_extension_split_string)[-1]\n else:\n return row_dict[key], 'NaN'\n else:\n return row_dict[key], 'NaN'\n\ndef get_repo(row):\n \"\"\"\n pandas row function; uses apply\n returns repo url from parsed url\n \"\"\"\n for item in row:\n key, value = item\n if 'repo' in key:\n return unquote(value)\n return 'NaN'\n\ndef repo_parsing(row):\n \"\"\"\n pandas row function; uses apply\n parses the repo url so that it obtains the user and folder/content user is accessing\n \"\"\"\n if row:\n if len(row[0].split('/')) > 2:\n return row[0].split('/')[1]\n else:\n return row[0].split('/')[-1]\n else:\n return 'NaN'","metadata":{"trusted":true},"outputs":[],"execution_count":6},{"id":"ed1c0236-54bb-44ca-acde-f548e492c95b","cell_type":"code","source":"# makes a new dataframe that only contains git-pull and resets index\nnbgitpuller_df_pull = nbgitpuller_df[nbgitpuller_df.actions == 'git-pull'].reset_index()\n\n# obtains all the log info\nlog_info_pull = nbgitpuller_df_pull.textPayload.apply(lambda x: ''.join(re.findall(\"\\[.*\\]\", x)).replace('[', '').replace(']', '').split(' '))\n\n# retreives the hubs for each textpayload\nhub_source_pull = nbgitpuller_df_pull.resource.apply(lambda x: x['labels']['namespace_name'])\n\n# obtains substring after GET and before the redirection\nurls_pull = nbgitpuller_df_pull.textPayload.apply(lambda x: x[x.find('GET')+3:x.find('->')].strip())\n\n# uses urllib.parse to parse the url into path and query\nurls_parsed_pull = urls_pull.apply(lambda x: urlparse(x))\n\n# uses parsed urls to obtain the action as a quality check\nactions_pull = urls_parsed_pull.apply(lambda x: os.path.basename(x.path))\n\n# breaks apart the parsed query into repo/urlpath\nurls_queries_pull = urls_parsed_pull.apply(lambda x: parse_qsl(x.query))\n\n# getting the file type from urlpath\npath_extension_pull = urls_queries_pull.apply(path_extension_puller)\n\n# gets repo urls from the parsed url\nrepos_pull = urls_queries_pull.apply(get_repo)\n\n# extract ones that have github.com in the repo url or else its a null value\nrepos_parsed_pull = repos_pull.apply(lambda x: re.findall(\"github\\.com/+(.+)\", x) if x else 'NaN')\n\n# obtains the user and git content from github.com repo urls\ngit_user_pull = repos_parsed_pull.apply(lambda x: x[0].split('/')[0] if x else 'NaN')\ngit_user_repo_pull = repos_parsed_pull.apply(repo_parsing)\n\n# adds it all into a dataframe\nnbgitpuller_textPayload_df_pull = pd.DataFrame({'log_info_type': log_info_pull.apply(lambda x: x[0]),\n 'timestamp_date': log_info_pull.apply(lambda x: x[1]),\n 'timestamp_time': log_info_pull.apply(lambda x: x[2]),\n 'action': actions_pull,\n 'git_query': urls_queries_pull,\n 'repo': repos_pull,\n 'git_user_content': repos_parsed_pull,\n 'git_user': git_user_pull,\n 'git_content': git_user_repo_pull,\n 'git_path': path_extension_pull.apply(lambda x: x[0]),\n 'file_extension': path_extension_pull.apply(lambda x: x[1]),\n 'hub': hub_source_pull})","metadata":{"trusted":true},"outputs":[],"execution_count":7},{"id":"08ac3620-2690-4a12-9ff1-cdfb9665cb1d","cell_type":"code","source":"nbgitpuller_textPayload_df_pull['git_user_content_path'] = nbgitpuller_textPayload_df_pull.apply(lambda x: ''.join(x['git_user_content']) + '/' + ''.join(x['git_path']), axis = 1)","metadata":{"trusted":true},"outputs":[],"execution_count":8},{"id":"6ea83c1e-e524-44ac-9383-af5494e92b55","cell_type":"code","source":"def course_assigner_regex(row):\n \"\"\"\n pandas row function; uses apply\n determines which classes and semesters are for each github repo\n \"\"\"\n courses = {'(data8|ds8)': 'data8', '(ds100|data100)': 'data100', '(prob140)': 'data140', #data\n '(caldataeng|data101|ds101)': 'data101', '(data6|ds6)': 'data6', '(data102|ds102)': 'data102', #data\n '(data4ac|ds4ac)': 'data4ac', '(data198|ds198)': 'data198',\n '(cs189|compsci189)': 'compsci189', '(cs170|compsci170)': 'compsci170', #compsci \n '(ee16a|eecs16a)': 'eecs16a', '(ee16b|eecs16b)': 'eecs16b', '(eecs127)': 'eecs127',#eecs\n '(ee120|eleng120)': 'eleng120', #electrical engineering\n '(physics111b)': 'physics111b', '(physics88)': 'physics88', # physics\n '(polsci3|ps3|polisci3)': 'polsci3', '(polsci5|ps5)': 'polsci5', '(polsci88|ps88)': 'polsci88', '(ps109|polsci109)': 'polsci109', # polisci\n '(ce190|civeng90)': 'civgeng190', '(ce93|civeng93)': 'civeng93', '(ce200b|civeng200b)': 'civeng200b', '(ce110|civeng110)': 'civeng110', #civileng\n '(envecon118|eep118)': 'envecon118', '(eep147|envecon147)': 'envecon147', '(eep153|envecon153)': 'envecon153', #environmental\n 'ph[w]?142': 'pbhlth142', 'ph[w]?251': 'pbhlth251', 'ph[w]?290': 'pbhlth290', 'ph[w]?252': 'pbhlth252', 'ph[w]?253': 'pbhlth253', 'pbhlth250c': 'pbhlth250c',\n 'ph[w]?196': 'pbhlth196', # public health\n 'mcb163l': 'mcellbi163l', 'mcb280': 'mcellbi280', 'mcbc117': 'mcellbic117', 'mcb32': 'mcellbi32', 'mcb288': 'mcellbi288', #molecular cell bio\n '(bio1b|biology1b)': 'biology1b', # biology\n 'stat88': 'stat88', 'stat157': 'stat157', 'stat159': 'stat159', 'stat131': 'stat131', 'stat135': 'stat135', 'stat20': 'stat20', \n 'stat150': 'stat150', #stat\n 'math124': 'math124', #math\n '(demog180)': 'demog180', 'demog[c]?175': 'demog175', #demography\n '(eps130)': 'eps130', '(eps88)': 'eps88', 'eps256': 'eps256', 'eps24': 'eps24',\n '(econ140)': 'econ140', '(econ148)': 'econ148', 'econ141': 'econ141', 'econ172': 'econ172', 'econ151': 'econ151', #econ\n 'econ157': 'econ157', 'econ130': 'econ130', 'econ143': 'econ143', 'econ135': 'econ135',\n '(rbridge)': 'datasci_rbridge', '(midsw241)': 'datasci241', '(midsw203)': 'datasci203', #datasci\n '(legal123|legalst123)': 'legalst123', '(legalst190|legal190)': 'legalst190', # legal\n '(es22ac|ethstd22ac)': 'ethstd22ac', '(esc164a|ethstdc164a)': 'ethstdc164a', '(es21ac|ethstd21ac)': 'ethstd21ac', # ethnic studies\n 'cp201b': 'cyplan201b', '(cityplanning88|cp88)': 'cyplan88', \n 'ib120': 'integbi120', 'ibc32': 'integbi32', 'ib134l': 'integbi134l',\n 'mse104l': 'matsci104l',\n 'are212': 'aresec212',\n 'educw142': 'educw142',\n '(cogscic131|psych123)': 'cogscic131', 'psych198': 'psych198',\n 'anth[ro]?115': 'anthro115',\n 'espmc167': 'espmc167', '(ibespm105)': 'espmc105',\n 'ls88': 'ls88',\n 'dighum101': 'dighum101', 'dighum160': 'dighum160',\n 'plantbi135': 'plantbi135',\n 'hist160': 'history160',\n 'soc88': 'sociol88', 'sw282': 'socwel282',\n 'music30': 'music30', 'artw23ac': 'artw23ac'} \n # hard coded\n git_content_user = {'danielabrahamgit120': 'eleng120', 'evalencialopezw142': 'educw142', 'charismasacey[A-Za-z0-9]+cp201': 'cp201a'}\n\n #strips anything thats not a letter or number\n git_string_cleaned = re.sub(r'[^a-zA-Z0-9]', '', ''.join(row)).lower()\n for key in courses:\n if re.findall(key, git_string_cleaned):\n return courses[key]\n for key in git_content_user:\n if re.findall(key, git_string_cleaned):\n return git_content_user[key]\n else:\n return 'unknown'\n ","metadata":{"trusted":true},"outputs":[],"execution_count":9},{"id":"cc471691-1af0-4e44-b4cf-2a524d716b9a","cell_type":"code","source":"# assigns classes/courses to each log\nnbgitpuller_textPayload_df_pull['course'] = nbgitpuller_textPayload_df_pull.git_user_content_path.apply(course_assigner_regex)","metadata":{"trusted":true},"outputs":[],"execution_count":10},{"id":"ec36a016-32be-4c25-9dda-c73f44781151","cell_type":"code","source":"def semester_assigner_regex(row):\n \"\"\"\n pandas row function; uses apply\n returns the semester of the course material if known\n \"\"\"\n semester = [r'fa[ll]*\\d{1,4}', r'su[mmer]*\\d{1,4}', r'sp[ring]*\\d{1,4}', r'\\d{1,4}fa[ll]', r'\\d{1,4}su[mmer]*', r'\\d{1,4}sp[ring]*']\n sem_match_dict = {'sp': 'spring', 'fa': 'fall', 'su':'summer'}\n\n git_string_cleaned = re.sub(r'[^a-zA-Z0-9]', '', ''.join(row)).lower()\n\n year_range = [2018, datetime.datetime.now().year]\n\n for sem in semester:\n try:\n if re.findall(sem, git_string_cleaned):\n sem_match = re.findall(sem, git_string_cleaned)[-1]\n sem_match_split = re.split('(\\d+)', sem_match)\n sem_char = re.findall('[a-z]+', sem_match)[-1]\n sem_year = re.findall('[0-9]+', sem_match)[-1]\n for key, value in sem_match_dict.items():\n if key in sem_char and sem_match_split[-1] == '':\n if len(sem_year) < 4:\n if year_range[0] <= int(f'20{sem_year[-2:]}') <= year_range[1]:\n return f'{value}20{sem_year[-2:]}'\n else:\n return \n elif len(sem_year) == 4:\n if year_range[0] <= int(sem_year) <= year_range[1]:\n return f'{value}{sem_year}'\n else:\n return 'unknown'\n elif key in sem_char and sem_match_split[-1] != '':\n if year_range[0] <= int(sem_year) <= year_range[1]:\n return f'{value}{sem_year}'\n else:\n return 'unknown'\n except Exception as e:\n print(f\"Failed findall: {e=} {sem=} {git_string_cleaned=}\")\n continue\n else:\n return 'unknown'\n","metadata":{"trusted":true},"outputs":[],"execution_count":11},{"id":"2bf7b5c5-9c9d-48e8-85d4-e320ee136d3c","cell_type":"code","source":"# assigns a semester to each log\nnbgitpuller_textPayload_df_pull['semester'] = nbgitpuller_textPayload_df_pull.git_user_content_path.apply(semester_assigner_regex)","metadata":{"trusted":true},"outputs":[],"execution_count":12},{"id":"110d17f4-6bf4-4570-91a4-191adbd2aae0","cell_type":"code","source":"# transforms timestamp into one and converts from UTC to PST\nnbgitpuller_textPayload_df_pull['timestamp_date_time_pst'] = pd.to_datetime(nbgitpuller_textPayload_df_pull.timestamp_date + ' ' + nbgitpuller_textPayload_df_pull.timestamp_time) - pd.Timedelta(8, unit = 'h')","metadata":{"trusted":true},"outputs":[],"execution_count":13},{"id":"4fcd4c0d-beb3-4e77-a976-28538a3d6619","cell_type":"code","source":"# for ones that have NaN as their filetype, check if git_path contains r_studio\nnbgitpuller_textPayload_df_pull['file_extension'] = nbgitpuller_textPayload_df_pull.apply(lambda x: 'rstudio' if 'rstudio' in x['git_path'] else x['file_extension'], axis = 1)","metadata":{"trusted":true},"outputs":[],"execution_count":14},{"id":"226424f9-db99-4d96-9aec-d48cc2d95256","cell_type":"code","source":"# determines if the links are github or non-github\nnbgitpuller_textPayload_df_pull['abnormal'] = nbgitpuller_textPayload_df_pull.repo.apply(lambda x: 'N' if 'github.com' in x else 'Y')","metadata":{"trusted":true},"outputs":[],"execution_count":15},{"id":"8f835edc-1a70-4144-9596-e3cfe5f803df","cell_type":"code","source":"# separates abnormal repos \nnbgitpuller_textPayload_df_pull_abnormal = nbgitpuller_textPayload_df_pull[nbgitpuller_textPayload_df_pull.abnormal == 'Y']\nnbgitpuller_textPayload_df_pull_normal = nbgitpuller_textPayload_df_pull[nbgitpuller_textPayload_df_pull.abnormal == 'N']","metadata":{"trusted":true},"outputs":[],"execution_count":16},{"id":"411f721e-4188-45ab-b4b8-4b89758aaa10","cell_type":"markdown","source":"# Overall Visualizations","metadata":{"trusted":false}},{"id":"425c5103-5309-48a0-9041-f5fc4251a3d4","cell_type":"code","source":"course_count = nbgitpuller_textPayload_df_pull_normal.course.value_counts()\n\nfig = go.Figure(data=[go.Bar(\n x=course_count.index,\n y=course_count,\n text=None,\n textposition='outside'\n)])\n\nfig.update_layout(\n title='Normal Click Counts By Course',\n xaxis_title='Course',\n yaxis_title='Count',\n xaxis=dict(\n tickangle=-90, \n tickmode='array', \n tickvals=list(range(len(course_count))), \n ticktext=course_count.index, \n tickfont=dict(size=9)\n ),\n yaxis=dict(\n tickformat=',d', \n gridcolor='LightGrey', \n zerolinecolor='LightGrey'\n ),\n width=1000, \n height=800, \n plot_bgcolor='white', \n paper_bgcolor='white', \n hovermode='x unified', \n)\n\nfor trace in fig.data:\n trace.hoverinfo = 'x+y'\n trace.hoverlabel = dict(bgcolor=\"LightGrey\", font_size=16)\n\nfig.show()\n","metadata":{"trusted":true},"outputs":[{"output_type":"display_data","data":{"text/html":" \n 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"},"metadata":{}}],"execution_count":17},{"id":"158ee647-74f8-406b-9057-3962fd545df7","cell_type":"code","source":"abnormal_course_count = nbgitpuller_textPayload_df_pull_abnormal.course.value_counts()\n\nfig = go.Figure(data=[go.Bar(\n x=abnormal_course_count.index,\n y=abnormal_course_count,\n text=None,\n textposition='outside',\n marker=dict(color='maroon')\n\n)])\n\nfig.update_layout(\n title='Abnormal Click Counts By Course',\n xaxis_title='Course',\n yaxis_title='Count',\n xaxis=dict(\n tickangle=-90, \n tickmode='array', \n tickvals=list(range(len(abnormal_course_count))), \n ticktext=abnormal_course_count.index, \n tickfont=dict(size=9)\n ),\n yaxis=dict(\n tickformat=',d', \n gridcolor='LightGrey', \n zerolinecolor='LightGrey'\n ),\n width=1000, \n height=800, \n plot_bgcolor='white', \n paper_bgcolor='white', \n hovermode='x unified', \n)\n\nfor trace in fig.data:\n trace.hoverinfo = 'x+y'\n trace.hoverlabel = dict(bgcolor=\"LightGrey\", font_size=16)\n\nfig.show()\n","metadata":{"trusted":true},"outputs":[{"output_type":"display_data","data":{"application/vnd.plotly.v1+json":{"data":[{"marker":{"color":"maroon"},"textposition":"outside","x":["unknown","envecon153","polsci88","biology1b","econ140","econ148","legalst123","civeng200b","polsci5","polsci3","data4ac"],"y":[5742,30,6,6,4,3,2,1,1,1,1],"type":"bar","hoverinfo":"x+y","hoverlabel":{"bgcolor":"LightGrey","font":{"size":16}}}],"layout":{"template":{"data":{"histogram2dcontour":[{"type":"histogram2dcontour","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"choropleth":[{"type":"choropleth","colorbar":{"outlinewidth":0,"ticks":""}}],"histogram2d":[{"type":"histogram2d","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"heatmap":[{"type":"heatmap","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"heatmapgl":[{"type":"heatmapgl","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"contourcarpet":[{"type":"contourcarpet","colorbar":{"outlinewidth":0,"ticks":""}}],"contour":[{"type":"contour","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"surface":[{"type":"surface","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"mesh3d":[{"type":"mesh3d","colorbar":{"outlinewidth":0,"ticks":""}}],"scatter":[{"fillpattern":{"fillmode":"overlay","size":10,"solidity":0.2},"type":"scatter"}],"parcoords":[{"type":"parcoords","line":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterpolargl":[{"type":"scatterpolargl","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"bar":[{"error_x":{"color":"#2a3f5f"},"error_y":{"color":"#2a3f5f"},"marker":{"line":{"color":"#E5ECF6","width":0.5},"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"bar"}],"scattergeo":[{"type":"scattergeo","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterpolar":[{"type":"scatterpolar","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"histogram":[{"marker":{"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"histogram"}],"scattergl":[{"type":"scattergl","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatter3d":[{"type":"scatter3d","line":{"colorbar":{"outlinewidth":0,"ticks":""}},"marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scattermapbox":[{"type":"scattermapbox","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterternary":[{"type":"scatterternary","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scattercarpet":[{"type":"scattercarpet","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"carpet":[{"aaxis":{"endlinecolor":"#2a3f5f","gridcolor":"white","linecolor":"white","minorgridcolor":"white","startlinecolor":"#2a3f5f"},"baxis":{"endlinecolor":"#2a3f5f","gridcolor":"white","linecolor":"white","minorgridcolor":"white","startlinecolor":"#2a3f5f"},"type":"carpet"}],"table":[{"cells":{"fill":{"color":"#EBF0F8"},"line":{"color":"white"}},"header":{"fill":{"color":"#C8D4E3"},"line":{"color":"white"}},"type":"table"}],"barpolar":[{"marker":{"line":{"color":"#E5ECF6","width":0.5},"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"barpolar"}],"pie":[{"automargin":true,"type":"pie"}]},"layout":{"autotypenumbers":"strict","colorway":["#636efa","#EF553B","#00cc96","#ab63fa","#FFA15A","#19d3f3","#FF6692","#B6E880","#FF97FF","#FECB52"],"font":{"color":"#2a3f5f"},"hovermode":"cl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"},"metadata":{}}],"execution_count":103},{"id":"eda42f41-747a-42e5-9fae-dbcad2684277","cell_type":"code","source":"file_types_count = nbgitpuller_textPayload_df_pull_normal.file_extension[nbgitpuller_textPayload_df_pull_normal.file_extension != 'NaN'].value_counts()\n\nfig = go.Figure(data=[go.Bar(\n x=file_types_count.index,\n y=file_types_count,\n text=None,\n textposition='outside', \n marker= dict(color='#9467bd')\n)])\n\nfig.update_layout(\n title='File Type By Counts (Github Repos)',\n xaxis_title='File Type',\n yaxis_title='Counts',\n xaxis=dict(\n tickangle=-90, \n ),\n yaxis=dict(\n tickformat=',d', \n gridcolor='LightGrey', \n zerolinecolor='LightGrey'\n ),\n width=900, \n height=600, \n plot_bgcolor='white', \n paper_bgcolor='white', \n hovermode='x unified', \n)\n\nfor trace in fig.data:\n trace.hoverinfo = 'x+y'\n trace.hoverlabel = dict(bgcolor=\"LightGrey\", 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2XitEUydWQvuaPsjQHv6uQB3gnqGpx1dFKDioaUIb2ay13/vNnUMWTMDHlr/iozcqwjyMnblF5AW7H2M+nSf0LIu3I7YVaXAuh07+SHM4PikyUTzO7t4QZ4f7ulO5vKrX1nlBTMnzdogHfCceop3aH89aFvLNCRXl2/nnp9uxPuNQR2blHbV522V3eZT35o/zuvQbyYAJ96F3qddVHrmT5Sv+aDktDxqYsK8P5cX397qbw8cY4M69NaHn3wzqBEzi70ugREQ/qOnfvMRnz6+zF6YHvfq/Z0icuTrQZIneoV5Ln/a6tTsY7K672zaeUkM7LuBPh3pw6SG0pcmLGhhz6A0QcxWke/Lo3NKL2WHfV8O3n4/tt95ZzfRw32OsPBCfDaprfG9/HNVgh2YXq//PDLtr+0Q38o9xZlEEAAAQQQQAABBGJLICYDfHqb2IUyAu8EwEDd7W9qbKCywTaxm/Xuahk0arp5rZS+XkrXLuuu7BpQNajqESzA6xR/neo/c0IfKVQgnzxUp0vQO3RoQkup+vDdAcsEmkKva6PXrP/STF9PPvLphDydKaAzBpyZC870/2CNcTZnC3V02bHRKe06tT35MWTMW/LW/PflncnPm1epuRHgnTref3u4FCtSIGiAd5YTaJvUR9flV7i3rFS45x/pTnvXV9NNemuJOOdJfl3OLIvURs7mf8nLOoFS/8yNAK+vnNP76YmqD8iAbk+bU7nhqqPcbXuPEh2Zf/rJKkHv10CvhXT62fny0tWfSveBrwSty/ENFOB17wh9OOfM5HDW2Sef7eGcwNm7wXntpLMcRj/Xh4Rlb7nezJpIvlwheeOcNy989f5kMzOBAwEEEEAAAQQQQACBUAQI8LUeMk6p18A7a4b1vef+ppzrFPP0Rg+dDggW4J3QoA8E3n/7ZbOGV0cLk29mFizAO2t09fVhuqGavsNdlw/UTrWxndMWHX1Pvtlb6psk2CZ2WlY3cnv/wy9S7ETv2C2f+ZIsXL7erL0OZYMuZ+138unNwW5a5z3a/qaaO8sOZk3oYwKUEzSTT/nXugOtgfc3UuwsRwglwGvd+mBIg/inm773XYb2xYzxzwXdsM0JlKnX62slOpVfZ2Sk3idA19gfOnLcnEdnclSs3dmERR0R1sONAO/0j78A/1dcnQDfvfWT0qTuI0H/nko9hd65Lr3WaWN6S464bOb7zr2hoVnXoPs79PdVf2/TC/DO6+mcvwP8zSRxNhbc/MFU84BGZwfoxo36P2dvCm2DPqDQBxWpj4QXJ8u7yz8WAnwo/5qiDAIIIIAAAggggIAjQIAPEOCd9b/6ajNnuvjF3jbpvUbO2QBLR+F1fa0zhdc5X7AAryOZGojWLxwn2bNnlX9WbmGmYQd7nViw60gvwOuUd536riP+zlppZwM3XSf97vKPTEhypv8HO5ezFlin5+tGcOX+4X9qv4ajzJky+ZY+6EMVXa+e/HCmuzubCz4/cprMXrgmxZp0Le9GgE++1t7f9Z09l2imY2tQ1Icxzl4GgSyc5Rpvv9JXytx0XZpiGs51zXjyZQrJC6lj6QpPX5IA74arM+sk0PUkv7bUAV5ngnTqN9bs+K/T2nVnfl1msvHL7+SZLi/5fQ1fatBAAV43p9MNDZ3N5ca+Pt8sO3lz9LO+tw5oXYmJ5+Wuqm2kYP48vjX4yc+hU+p1hoTOrNF729+bBZp2Hmoe9Dgj+Bf7dwvfQwABBBBAAAEEELi8BAjwAQK8815uDcNTR/VKMYKq/4GurzAL9RVQ6QV4Z/2uc+s5O4enF+B1De2/m/VNEdyczdT8vZZNw6SOvufPlzvgXR4swH/3029Su0V/893Pl+mO6xdGP511++qiR/Ld/dP7ddJNvp4dMslMO3/lxS5pXs+n0+x7vzDJbECm9T9Qq6NZh68PCJzd7XftPSAP1u5i/nz1nBFmRFRnAeho7fC+raVKxQvrrLWdA0a8YZYppN6FPpQReK3jlvJNUiwhcK5Pp3A//MDtKe4T3RtA9whIvhzCn4e+JUBHe3Ujw9SvHNPya9ZvkvYJowO+Bz7UAO+8BjD1GxSc6fip18D7G4H/q666WZzes/o74W/GQWoff5vY6eaJ9Vo/b+pwNkp03migD490yrveC86hoX/thk1S8b4LezT4C/BaRjcS1IdTzo71zuaIuuREl544h76CrnO/cb43FGhI/++Pv5mp98kPxzv177OW0Ycy+mpBZxO+9H5P+BwBBBBAAAEEEEAAARUgwAcI8IqjoUnDk05f1mnE8Tni5IdftsryDz6TsmVuSPPKr0C3VHoBXr/nvAfc3+h58tfIaTt0yrmOyOpO2Hok35hOg4Tu8q2Hvn+89I0lZO/+Q6Kv2NKHEv7CRPJ2OwH+wvuu9bVbSWYN/u9/7DWbh+mhu/nXrpry3fO6KZluTqaHvxHHQDYanHQWgfMqOJ19cP21V8qefQdFX7flTEf/fNlEM7Kv755/dfpiM01er08DoW7Qpx7JA/DnX/0gTTq9aL7TtF4VOXnytCxZ9Ykpp8fFBnh9/aBOldc1+Df/7Rr5Y9d+sxu5Bk3dxOzxKvfJdVcXlR279pm9CfRVesveGhp05/+du/fLQ3W7Bt2Nv//wN8w0cT005Ou58+bOKbv3HpAPN35jXm2W3hR6nd6v6+11poO+gk8t6taoKL/8ut28Ri6UAB+uq7ZLd3vXc+q0//lLPzJtDeWVhnqtgV4jp3st1GzaxzzUcZZU6B4IuheC9rlOXb+ySAHRXej1Pe/6+j9ntNsJ8Or10L/+aYK03n96r2k7dTaIHvpgpH7bQWY2hU7Nf+CuW80eD2qohzO13tmt/s6yN8kD9/xDihTMJ9//vM0sp9DNLnUEX2cJOIdOsdffd3+bMfKvJQQQQAABBBBAAAEEggnEZIDPlTMuzbuXkyNs/M938kzXl8zO2rrDth7+3gN/6vQZmTp7mbw+a5kJCs6ho8U6hbt6pXtDurt0dLdao2cl2LuvnWDqb2fu5K+R0xPqiJ8eOso4oFvTNCN/GpBeHDvTTN9Ofujr2nq2qx90BN4JI6kvTAO9PjjQYKShJPXhzFhIPf0/FCAN8Yvf32BeW6YBKfmhm+Ppen4NWs5a49dmLJHxUxf4imlg0/CZ+hVsqd/3rTMmdNfxaXNXSPIZCjpt2t8I/ODR02XmgtUpXp2nPvpqtRVrPzfn13PrwwV9gKGv70t9n/Tp1CikmRq6d4E+6Nm4ZILvdWWp7fTBgYbH5O+sd+6Dqg/dba7f2VVdfSa8uVDmTxnoex2g3kejJ8+Td5ev97VTX7m2a+9BadF9uNl5XfvPOZwR+NR9Go6rtlXvneT9quG9Q7N/B90XwGmDBvhAv8/J3/s+59X+5qGGPlwb9srbvgc1Th/VrVHBtxbdab8+mFNz59Dfz2fbN5Cc8XG+Pzt85LiZteH0t36g1zO8Xxspc2MJU+7Q4WPy/Mg3U5TRP9f7TU2vKlYoRVc6r6HTVx6mHrUP5feFMggggAACCCCAAAKXr0DMBXgvulJH4vT91fof8xqac+XM4eppdI13pSe7ydFjJ2X9wrHmVVfJj+Rr4If1aWXaoiN6+mqzYIc+gPhj936Jy5ZVChbIa9aRe3U4m3KlN8Kf3vl1mvuOnXvNe9eLFMpv3snu79CR9207dkvmzJlNoNLy/g6dWr1rzwEpVriA5Mkdn97pQ/78yLETcuTocfPqPmcXcb1PdNM5/Z+OxufPlyfFyGuwyp1p7M0bVJVOzZ8I2g69X3TU/sTJ0+ba43NkD7ndWlDtdu7Zb2YF6AOIiznCcdU14zt27RWd+n5N8SK+pRcXc95Qv6ObQ+osDn3Xui4Z0Yc/zpF8Cr3eF/sPHpYiBa9I83uX+nfw9z/2mD4tVMD/7532i85q0OvUvyfy5Ep7vznLPXSkX98tn7xdoV4b5RBAAAEEEEAAAQQuXwECfBT0vbOmtnWjGtKuac00LQq2iV0UNN+EFl3T+1c2z4uG64h0G5wNAnW9v8524PBGINAmdt6c7c9a9QFP537jzVscFk97wSy14EAAAQQQQAABBBBAIBwBAnw4Wh6VdTaeWzX7ZSlaOL91AT7Y9H+PyGKyWmfKuo7ezprQN8VGbDF5wRG6qEgFeGdZQ5vGNaTt02kf1EWIg9MigAACCCCAAAIIWCRAgI9wZ+nGXrq5Wu5c8Wadt79Dp+YuWrFeihUpIHfddnOEW5z29PpKr8NHj4muw049/T/qGhvlDdKNAn/7fZdZy+7vlXJR3nwrmqdvffj5f7/Lg//6p99p7l5chC5nWbp6o6n60QfvMhvncSCAAAIIIIAAAgggEK4AAT5cMcojgAACCCCAAAIIIIAAAgggEAEBAnwE0DklAggggAACCCCAAAIIIIAAAuEKEODDFaM8AggggAACCCCAAAIIIIAAAhEQIMBHAJ1TIoAAAggggAACCCCAAAIIIBCuAAE+XDHKI4AAAggggAACCCCAAAIIIBABAQJ8BNA5JQIIIIAAAggggAACCCCAAALhChDgwxWjPAIIIIAAAggggAACCCCAAAIRECDARwCdUyKAAAIIIIAAAggggAACCCAQrgABPlwxyiOAAAIIIIAAAggggAACCCAQAQECfATQOSUCCCCAAAIIIIAAAggggAAC4QoQ4MMVozwCCCCAAAIIIIAAAggggAACERAgwEcAnVMigAACCCCAAAIIIIAAAgggEK4AAT5cMcojgAACCCCAAAIIIIAAAgggEAEBAnwE0DklAggggAACCCCAAAIIIIAAAuEKEODDFaM8AggggAACCCCAAAIIIIAAAhEQIMBHAJ1TIoAAAggggAACCCCAAAIIIBCuAAE+XDHKI4AAAggggAACCCCAAAIIIBABAQJ8BNA5JQIIIIAAAggggAACCCCAAALhChDgwxWjPAIIIIAAAggggAACCCCAAAIRECDARwCdUyKAAAIIIIAAAggggAACCCAQrgABPlwxyiOAAAIIIIAAAggggAACCCAQAQECfATQOSUCCCCAAAIIIIAAAggggAAC4QoQ4MMVozwCCCCAAAIIIIAAAggggAACERAgwEcAnVMigAACCCCAAAIIIIAAAgggEK4AAT5cMcojgAACCCCAAAIIIIAAAgggEAEBAnwE0DklAggggAACCCCAAAIIIIAAAuEKEODDFaM8AggggAACCCCAAAIIIIAAAhEQIMBHAJ1TIoAAAggggAACCCCAAAIIIBCuAAE+XDHKI4AAAggggAACCCCAAAIIIBABAQJ8BNA5JQIIIIAAAggggAACCCCAAALhChDgwxWjPAIIIIAAAggggAACCCCAAAIRECDARwCdUyKAAAIIIIAAAggggAACCCAQrgABPlwxyiOAAAIIIIAAAggggAACCCAQAQECfATQOSUCCCCAAAIIIIAAAggggAAC4QoQ4MMVozwCCCCAAAIIIIAAAggggAACERAgwEcAnVMigAACCCCAAAIIIIAAAgggEK4AAT5cMcojgAACCCCAAAIIIIAAAgggEAEBAnwE0DklAggggAACCCCAAAIIIIAAAuEKEODDFaM8AggggAACCCCAAAIIIIAAAhEQIMBHAJ1TIoAAAggggAACCCCAAAIIIBCuAAE+XDHKI4AAAggggAACCCCAAAIIIBABAQJ8BNA5JQIIIIAAAggggAACCCCAAALhChDgwxWjPAIIIIAAAggggAACCCCAAAIRECDARwCdUyKAAAIIIIAAAggggAACCCAQrgABPlwxyiOAAAIIIIAAAggggAACCCAQAQECfATQOSUCCCCAAAIIIIAAAggggAAC4QoQ4MMVozwCCCCAAAIIIIAAAggggAACERAgwEcAnVMigAACCCCAAAIIIIAAAgggEK4AAT5cMcojgAACCCCAAAIIIIAAAgggEAEBAnwE0DklAggggAACCCCAAAIIIIAAAuEKRH2AP5eYKBkzZJSMGTOke22Hjx6X06fPSqECef2WPXPmrBw8fMx8niFD2vr2HTgs8TkNEqhlAAAgAElEQVTiJC571nTPpQWClT9/Pkn27D8oBa7II5kzZUpT39FjJ0SvLV+eXCGdi0IIIIAAAggggAACCCCAAAKXt0BUB/iTp85I3Zb9pUXDalL14bsD9pQG6UYdhsjW7btNmZLXFJPmDapKtUr3mJ+TkpLklWmLZPzUBebnK/LmknFDOsmtN5c0P2/bsVta9Rzh+36tR++Xvl0aS5bMaYN3KOXXffK1dHv+FTlx8pSpv1/XJlKnWnnzz/pnPQe9KmvWbzI///3mkjJ2UAcT9DkQQAABBBBAAAEEEEAAAQQQCCQQtQF++MTZMvXtZabdQxNaBg3we/YdkneXfyTVK98r8XHZZfq8lTJ19nL5cMEYM5q+afPP0rDdYJk+treUufE6GTNlvry3+hNZNXuEGdlv0X245IyPk8G9msuuPfulTssB0rdzI98DgNR4wcrrQ4f7a3aQdk1rSoNaD8naDV9Jxz5jZcWsYVK8aEGZPPM9mbt4rUwfm2Da1rrXSClxdVEZ2KMpdykCCCCAAAIIIIAAAggggAACAQWiNsAfOnxMTp05I/XbDJQuLeoEDfCpr277zr1SuV53E9hvK/M3eXniHPn+l60yeXh3U1QDf4UnOsm8SQOkWJECck+1tjJjXIKULX2D+Xzw6Omya88BGTu4Yxo4naYfrLyOvrd5dqRsWjlJsmbNYr7/aMOeJsw3qPWwPNG8n1QuX87MENBjxdrPpEv/CbL5g6l+p/Vz7yKAAAIIIIAAAggggAACCCCgAlEb4J3u0SDevmmtsAL8gmUfyXNDp8hH74410+V1Onu+PDkloeNTvl6/pXwTmfBCZyletIBUb5Iga98ZJQXzX1g7ryP4C1esNwE/9bHltx1By89ZvFbemL1Mls4Y6vtq+4TRcu1VRaVrqzpSrkorGdTzGRPi9fjup9+kdov+smHxeMmTK17Onj3LnYkAAggggAACCCCAAAIIxKRAliwXBjk5Lk4g5gL8z79ul/ptBknj2pXNNHY9dMp7qZJXmwDtHBqk+3drIsUK5zfT650ArZ9rCJ84baGsmTsyjaozHT9QeZ0iv/yDz1KEf32AkDNHnPTr2lhKV3jaPDh44O5bTd3OA4FVs1+WooXzy48//nhxPcm3EEAAAQQQQAABBBBAAIEoFyhVqlSUtzC6mxdTAX7Hrn3yVPvBUu4fN8qQXs0lU6aMRl8DtI7E9+7Q0NcbqUfg180f7dtILpQR+EDlQxmBH9yrmVR64HbTltQj8NF9u9A6BBBAAAEEEEAAAQQQQACBSAnETID/5dcd8nTnF6XifbdJn86NUry6TdfA/7hlm7w2rJtxTm8N/MCR02TPvoMhr4FPXt5ZA//V+5MlS5bM5ny6DKBR7Uq+NfCPVLhDmtV/zHzGGvhI3fqcFwEEEEAAAQQQQAABBBCwSyBqA7y+Iz3pfJJUbfSstGpUXao+dLcvECtxwouTJfH8eXmxdwv5ccvvUuuZPvLYg3dJ+2dqScaMF0bec8RlM+9Z/3MX+gQpc9N1MnryPFm6eqNvF/pm3YZJ7pzxoiPj/nahn7lgtSxc/rFMGdHD7FYfrPyJk6elXJWW0rNtPanvZxf6SW8tkXlL1pld6LV9+vo6dqG365eG1iKAAAIIIIAAAggggAACkRCI2gCvO7Pr6HTyY8m0F0zY1XepO2vYa1ctL8vWfGqmyac+9D3wGvD1PfDjpi6QidMW/V+wzy6vDevq23X+1207TZDW3ev1ePyR+6R/1ya+Bwa6Rl7Xyr/Up5X5PL3y+o533bjOOZ7r9JTUe/xB8+PxE6dMWz/c+LX5uXSpEmakv1CBCxvocSCAAAIIIIAAAggggAACCCDgTyBqA3yw7lr/+Wbp1Hec6Dp0HcUO9Th1+owcOHhEihTKb97/nvrYvfegGWGPz5Hd99Gx4yflzsdap3jNnPOhv/LOZ4mJ52XX3gNSKH/eFDMHnM/1dXRnz57zrbsP9RoohwACCCCAAAIIIIAAAgggcHkKWBngR7w6x/RWl5Z/7irvVfd99Ok3MnryO35fKefVOakXAQQQQAABBBBAAAEEEEAAgdQCVgZ43YROR8rDGX2/2K4/cuyEnDuXaHax50AAAQQQQAABBBBAAAEEEEAgUgJWBvhIYXFeBBBAAAEEEEAAAQQQQAABBCIlQICPlDznRQABBBBAAAEEEEAAAQQQQCAMAQJ8GFgURQABBBBAAAEEEEAAAQQQQCBSAgT4SMmHed7z50XOnEsM81v2FM+aOZNkzGhPe2kpAggggAACCCCAAAIIIHCpBQjwl1r8Is938OApWTfrJzm27+RF1hC9X8tVME4q1LtRcufNGr2NpGUIIIAAAggggAACCCCAQIQFCPAR7oBQT3/o4ClZMuZrObzzeKhfsaZc3mLxUq1DWQK8NT1GQxFAAAEEEEAAAQQQQCASAgT4SKhfxDkJ8BeBxlcQQAABBBBAAAEEEEAAgRgSIMBb0pkEeEs6imYigAACCCCAAAIIIIAAAh4JEOA9gnW7WgK826LUhwACCCCAAAIIIIAAAgjYJUCAt6S/CPCWdBTNRAABBBBAAAEEEEAAAQQ8EiDAewTrdrUEeLdFqQ8BBBBAAAEEEEAAAQQQsEuAAG9JfxHgLekomokAAggggAACCCCAAAIIeCRAgPcI1u1qCfBui1IfAggggAACCCCAAAIIIGCXAAHekv4iwFvSUTQTAQQQQAABBBBAAAEEEPBIgADvEazb1RLg3RalPgQQQAABBBBAAAEEEEDALgECvCX9RYC3pKNoJgIIIIAAAggggAACCCDgkQAB3iNYt6slwLstSn0IIIAAAggggAACCCCAgF0CBHhL+osAb0lH0UwEEEAAAQQQQAABBBBAwCMBArxHsG5XS4B3W5T6EEAAAQQQQAABBBBAAAG7BAjwlvQXAd6SjqKZCCCAAAIIIIAAAggggIBHAgR4j2DdrpYA77Yo9SGAAAIIIIAAAggggAACdgkQ4C3pLwK8JR1FMxFAAAEEEEAAAQQQQAABjwQI8B7Bul0tAd5tUepDAAEEEEAAAQQQQAABBOwSIMBb0l8EeEs6imYigAACCCCAAAIIIIAAAh4JEOA9gnW7WgK826LUhwACCCCAAAIIIIAAAgjYJUCAt6S/CPCWdBTNRAABBBBAAAEEEEAAAQQ8EiDAewTrdrUEeLdFqQ8BBBBAAAEEEEAAAQQQsEuAAG9JfxHgLekomokAAggggAACCCCAAAIIeCRAgPcI1u1qCfBui1IfAggggAACCCCAAAIIIGCXAAHekv4iwFvSUTQTAQQQQAABBBBAAAEEEPBIgADvEazb1RLg3RalPgQQQAABBBBAAAEEEEDALgECvCX9RYC3pKNoJgIIIIAAAggggAACCCDgkQAB3iNYt6slwLstSn0IIIAAAggggAACCCCAgF0CBHhL+osAb0lH0UwEEEAAAQQQQAABBBBAwCMBArxHsG5XS4B3W5T6EEAAAQQQQAABBBBAAAG7BAjwlvQXAd6SjqKZCCCAAAIIIIAAAggggIBHAgR4j2DdrpYA77Yo9SGAAAIIIIAAAggggAACdgkQ4C3pLwK8JR1FMxFAAAEEEEAAAQQQQAABjwQI8B7Bul0tAd5tUepDAAEEEEAAAQQQQAABBOwSIMBb0l8EeEs6imYigAACCCCAAAIIIIAAAh4JEOA9gnW7WgK826LUhwACCCCAAAIIIIAAAgjYJUCAt6S/CPCWdBTNRAABBBBAAAEEEEAAAQQ8EiDAewTrdrUEeLdFqQ8BBBBAAAEEEEAAAQQQsEuAAG9JfxHgLekomokAAggggAACCCCAAAIIeCRAgPcI1u1qCfBui1IfAggggAACCCCAAAIIIGCXAAHekv4iwFvSUTQTAQQQQAABBBBAAAEEEPBIgADvEazb1RLg3RalPgQQQAABBBBAAAEEEEDALgECvCX9RYC3pKNoJgIIIIAAAggggAACCCDgkQAB3iNYt6slwLstSn0IIIAAAggggAACCCCAgF0CBHhL+osAb0lH0UwEEEAAAQQQQAABBBBAwCMBArxHsG5XS4B3W5T6EEAAAQQQQAABBBBAAAG7BAjwlvQXAd6SjqKZCCCAAAIIIIAAAggggIBHAgR4j2DdrpYA77Yo9SGAAAIIIIAAAggggAACdgkQ4C3pLwK8JR1FMxFAAAEEEEAAAQQQQAABjwQI8B7Bul0tAd5tUepDAAEEEEAAAQQQQAABBOwSiPoAfy4xUTJmyCgZM2ZIV/b8+STZs/+gFLgij2TOlClN+TNnzsrBw8ekUIG8kiFD2vr2HTgs8TniJC571nTPpQWClU+vLUePnRC9tnx5coV0LgJ8SEwUQgABBBBAAAEEEEAAAQRiViCqA/zJU2ekbsv+0qJhNan68N1BO2HdJ19Lt+dfkRMnT5ly/bo2kTrVypt/TkpKklemLZLxUxeYn6/Im0vGDekkt95c0vy8bcduadVzhGzdvtv8XOvR+6Vvl8aSJXPahwChlA/WFm1fz0Gvypr1m8y5/n5zSRk7qIN56BDsIMDH7O8gF4YAAggggAACCCCAAAIIhCQQtQF++MTZMvXtZeYihia0DBrgNejfX7ODtGtaUxrUekjWbvhKOvYZKytmDZPiRQvKps0/S8N2g2X62N5S5sbrZMyU+fLe6k9k1ewRZmS/RffhkjM+Tgb3ai679uyXOi0HSN/OjaRapXv8IgYrn15bJs98T+YuXivTxyaYkf7WvUZKiauLysAeTQnweUOb+RDSnU0hBBBAAAEEEEAAAQQQQCDGBKI2wB86fExOnTkj9dsMlC4t6gQN8Dri3ebZkbJp5STJmjWL6aJHG/Y0Yb5BrYfl5Ylz5Ptftsrk4d3NZ3v2HZIKT3SSeZMGSLEiBeSeam1lxrgEKVv6BvP54NHTZdeeAzJ2cMc03X346PGg5dNryxPN+0nl8uWkeYOqpu4Vaz+TLv0nyOYPpvqd1u80gBH4GPvN43IQQAABBBBAAAEEEEAAgTAFojbAO9dRuV53ad+0VtAAP2fxWnlj9jJZOmOo7/LbJ4yWa68qKl1b1TFT6/PlySkJHZ/yfX5L+SYy4YXOUrxoAaneJEHWvjNKCubPaz6fPm+lLFyx3gT81MeW33YELZ9eW8pVaSWDej5jQrwe3/30m9Ru0V82LB4veXLFm+n+/g4N8O+N/UYO7zweZhdHf/G8xeKlavt/SG5G4KO/s2ihpwKBfv89PSmVI4AAAghctgL+9oS6bDG48EsmwH3316hjIsDrtPTlH3yWInBraM+ZI076d2tipsiXKnm1CfPOoUFaPytWOL+ZXu8EaP1cQ/jEaQtlzdyRaXSd6fiBygdrS7+ujaV0hafNg4MH7r7V1O08EFg1+2UpWji/bN682X+PJmWXr+bvj9kA/49aBSRJTv61u5lvI2C5AP9Cs7wDaT4CCCBgmQAPji3rsBhpbunSpWPkSiJzGTER4NMb9dYwrxvX9e7Q0KecegR+3fzRvo3kQhmBD1Q+vbbog4PBvZpJpQduN21JPQIf6DZgCn1kfkE4KwIIIIAAAggggAACCCAQLQIxEeCddedfvT9ZsmTJbGx16n2j2pV8a+B/3LJNXhvWzXyW3hr4gSOnyZ59B0NeA5+8fHpt0TXwj1S4Q5rVf8y0hTXwIjqFvlqHskyhj5a/FWgHAggggAACCCCAAAIIRKVA1AZ4fUd60vkkqdroWWnVqLpUfehuXzhXyYQXJ0vi+fPyYu8WcuLkaSlXpaX0bFtP6gfdhT5Bytx0nYyePE+Wrt7o24W+WbdhkjtnvBkZ97cL/cwFq2Xh8o9lyogeZrf6YOXTa8ukt5bIvCXrzC70OeKymdfXsQs9AT4q/3agUQgggAACCCCAAAIIIBBVAlEb4HVndh2dTn4smfaCCbv6LnVnDXvtqhfe9a7vVdeN65zjuU5PSb3HHzQ/6vqecVMXyMRpi8zPOeKyy2vDuvp2nf91204TpLfv3Gs+f/yR+6R/1ya+Bwa6Rl7Xyr/Up5X5PL3ywdpy/MQps6nehxu/NnWVLlXCjPQXKnBhA71AB1Poo+r3hsYggAACCCCAAAIIIIAAApdcIGoDfDCJ9Z9vlk59x4muQ9dRbOdITDwvu/YekEL586YYrXc+P3X6jBw4eESKFMpv3v+e+ti996AZYY/Pkd330bHjJ+XOx1qneM2c86G/8qG2RV9Hd/bsOd+6+/R6ngCfnhCfI4AAAggggAACCCCAAAKxLWBlgB/x6hzTK11a/rmrvFfd9NGn38joye/4faWcV+f0Vy8B/lJqcy4EEEAAAQQQQAABBBBAIPoErAzwugmdjpQnH333ivbIsRNy7lyi2cU+kgcBPpL6nBsBBBBAAAEEEEAAAQQQiLyAlQE+8myXvgUE+EtvzhkRQAABBBBAAAEEEEAAgWgSIMBHU28EaQsB3pKOopkIIIAAAggggAACCCCAgEcCBHiPYN2ulgDvtij1IYAAAggggAACCCCAAAJ2CRDgLekvArwlHUUzEUAAAQQQQAABBBBAAAGPBAjwHsG6XS0B3m1R6kMAAQQQQAABBBBAAAEE7BIgwFvSXwR4SzqKZiKAAAIIIIAAAggggAACHgkQ4D2CdbtaArzbotSHAAIIIIAAAggggAACCNglQIC3pL8I8JZ0FM1EAAEEEEAAAQQQQAABBDwSIMB7BOt2tQR4t0WpDwEEEEAAAQQQQAABBBCwS4AAb0l/EeAt6SiaiQACCCCAAAIIIIAAAgh4JECA9wjW7WoJ8G6LUh8CCCCAAAIIIIAAAgggYJcAAd6S/iLAW9JRNBMBBBBAAAEEEEAAAQQQ8EiAAO8RrNvVEuDdFqU+BBBAAAEEEEAAAQQQQMAuAQK8Jf1FgLeko2gmAggggAACCCCAAAIIIOCRAAHeI1i3qyXAuy1KfQgggAACCCCAAAIIIICAXQIEeEv6iwBvSUfRTAQQQAABBBBAAAEEEEDAIwECvEewbldLgHdblPoQQAABBBBAAAEEEEAAAbsECPCW9BcB3pKOopkIIIAAAggggAACCCCAgEcCBHiPYN2ulgDvtij1IYAAAggggAACCCCAAAJ2CRDgLekvArwlHUUzEUAAAQQQQAABBBBAAAGPBAjwHsG6XS0B3m1R6kMAAQQQQAABBBBAAAEE7BIgwFvSXwR4SzqKZiKAAAIIIIAAAggggAACHgkQ4D2CdbtaArzbotSHAAIIIIAAAggggAACCNglQIC3pL8I8JZ0FM1EAAEEEEAAAQQQQAABBDwSIMB7BOt2tQR4t0WpDwEEEEAAAQQQQAABBBCwS4AAb0l/EeAt6SiaiQACCCCAAAIIIIAAAgh4JECA9wjW7WoJ8G6LUh8CCCCAAAIIIIAAAgggYJcAAd6S/iLAW9JRNBMBBBBAAAEEEEAAAQQQ8EiAAO8RrNvVEuDdFqU+BBBAAAEEEEAAAQQQQMAuAQK8Jf1FgLeko2gmAggggAACCCCAAAIIIOCRAAHeI1i3qyXAuy1KfQgggAACCCCAAAIIIICAXQIEeEv6iwBvSUfRTAQQQAABBBBAAAEEEEDAIwECvEewbldLgHdblPoQQAABBBBAAAEEEEAAAbsECPCW9BcB3pKOopkIIIAAAggggAACCCCAgEcCBHiPYN2ulgDvtij1IYAAAggggAACCCCAAAJ2CRDgLekvArwlHUUzEUAAAQQQQAABBBBAAAGPBAjwHsG6XS0B3m1R6kMAAQQQQAABBBBAAAEE7BIgwFvSXwR4SzqKZiKAAAIIIIAAAggggAACHgkQ4D2CdbtaArzbotSHAAIIIIAAAggggAACCNglQIC3pL8I8JZ0FM1EAAEEEEAAAQQQQAABBDwSIMB7BOt2tQR4t0WpDwEEEEAAAQQQQAABBBCwS4AAb0l/EeAt6SiaiQACCCCAAAIIIIAAAgh4JECA9wjW7WoJ8G6LUh8CCCCAAAIIIIAAAgggYJcAAd6S/iLAW9JRNBMBBBBAAAEEEEAAAQQQ8EiAAO8RrNvVEuDdFqU+BBBAAAEEEEAAAQQQQMAuAQK8Jf1FgLeko2gmAggggAACCCCAAAIIIOCRAAHeI1i3qyXAuy1KfQgggAACCCCAAAIIIICAXQIEeEv6iwBvSUfRTAQQQAABBBBAAAEEEEDAIwECvEewbldLgHdblPoQQAABBBBAAAEEEEAAAbsECPCW9BcB3pKOopkIIIAAAggggAACCCCAgEcCBHiPYN2ulgDvtij1IYAAAggggAACCCCAAAJ2CRDgLekvArwlHUUzEUAAAQQQQAABBBBAAAGPBAjwHsG6XS0B3m1R6kMAAQQQQAABBBBAAAEE7BIgwFvSXwR4SzqKZiKAAAIIIIAAAggggAACHgkQ4D2CdbtaArzbotSHAAIIIIAAAggggAACCNglEHMBfueeA1K4QD7JmDFDmp44c+asHDx8TAoVyCsZMqT9fN+BwxKfI07ismcNqReDlT9/Pkn27D8oBa7II5kzZUpT39FjJ+RcYqLky5MrpHMR4ENiohACCCCAAAIIIIAAAgggELMCMRPgp81dIW/NXyVnz52Ts2fPSc0q/5IuLeuYjktKSpJXpi2S8VMXmJ+vyJtLxg3pJLfeXNL8vG3HbmnVc4Rs3b7b/Fzr0fulb5fGkiVz2uAdSvl1n3wt3Z5/RU6cPGXq69e1idSpVt78s/5Zz0Gvypr1m8zPf7+5pIwd1MEE/WAHAT5mfwe5MAQQQAABBBBAAAEEEEAgJIGYCPD//fE3qdOyv0wd2UvuKHuj/G/bTqnW6FmZOaGPCembNv8sDdsNlulje0uZG6+TMVPmy3urP5FVs0eYkfoW3YdLzvg4Gdyruezas1/qtBwgfTs3kmqV7vGLGKz8yVNn5P6aHaRd05rSoNZDsnbDV9Kxz1hZMWuYFC9aUCbPfE/mLl4r08cmmJH+1r1GSomri8rAHk0J8HlDm/kQ0p1NIQQQQAABBBBAAAEEEEAgxgRiIsB/uul7adp5qCx7a6hcfWVh00X/ery99GhTz4TwlyfOke9/2SqTh3c3n+3Zd0gqPNFJ5k0aIMWKFJB7qrWVGeMSpGzpG8zng0dPl117DsjYwR3TdPfho8eDltfR9zbPjpRNKydJ1qxZzPcfbdjThPkGtR6WJ5r3k8rly0nzBlXNZyvWfiZd+k+QzR9M9Tut32kAI/Ax9pvH5SCAAAIIIIAAAggggAACYQrERIDXte3PdB0mP/yyTTo8U0uOnTgpK9d+Lm+O6S25c+Yw09nz5ckpCR2f8vHcUr6JTHihsxQvWkCqN0mQte+MkoL585rPp89bKQtXrDcBP/Wx5bcdQcvPWbxW3pi9TJbOGOr7avuE0XLtVUWla6s6Uq5KKxnU8xkT4vX47qffpHaL/rJh8XjJkys+YPcR4MO8symOAAIIIIAAAggggAACCMSYQEwEeO2TSW8tkcUrN0hc9myy+cdfpVn9x6T9M7XMBnI65b1UyatNgHYODdL9uzWRYoXzm+n1yQO0hvCJ0xbKmrkj03S3Mx0/UHmdIr/8g89ShH99gJAzR5z069pYSld42jw4eODuW03dzgOBVbNflqKF88sPP/zg9xZLSswm/5m3Rw7vPB5jt6BI3mLx8s/ahUUyXNgzgAMBBBBAAAEEEEAAAQRiU+DGG2+MzQu7RFcVEwH+o0+/MZvQfbJkghlxX//5ZunUd5x0a1VH6taoaEbgdeO63h0a+lhTj8Cvmz/at5FcKCPwgcqHMgI/uFczqfTA7aYtqUfgz50757frDx86LcvGb47ZAP9o279LrjwXlhxwIIAAAggggAACCCCAQGwKZM6cOTYv7BJdVUwE+FGT5smaj7+URW8O8bG17T1K4uOyy0t9Wpk18D9u2SavDetmPk9vDfzAkdNkz76DIa+BT17eWQP/1fuTJUuWCzdn5XrdpVHtSr418I9UuMPMENCDNfAXRuCrdSgrudnE7hL92nMaBBBAAAEEEEAAAQQQsFEgJgL80tWfSveBr8jEoV3kvjvKyO9/7JUqDXpI99ZPSpO6jyTbhT5Bytx0nYyePE+Wrt7o24W+WbdhkjtnvOjIuL9d6GcuWC0Ll38sU0b0MLvVByt/4uRpKVelpfRsW0/q+9mFXqf6z1uyzuxCnyMum5k5wC70BHgb//KgzQgggAACCCCAAAIIIHBpBWIiwJ8/nySvzlgk7y77WA4cOiq5csZJ9Ur3Stuna5p3uet74MdNXSATpy0yujnisstrw7r6dp3/ddtOE6S379xrPn/8kfukf9cmvhF0XSOva+V1NF+P9MrrO9514zrneK7TU1Lv8QfNj8dPnDJT+j/c+LX5uXSpEmakv1CBCxvoBTrYxO7S/mJwNgQQQAABBBBAAAEEEEAg2gRiIsAnR/1j1z4pUii/eb976uPU6TNy4OCRgJ/v3nvQjLDH58ju++qx4yflzsdap3jNnPOhv/LOZ4mJ52XX3gNSKH9e34OA5O3R19GdPXvOt+4+vRuDAJ+eEJ8jgAACCCCAAAIIIIAAArEtEHMB3u3u0g3yRk9+x+8r5dw+V7D6CPCXUptzIYAAAggggAACCCCAAALRJ0CAT6dPjhw7IefOJZpd7CN5EOAjqc+5EUAAAQQQQAABBBBAAIHICxDgI98HIbWAAB8SE4UQQAABBBBAAAEEEEAAgZgVIMBb0rUEeEs6imYigAACCCCAAAIIIIAAAh4JEOA9gnW7WgK826LUhwACCCCAAAIIIIAAAgjYJUCAt6S/CPCWdBTNRAABBBBAAAEEEEAAAQQ8EiDAewTrdrUEeLdFqQ8BBBBAAAEEEEAAAQQQsEuAAG9JfxHgLekomokAAggggAACCCCAAAIIeCRAgPcI1u1qCfBui1IfAggggAACCCCAAAIIIGCXAAHekv4iwFvSUTQTAQQQQAABBBBAAAEEEPBIgADvEazb1fhD2wsAACAASURBVBLg3RalPgQQQAABBBBAAAEEEEDALgECvCX9RYC3pKNoJgIIIIAAAggggAACCCDgkQAB3iNYt6slwLstSn0IIIAAAggggAACCCCAgF0CBHhL+osAb0lH0UwEEEAAAQQQQAABBBBAwCMBArxHsG5XS4B3W5T6EEAAAQQQQAABBBBAAAG7BAjwlvQXAd6SjqKZCCCAAAIIIIAAAggggIBHAgR4j2DdrpYA77Yo9SGAAAIIIIAAAggggAACdgkQ4C3pLwK8JR1FMxFAAAEEEEAAAQQQQAABjwQI8B7Bul0tAd5tUepDAAEEEEAAAQQQQAABBOwSIMBb0l8EeEs6imYigAACCCCAAAIIIIAAAh4JEOA9gnW7WgK826LUhwACCCCAAAIIIIAAAgjYJUCAt6S/CPCWdBTNRAABBBBAAAEEEEAAAQQ8EiDAewTrdrUEeLdFqQ8BBBBAAAEEEEAAAQQQsEuAAG9JfxHgLekomokAAggggAACCCCAAAIIeCRAgPcI1u1qCfBui1IfAggggAACCCCAAAIIIGCXAAHekv4iwFvSUTQTAQQQQAABBBBAAAEEEPBIgADvEazb1RLg3RalPgQQQAABBBBAAAEEEEDALgECvCX9RYC3pKNoJgIIIIAAAggggAACCCDgkQAB3iNYt6slwLstSn0IIIAAAggggAACCCCAgF0CBHhL+osAb0lH0UwEEEAAAQQQQAABBBBAwCMBArxHsG5XS4B3W5T6EEAAAQQQQAABBBBAAAG7BAjwlvQXAd6SjqKZCCCAAAIIIIAAAggggIBHAgR4j2DdrpYA77Yo9SGAAAIIIIAAAggggAACdgkQ4C3pLwK8JR1FMxFAAAEEEEAAAQQQQAABjwQCBvivv9si73/4hTSr95jkzZNTVq77QqbPWyk54+Pk2fb15eorC3vUJKr1J0CA575AAAEEEEAAAQQQQAABBC5vgYABvtvzr8juvQdl+tjesnf/ISn/707yt+uKy+Gjx83/Txza9fKWu8RXT4C/xOCcDgEEEEAAAQQQQAABBBCIMoGAAb56497y76oPSOPalWXukrXSf/gb8sG8UXL8xEmp2uhZ+WL5axKXPWuUXU7sNocAH7t9y5UhgAACCCCAAAIIIIAAAqEIBA3w9Wo+KPUef1B6vzBJvv95qyx4fZCcOHlaylVpKW9P7CdlbiwRyjko44IAAd4FRKpAAAEEEEAAAQQQQAABBCwWCBjgnxs6Rb789idpUreKDHj5DWnVqLq0b1pLdG18/TYD5f23h0uxIgUsvnS7mk6At6u/aC0CCCCAAAIIIIAAAggg4LZAwAD/+x97pHHHF8w6+MIF85nR9zy54qVT33HyzfdbZNXsEZIxYwa320N9AQQI8NwaCCCAAAIIIIAAAggggMDlLRD0NXJnzpyVnXsOyFXFCvnC+jffbZE8uXPKNcXZhf5S3joE+EupzbkQQAABBBBAAAEEEEAAgegTCBjgddO6G667UhrUejhFq3/c8ru07jVC3pn8vOTLkyv6rihGW0SAj9GO5bIQQAABBBBAAAEEEEAAgRAFAgb49gmj5eZS10rrRjVSVOW8Um7epAFy0w3XhHgaiv1VAQL8XxXk+wgggAACCCCAAAIIIICA3QJpArzuNn/27Dl5acLbUuLqolK76gO+KzyXmCjL1nwqMxes5jVyl7jfCfCXGJzTIYAAAggggAACCCCAAAJRJpAmwP/r8fZy4NDRgM28Im8ueab+Y9KkziNRdimx3RwCfGz3L1eHAAIIIIAAAggggAACCKQnkCbAb/lth5w9lyiDR8+Q60tcKXWrV/DVkSVLZilxVVF2n09P1YPPCfAeoFIlAggggAACCCCAAAIIIGCRQMA18CdOnpZMmTJKtqxZLLqc2G0qAT52+5YrQwABBBBAAAEEEEAAAQRCEQj6Gjl9B/z6z7+VbTv2pKmrVaPqkj1b1lDOQRkXBAjwLiBSBQIIIIAAAggggAACCCBgsUDAAL9i7WfSpf8Ec2m67l2nzyc/Fk4dLLly5rD40u1qOgHerv6itQgggAACCCCAAAIIIICA2wIBA3zdlgMkPkd2GTekk+SIy+b2eakvTAECfJhgFEcAAQQQQAABBBBAAAEEYkwgYICv3ri3PFLxTmnTOOV74GPs+q25HAK8NV1FQxFAAAEEEEAAAQQQQAABTwQCBvjhE2fLV5t/kRnjEjw5MZWGJ0CAD8+L0ggggAACCCCAAAIIIIBArAkEDPALV6yX3i9MkqefrCJFC+VPc921qz4gWdmh/pLdDwT4S0bNiRBAAAEEEEAAAQQQQACBqBQIGOA79R0n73/4RcBGb1g8XvLkio/Ki4rFRhHgY7FXuSYEEEAAAQQQQAABBBBAIHSBoK+RC70aSnotQID3Wpj6EUAAAQQQQAABBBBAAIHoFiDAR3f/+FpHgLeko2gmAggggAACCCCAAAIIIOCRQMAAP37qAtn0318Cnnb08+3Na+Y4Lo0AAf7SOHMWBBBAAAEEEEAAAQQQQCBaBQIG+KlvL5Nvf/g1TbtXrP1MSl5TTN6e2C9q3w+//+AR0+78+XKnaP+ZM2fl4OFjUqhAXsmQIUOaa9t34LDE54iTuOxZQ+qvYOXPn0+SPfsPSoEr8kjmTJnS1Hf02Ak5l5go+fLkCulcBPiQmCiEAAIIIIAAAggggAACCMSsQNhT6Ce88a6sWb9J5rzaXzJmTBuCIyWlgXnKrPdk2twVcuDQUckRl10+XzbRNCcpKUlembZIdFaBHlfkzSXjhnSSW28uaX7etmO3tOo5QrZu321+rvXo/dK3S2PJkjlt8A6l/LpPvpZuz78iJ06eMvX169pE6lQrb/5Z/6znoFeNoR5/v7mkjB3UwQT9YAcBPlJ3FudFAAEEEEAAAQQQQAABBKJDIOwA//Ov2+Xxp5+TJdNekBJXF42OqxCRlyfOkXeXfyStGtWQKhXvlDNnz0qRgleY9m3a/LM0bDdYpo/tLWVuvE7GTJkv763+RFbNHmEeQrToPlxyxsfJ4F7NZdee/VKn5QDp27mRVKt0j9/rC1b+5Kkzcn/NDtKuaU1pUOshWbvhK+nYZ6ysmDVMihctKJNnvidzF6+V6WMTzEh/614jjePAHk0J8HlDm/kQNTcdDUEAAQQQQAABBBBAAAEELqFA2AF+45ffyTNdXjIj8LeUuvYSNjXwqfbuPyTl/91JBvV8RmpW+Veaghruv/9lq0we3t18tmffIanwRCeZN2mAFCtSQO6p1lZmjEuQsqVvMJ8PHj1ddu05IGMHd0xT1+Gjx4OW19H3Ns+OlE0rJ0nWrFnM9x9t2NOE+Qa1HpYnmveTyuXLSfMGVc1nuiShS/8JsvmDqX6n9TsNYAQ+Km41GoEAAggggAACCCCAAAIIREwgYIB/a/778t1PW30N02noGl51RPmmG64x4TdajtUffSkd+oyRJ2tUlJ/+t12yZcsi1SvdI9Ur3WuaqNPZ8+XJKQkdn/I1+ZbyTWTCC52leNECUr1Jgqx9Z5QUzJ/XfD593kpZuGK932vc8tuOoOXnLF4rb8xeJktnDPWdq33CaLn2qqLStVUdKVellXnQoCFej+9++k1qt+gvGxaPlzy54gOSEuCj5W6jHQgggAACCCCAAAIIIIBAZAQCBviRr82V/3zzU4pW5cqZQx64+1apeO9tZiO4aDnemr9KhoyZYaatl7ruKvnxf7/LuNcXyEt9WsljD95lpsiXKnm1CdDOoUG6f7cmUqxwfjO9PnmA1hA+cdpCWTN3ZJpLdKbjByqvU+SXf/BZivCvDxBy5oiTfl0bS+kKT5sHB+qoh/NAYNXsl6Xo/2/LL7/43/k/8VwW+Xz2Ljm883i0sLvWjrzF4qVc3aKSMdMZ1+qkIgQQQAABBBBAAAEEEIg+geuvvz76GmVRi8KeQh+N16YBfvbCNbLozSG+5vUa8pqcOnVGRj3fzozA68Z1vTs09H2eegR+3fzRvo3kQhmBD1Q+lBH4wb2aSaUHbjdtST0Cf+rUhY3vUh9HD5+RFRO/j9kAX7n1LZIzV+ZovL1oEwIIIIAAAggggAACCLgkkD07ryL/K5TpBnjdmV03rjt58rQUL1ZQytx0nd/Xov2VRvzV7zrrzr9aNcW3c7yG9pOnTsv4IZ3MBnc/btkmrw3rZk6V3hr4gSOnyZ59B0NeA5+8vK8t70+WLFkuBNLK9bpLo9qVfGvgH6lwhzSr/5j5jDXwIjoCX61DWcnNJnZ/9VeB7yOAAAIIIIAAAggggEAMCwQM8GfPnpN+w6eateDJj2uKF5ZRz7eXv11XPGpYjhw7IQ/W7iKNa1eW1o1ryOYff5X6bQaaNe/1az6YbBf6BPMAYvTkebJ09UbfLvTNug2T3DnjRUfG/e1CP3PBalm4/GOZMqKH2a0+WPkTJ09LuSotpWfbelLfzy70k95aIvOWrDO70OeIy2ZeX8cu9AT4qPlloiEIIIAAAggggAACCCAQtQIBA/yENxea96bruvK7brtZ8uTOKV9+85O8/vZSczE6XT1zJv/vSY/E1X7yxX+lQ5+xvneva3Dv2a6+aaNuwDdu6gKZOG2RaZq+I/61YV19u87/um2nCdLbd+41nz/+yH3Sv2sT3wi6rpHXtfK6pl6P9MrrO9514zrneK7TU1Lv8QfNj8dPnDJT+j/c+LX5uXSpEmakP709BdjELhJ3FedEAAEEEEAAAQQQQAABBKJHIGCAr964t9x4/dW+0Oo0+aNPvzFhd9Ebg6XktVdGz5WIyLnERNm996DZcV5Deurj1OkzcuDgESlSKL95/3vqQ7+rI+zxOf787rHjJ+XOx1qneM2c8z1/5Z3PEhPPy669B6RQ/ry+BwHJz6c7+usshwJX5AnJkAAfEhOFEEAAAQQQQAABBBBAAIGYFQgY4HXdtr6Kre3TNVNc/Jatf4iG++lje8ttZf4WszDJH1iMnvxOxF+bR4CP+VuNC0QAAQQQQAABBBBAAAEEggoEDPC6i7u+X/3tiX3luquLSoYMGeTg4aPywpi35L3VG+WzpRNTjFTHqrOurz93LtHsYh/JgwAfSX3OjQACCCCAAAIIIIAAAghEXiBggN+5e79Ub5Jg1pRreNWp3j/9b7tpcZ/OjeTJGhUj3/rLqAUE+Muos7lUBBBAAAEEEEAAAQQQQMCPQNDXyOk67TmLPpDvf95mXsmmO9BXe/geuaXUtWBeYgEC/CUG53QIIIAAAggggAACCCCAQJQJpPse+Chr72XbHAL8Zdv1XDgCCCCAAAIIIIAAAgggYATSBPg+L70un236Xma90jfNuu9vf/hVOvYZI41qV5YmdR6B8BIKEOAvITanQgABBBBAAAEEEEAAAQSiUCBFgN9/8IjcX7OD2Xm+TeMafpvbpf8E+fyr7+XDBWPMxnYcl0aAAH9pnDkLAggggAACCCCAAAIIIBCtAikCvPOO97XvjJKC+fP6bfP6zzdLi+7DZdlbL8nVVxaK1uuKuXYR4GOuS7kgBBBAAAEEEEAAAQQQQCAsgRQBfv7SD+WFsTPl82UTA1aiu9M/VLerzJzQR269uWRYJ6PwxQsQ4C/ejm8igAACCCCAAAIIIIAAArEgkGoE/ltp1fNl+XLlJMmWNYvf6/vup9+kdov+smLWMCletGAsGFhxDQR4K7qJRiKAAAIIIIAAAggggAACngmkCPA79xyQh+p0Cfqe9+eGTpEFyz6Sr1dPkcyZMnnWMCpOKUCA545AAAEEEEAAAQQQQAABBC5vgTS70D8/cprMXrhGOjb7t9StXlHy5I6XpKQk0anzr81YInOXrJXurZ+UJnXZhf5S3joE+EupzbkQQAABBBBAAAEEEEAAgegTSBPgjx0/KX2HTZUVaz8zrc0Rl11OnDzla/mTNSpKr/YNJEtmRt8vZXcS4C+lNudCAAEEEEAAAQQQQAABBKJPIE2Ad5r45bc/yZff/iy/btspWTJnlhLXFJU7/nGj3HTDNdF3FZdBiwjwl0Enc4kIIIAAAggggAACCCCAQBCBgAEetegSIMBHV3/QGgQQQAABBBBAAAEEEEDgUgsQ4C+1+EWejwB/kXB8DQEEEEAAAQQQQAABBBCIEQECvCUdSYC3pKNoJgIIIIAAAggggAACCCDgkQAB3iNYt6slwLstSn0IIIAAAggggAACCCCAgF0CBHhL+osAb0lH0UwEEEAAAQQQQAABBBBAwCMBArxHsG5XS4B3W5T6EEAAAQQQQAABBBBAAAG7BAjwlvQXAd6SjqKZCCCAAAIIIIAAAggggIBHAgR4j2DdrpYA77Yo9SGAAAIIIIAAAggggAACdgkQ4C3pLwK8JR1FMxFAAAEEEEAAAQQQQAABjwQI8B7Bul0tAd5tUepDAAEEEEAAAQQQQAABBOwSIMBb0l8EeEs6imYigAACCCCAAAIIIIAAAh4JEOA9gnW7WgK826LUhwACCCCAAAIIIIAAAgjYJUCAt6S/CPCWdBTNRAABBBBAAAEEEEAAAQQ8EiDAewTrdrUEeLdFqQ8BBBBAAAEEEEAAAQQQsEuAAG9JfxHgLekomokAAggggAACCCCAAAIIeCRAgPcI1u1qCfBui1IfAggggAACCCCAAAIIIGCXAAHekv4iwFvSUTQTAQQQQAABBBBAAAEEEPBIgADvEazb1RLg3RalPgQQQAABBBBAAAEEEEDALgECvCX9RYC3pKNoJgIIIIAAAggggAACCCDgkQAB3iNYt6slwLstSn0IIIAAAggggAACCCCAgF0CBHhL+osAb0lH0UwEEEAAAQQQQAABBBBAwCMBArxHsG5XS4B3W5T6EEAAAQQQQAABBBBAAAG7BAjwlvQXAd6SjqKZCCCAAAIIIIAAAggggIBHAgR4j2DdrpYA77Yo9SGAAAIIIIAAAggggAACdgkQ4C3pLwK8JR1FMxFAAAEEEEAAAQQQQAABjwQI8B7Bul0tAd5tUepDAAEEEEAAAQQQQAABBOwSIMBb0l8EeEs6imYigAACCCCAAAIIIIAAAh4JEOA9gnW7WgK826LUhwACCCCAAAIIIIAAAgjYJUCAt6S/CPCWdBTNRAABBBBAAAEEEEAAAQQ8EiDAewTrdrUEeLdFqQ8BBBBAAAEEEEAAAQQQsEuAAG9JfxHgLekomokAAggggAACCCCAAAIIeCRAgPcI1u1qCfBui1IfAggggAACCCCAAAIIIGCXAAHekv4iwFvSUTQTAQQQQAABBBBAAAEEEPBIgADvEazb1RLg3RalPgQQQAABBBBAAAEEEEDALgECvCX9RYC3pKNoJgIIIIAAAggggAACCCDgkQAB3iNYt6slwLstSn0IIIAAAggggAACCCCAgF0CBHhL+osAb0lH0UwEEEAAAQQQQAABBBBAwCMBArxHsG5XS4B3W5T6EEAAAQQQQAABBBBAAAG7BAjwlvQXAd6SjqKZCCCAAAIIIIAAAggggIBHAgR4j2DdrpYA77Yo9SGAAAIIIIAAAggggAACdgkQ4C3pLwK8JR1FMxFAAAEEEEAAAQQQQAABjwQI8B7Bul0tAd5tUepDAAEEEEAAAQQQQAABBOwSIMBb0l8EeEs6imYigAACCCCAAAIIIIAAAh4JXFYB/syZs3Lw8DEpVCCvZMiQIQ3pvgOHJT5HnMRlzxoSd7Dy588nyZ79B6XAFXkkc6ZMaeo7euyEnEtMlHx5coV0LgJ8SEwUQgABBBBAAAEEEEAAAQRiViDmAvyOXfvk8aefk3qPV5QuLeuYjktKSpJXpi2S8VMXmJ+vyJtLxg3pJLfeXNL8vG3HbmnVc4Rs3b7b/Fzr0fulb5fGkiVz2uAdSvl1n3wt3Z5/RU6cPGXq69e1idSpVt78s/5Zz0Gvypr1m8zPf7+5pIwd1MEE/WAHAT5mfwe5MAQQQAABBBBAAAEEEEAgJIGYCvA6qt2g7SDZsvUPeabeo74Av2nzz9Kw3WCZPra3lLnxOhkzZb68t/oTWTV7hGTMmEFadB8uOePjZHCv5rJrz36p03KA9O3cSKpVuscvYrDyJ0+dkftrdpB2TWtKg1oPydoNX0nHPmNlxaxhUrxoQZk88z2Zu3itTB+bYEb6W/caKSWuLioDezQlwOcNbeZDSHc2hRBAAAEEEEAAAQQQQACBGBOImQCv09Hb9R4lRQrmlyPHTkjxogV8Af7liXPk+1+2yuTh3U337dl3SCo80UnmTRogxYoUkHuqtZUZ4xKkbOkbzOeDR0+XXXsOyNjBHdN09+Gjx4OW19H3Ns+OlE0rJ0nWrFnM9x9t2NOE+Qa1HpYnmveTyuXLSfMGVc1nK9Z+Jl36T5DNH0z1O63faQAj8DH2m8flIIAAAggggAACCCCAAAJhCsRMgB8y5i355dft8upLXaXn4NdSBHidzp4vT05J6PiUj+eW8k1kwgudTbnqTRJk7TujpGD+vObz6fNWysIV603AT31s+W1H0PJzFq+VN2Yvk6Uzhvq+2j5htFx7VVHp2qqOlKvSSgb1fMaEeD2+++k3qd2iv2xYPF7y5IoP2H0E+DDvbIojgAACCCCAAAIIIIAAAjEmEBMBfta7q+WN2ctlzqv9JU/ueDOinXwEXqe8lyp5tQnQzqFBun+3JlKscH4zvT55gNYQPnHaQlkzd2Sa7nam4wcqr1Pkl3/wWYrwrw8QcuaIk35dG0vpCk+bBwcP3H2rqdt5ILBq9stStHB++e233/zeYufOZJaNs3bI4Z3HY+wWFMlbLF7uql9cMmU+G3PXxgUhgAACCCCAAAIIIIDAnwLXXnstHH9BICYCfOV63eWa4oXl+muvNBSrP/5ScuXM4ZuqrgFaN67r3aGhjyr1CPy6+aN9G8mFMgIfqHwoI/CDezWTSg/cbtqSegT+6NGjfrvz+NFEWTXpx5gN8A+1uFFyxGf8C7cyX0UAAQQQQAABBBBAAIFoF8iVK7S3cEX7dUSqfTER4GcvXCO6Nt053l3+sVyRN7dUe/huqVujouga+B+3bJPXhnUzRdJbAz9w5DTZs+9gyGvgk5d31sB/9f5kyZIlszmfPmBoVLuSbw38IxXukGb1HzOfsQb+wgh8tQ5lJTeb2EXq7wHOiwACCCCAAAIIIIAAAhYIxESAT+2cegr9n7vQJ0iZm66T0ZPnydLVG3270DfrNkxy54wXHRn3twv9zAWrZeHyj2XKiB5mt/pg5U+cPC3lqrSUnm3rSX0/u9BPemuJzFuyzuxCnyMum3l9HbvQE+At+LuCJiKAAAIIIIAAAggggECEBS6LAK/vgR83dYFMnLbIcOeIyy6vDevq23X+1207TZDevnOv+fzxR+6T/l2b+EbQdY28rpV/qU8r83l65fUd77pxnXM81+kpqff4g+bH4ydOmXfEf7jxa/Nz6VIlzEh/oQIXNtALdLCJXYR/Uzg9AggggAACCCCAAAIIIBBhgZgM8IFMT50+IwcOHpEihfKb97+nPnbvPWhG2ONzZPd9dOz4SbnzsdYpXjPnfOivvPNZYuJ52bX3gBTKn9f3ICD5+XTK/9mz53zr7tO7Dwjw6QnxOQIIIIAAAggggAACCCAQ2wKXVYC/mK786NNvZPTkd/y+Uu5i6rvY7xDgL1aO7yGAAAIIIIAAAggggAACsSFAgE+nH48cOyHnziWaXewjeRDgI6nPuRFAAAEEEEAAAQQQQACByAsQ4CPfByG1gAAfEhOFEEAAAQQQQAABBBBAAIGYFSDAW9K1BHhLOopmIoAAAggggAACCCCAAAIeCRDgPYJ1u1oCvNui1IcAAggggAACCCCAAAII2CVAgLekvwjwlnQUzUQAAQQQQAABBBBAAAEEPBIgwHsE63a1BHi3RakPAQQQQAABBBBAAAEEELBLgABvSX8R4C3pKJqJAAIIIIAAAggggAACCHgkQID3CNbtagnwbotSHwIIIIAAAggggAACCCBglwAB3pL+IsBb0lE0EwEEEEAAAQQQQAABBBDwSIAA7xGs29US4N0WpT4EEEAAAQQQQAABBBD4f+3deYBO1ePH8c/MIGPf9+xpI6mUVNYiQhEiska2kMiWKDtljVRakCVrtlDIUqJFm1aViMiafR1+v3N9n2HMmIV7Z+Y8933/YuY+5577Oud55vnce865CNglQIC3pL0I8JY0FNVEAAEEEEAAAQQQQAABBDwSIMB7BOt2sQR4t0UpDwEEEEAAAQQQQAABBBCwS4AAb0l7EeAtaSiqiQACCCCAAAIIIIAAAgh4JECA9wjW7WIJ8G6LUh4CCCCAAAIIIIAAAgggYJcAAd6S9iLAW9JQVBMBBBBAAAEEEEAAAQQQ8EiAAO8RrNvFEuDdFqU8BBBAAAEEEEAAAQQQQMAuAQK8Je1FgLekoagmAggggAACCCCAAAIIIOCRAAHeI1i3iyXAuy1KeQgggAACCCCAAAIIIICAXQIEeEvaiwBvSUNRTQQQQAABBBBAAAEEEEDAIwECvEewbhdLgHdblPIQQAABBBBAAAEEEEAAAbsECPCWtBcB3pKGopoIIIAAAggggAACCCCAgEcCBHiPYN0ulgDvtijlIYAAAggggAACCCCAAAJ2CRDgLWkvArwlDUU1EUAAAQQQQAABBBBAAAGPBAjwHsG6XSwB3m1RykMAAQQQQAABBBBAAAEE7BIgwFvSXgR4SxqKaiKAAAIIIIAAAggggAACHgkQ4D2CdbtYArzbopSHAAIIIIAAAggggAACCNglQIC3pL0I8JY0FNVEAAEEEEAAAQQQQAABBDwSIMB7BOt2sQR4t0UpDwEEEEAAAQQQQAABBBCwS4AAb0l7EeAtaSiqiQACCCCAAAIIIIAAAgh4JECA9wjW7WIJ8G6LUh4CCCCAAAIIIIAAAgggYJcAAd6S9iLAW9JQVBMBBBBAAAEEEEAAAQQQ8EiAAO8RrNvFEuDdFqU8BBBAAAEEEEAAAQQQQMAuWCL+WwAAIABJREFUAQK8Je1FgLekoagmAggggAACCCCAAAIIIOCRAAHeI1i3iyXAuy1KeQgggAACCCCAAAIIIICAXQIEeEvaiwBvSUNRTQQQQAABBBBAAAEEEEDAIwECvEewbhdLgHdblPIQQAABBBBAAAEEEEAAAbsECPCWtBcB3pKGopoIIIAAAggggAACCCCAgEcCBHiPYN0ulgDvtijlIYAAAggggAACCCCAAAJ2CRDgLWkvArwlDUU1EUAAAQQQQAABBBBAAAGPBAjwHsG6XSwB3m1RykMAAQQQQAABBBBAAAEE7BIgwFvSXgR4SxqKaiKAAAIIIIAAAggggAACHgkQ4D2CdbtYArzbopSHAAIIIIAAAggggAACCNglQIC3pL0I8JY0FNVEAAEEEEAAAQQQQAABBDwSIMB7BOt2sQR4t0UpDwEEEEAAAQQQQAABBBCwS4AAb0l7EeAtaSiqiQACCCCAAAIIIIAAAgh4JECA9wjW7WIJ8G6LUh4CCCCAAAIIIIAAAgggYJcAAd6S9iLAW9JQVBMBBBBAAAEEEEAAAQQQ8EiAAO8RrNvFEuDdFqU8BBBAAAEEEEAAAQQQQMAuAQK8Je1FgLekoagmAggggAACCCCAAAIIIOCRAAHeI1i3iyXAuy1KeQgggAACCCCAAAIIIICAXQIEeEvaiwBvSUNRTQQQQAABBBBAAAEEEEDAIwECvEewbhdLgHdblPIQQAABBBBAAAEEEEAAAbsECPCWtBcB3pKGopoIIIAAAggggAACCCCAgEcCBHiPYN0ulgDvtijlIYAAAggggAACCCCAAAJ2CRDgLWkvArwlDUU1EUAAAQQQQAABBBBAAAGPBAjwHsG6XSwB3m1RykMAAQQQQAABBBBAAAEE7BIIqgB/8PBRnTx5WjmyZYqxFU6dOq0DB484vw8JCYm2z979B5U2TbjCU6eKVyvGtv/Zs+e0e98BZcuSUSnCwqKVd/jIMZ2JiFDmjOnjdSwCfLyY2AkBBBBAAAEEEEAAAQQQCFqBoAjwJkg36ThIW7f/6zRUkQJ51KpRDdWsUtb5/7lz5/Ta5AUa98485/9ZMqXXq4M6q+RNRZz/b9vxr9p0HxH5+jrVy+mFLk2VMkX04B2f/Vd//p26vvSajh0/4ZTf99lmql+zgvNv87PuA17Xys++cf5/y01FNHZARyfox7YR4IP2PciJIYAAAggggAACCCCAAALxEgiKAL9773/6YOla1ap6j9KGp9aU2R/pnfeXas28Mc7d9G82bVbjDgM1ZWwvlbihsMa8NVeLV3yu5e+PUGhoiFp3e1np0oZrYI9W2rV7n+o/9aJeeKZJ5AWASyVj2//4iVMqV7ujOrSorUZ17teqdd+qU5+xWjZ9uPLlzq6J0xZr1sJVmjK2t1O3tj1GqlD+3Or/XAsCfKb4jXyIV89mJwQQQAABBBBAAAEEEEAgyASCIsBf2ibbd+5R1YbdnMB+W4liemXCTP38+1ZNfLmbs6sJ/BXrdtbsN19UnlzZVLZme733am+VKn6d8/uBo6do1+79GjuwU7TmNsP0Y9vf3H1v13OkvvnoTaVKldJ5ffXG3Z0w36jOA6rbqq+qVijtjBAw27JVX6hLv/Ha9Mk7MQ7rD1SAO/BB9s7jdBBAAAEEEEAAAQQQQACBBAoEZYCft2Stnh/6ltZ+MNYZLm+Gs2fOmE69Oz0RyXNzhWYaP/gZ5cudTbWa9daqOaOUPev5ufPmDv78ZZ85Af/S7Y+/dsS6/8yFq/Tu+0v04XtDI1/6dO/RKnhtbj3bpr5KV2ujAd1bOiHebD/99pfqte6ndQvHKWP6tJdtPgJ8Ans2uyOAAAIIIIAAAggggAACQSYQdAF+85bterzdADWtV9UZxm42M+T9+iL5nQAd2EyQ7te1mfLkzOoMr784QJsQPmHyfK2cNTJacweG419ufzNEfuknX0QJ/+YCQro04er7bFMVr9jcuXBQ/u6STtmBCwLL339FuXNm1Y4dO2LsYqdOhOiz9/7WwZ1Hg6wLSpnypNU9TxRQylQRQXduCT0hs14DGwIIIIAAAggggAACXgvEtKi318c05efNmzcxDhO0xwiqAL9j11498fRAlb71Bg3q0UphYaFOw5kAbe7E9+rYOLIhL70Dv3ru6MiF5OJzB/5y+8fnDvzAHk+qSvk7nLpcegd+//79MXa2Y0fPatXbfwRtgK/Y4jqlThO077N4n1hSfZDGu4LsiAACCCCAAAIIIBAUAkl14yhLlixB4ZdUJxE0Af73LTvU/JkhqnTvberzTJMoj24zc+B//WOb3hje1XGOaw58/5GTtXvvgXjPgb94/8Ac+G8/nqiUKVM4xzPz8ZvUqxI5B/7Binfqyccfcn7HHPjzd+BrdiylDCxil1SfAxwXAQQQQAABBBBAAAEELBAIigD/6x9/q07LPnqochk93bKOQkPP33lPE36N85z1C6vQ91aJGwtr9MTZ+nDF+shV6J/sOlwZ0qWVuTMe0yr00+at0Pyln+qtEc85q9XHtv+x4ydVutpT6t6+oR6PYRX6N6cu0uxFq51V6E39zOPrWIWeAG/BZwVVRAABBBBAAAEEEEAAgSQWCIoAv2TlBmeY/KWbeQ78kF6tnefAv/rOPE2YvOB/wT613hj+bOSq81u27XSCtFm93myPPHiv+j3bLPIOupkjb+bKD+vTxvl9XPubZ7ybhesC2/Odn1DDRyo7/z167IRT1zXrv3P+X/z6Qs6d/hzZzi+gd7mNReyS+J3C4RFAAAEEEEAAAQQQQACBJBYIigAfX8MTJ09p/4FDypUjq/P890u3f/cccO6wp02TOvJXR44e110PtY3ymLnAL2PaP/C7iIiz2rVnv3JkzRR5IeDi45nH0Z0+fSZy3n1c50CAj0uI3yOAAAIIIIAAAggggAACwS3gqwB/JU25dsP3Gj1xToyPlLuS8q70NQT4K5XjdQgggAACCCCAAAIIIIBAcAgQ4ONox0NHjunMmQhnFfuk3AjwSanPsRFAAAEEEEAAAQQQQACBpBcgwCd9G8SrBgT4eDGxEwIIIIAAAggggAACCCAQtAIEeEualgBvSUNRTQQQQAABBBBAAAEEEEDAIwECvEewbhdLgHdblPIQQAABBBBAAAEEEEAAAbsECPCWtBcB3pKGopoIIIAAAggggAACCCCAgEcCBHiPYN0ulgDvtijlIYAAAggggAACCCCAAAJ2CRDgLWkvArwlDUU1EUAAAQQQQAABBBBAAAGPBAjwHsG6XSwB3m1RykMAAQQQQAABBBBAAAEE7BIgwFvSXgR4SxqKaiKAAAIIIIAAAggggAACHgkQ4D2CdbtYArzbopSHAAIIIIAAAggggAACCNglQIC3pL0I8JY0FNVEAAEEEEAAAQQQQAABBDwSIMB7BOt2sQR4t0UpDwEEEEAAAQQQQAABBBCwS4AAb0l7EeAtaSiqiQACCCCAAAIIIIAAAgh4JECA9wjW7WIJ8G6LUh4CCCCAAAIIIIAAAgggYJcAAd6S9iLAW9JQVBMBBBBAAAEEEEAAAQQQ8EiAAO8RrNvFEuDdFqU8BBBAAAEEEEAAAQQQQMAuAQK8Je1FgLekoagmAggggAACCCCAAAIIIOCRAAHeI1i3iyXAuy1KeQgggAACCCCAAAIIIICAXQIEeEvaiwBvSUNRTQQQQAABBBBAAAEEEEDAIwECvEewbhdLgHdblPIQQAABBBBAAAEEEEAAAbsECPCWtBcB3pKGopoIIIAAAggggAACCCCAgEcCBHiPYN0ulgDvtijlIYAAAggggAACCCCAAAJ2CRDgLWkvArwlDUU1EUAAAQQQQAABBBBAAAGPBAjwHsG6XSwB3m1RykMAAQQQQAABBBBAAAEE7BIgwFvSXgR4SxqKaiKAAAIIIIAAAggggAACHgkQ4D2CdbtYArzbopSHAAIIIIAAAggggAACCNglQIC3pL0I8JY0FNVEAAEEEEAAAQQQQAABBDwSIMB7BOt2sQR4t0UpDwEEEEAAAQQQQAABBBCwS4AAb0l7EeAtaSiqiQACCCCAAAIIIIAAAgh4JECA9wjW7WIJ8G6LUh4CCCCAAAIIIIAAAgggYJcAAd6S9iLAW9JQVBMBBBBAAAEEEEAAAQQQ8EiAAO8RrNvFEuDdFqU8BBBAAAEEEEAAAQQQQMAuAQK8Je1FgLekoagmAggggAACCCCAAAIIIOCRAAHeI1i3iyXAuy1KeQgggAACCCCAAAIIIICAXQIEeEvaiwBvSUNRTQQQQAABBBBAAAEEEEDAIwECvEewbhdLgHdblPIQQAABBBBAAAEEEEAAAbsECPCWtBcB3pKGopoIIIAAAggggAACCCCAgEcCBHiPYN0ulgDvtijlIYAAAggggAACCCCAAAJ2CRDgLWkvArwlDUU1EUAAAQQQQAABBBBAAAGPBAjwHsG6XSwB3m1RykMAAQQQQAABBBBAAAEE7BIgwFvSXgR4SxqKaiKAAAIIIIAAAggggAACHgkQ4D2CdbtYArzbopSHAAIIIIAAAggggAACCNglQIC3pL0I8NEb6vix09r6+0GdizhnSSsmoJqhUoHrMitNmhQJeBG7IoAAAggggAACCCCAQDALEOAtaV0CfPSGMiaLX/1eh3Yds6QV41/NTLnT6KEOtypDplTxfxF7IoAAAggggAACCCCAQFALEOAtaV4CfMwBftGY73Rw51FLWjH+1cyUJ61qdixFgI8/GXsigAACCCCAAAIIIBD0AgR4S5qYAE+At6SrUk0EEEAAAQQQQAABBBDwSIAA7xGs28US4AnwbvcpykMAAQQQQAABBBBAAAG7BAjwlrQXAZ4Ab0lXpZoIIIAAAggggAACCCDgkQAB3iNYt4slwBPg3e5TlIcAAggggAACCCCAAAJ2CRDgLWkvAjwB3pKuSjURQAABBBBAAAEEEEDAIwECvEewbhdLgCfAu92nKA8BBBBAAAEEEEAAAQTsEiDAW9JeBHgCvCVdlWoigAACCCCAAAIIIICARwIEeI9g3S6WAE+Ad7tPUR4CCCCAAAIIIIAAAgjYJUCAt6S9CPAEeEu6KtVEAAEEEEAAAQQQQAABjwQI8B7Bul0sAZ4A73afojwEEEAAAQQQQAABBBCwS4AAb0l7EeAJ8JZ0VaqJAAIIIIAAAggggAACHgkQ4D2CjavYw0eO6UxEhDJnTB/Xrs7vCfAE+Ph0lLNnpZ1/H4rPrtbtc05S3gIZFGJdzakwAggggAACCCCAAALuCBDg3XGMdynHjp9Q9wGva+Vn3zivueWmIho7oKOyZckYaxkEeAJ8fDqZ6SefTP1VR/Ycj8/uVu2TPnu4KjW+URkypbKq3lQWAQQQQAABBBBAAAG3BAjwbknGs5yJ0xZr1sJVmjK2t8JTp1LbHiNVKH9u9X+uBQE+gcGMixpc1Ijn247dEEAAAQQQQAABBBAICgECfCI3Y91WfVW1Qmm1alTDOfKyVV+oS7/x2vTJOwoJufzgYMIqYTU+XZV+Eh8l9kEAAQQQQAABBBBAwE4BAnwit1vpam00oHtLJ8Sb7aff/lK91v20buE4ZUyf9rK1IZgR4OPTVeknMSudNRPog3QLZVGAIG1ZTgsBBBBAAAEEEIguQIBPxF5x7tw5Fa/YXOMHP6Pyd5d0jvzHXztUq1lvLX//FeXOmVWbNm2KsUYhCtdfG07o6L7gm9ucLmu4CpYJ19lzxxLUGpjE8Iamn0RDCQlJrRMHUyviVESC+pcNO6dIFaZUGY9L504mqLphKVMp5Fw66VwQXtkIDZVCjujMqQSahKXQubPpZD6ng21zRneFHNbZswl7D4SGhuqaNLGvz2Kz1cljB3XWrPyZgC0kJFSp0wavyYmjB3XuHCYXd4krNbkmbYYE9Cy7dj159FCC+8n5z5MgNjl2KMGfJ342KV68uF2dPpnVlgCfyA1i7sAP7PGkqpS/wznypXfgLxfgE7maHA4BBBBAAAEEEEAAAQQQcF2AAH91pAT4q/NL8KvNHPgHK96pJx9/yHltfOfAJ/hAvAABBBBAAAEEEEAAAQQQQCCoBAjwidycb05dpNmLVjur0KcJv0Ztuo+I1yr0iVxNDodAFIGTp07rl9+3qeRNRZBBAAEEEEAAAQQQQACBJBIgwCcy/NFjJ9T1pde0Zv13zpGLX19IYwd2Uo5smRK5JhwuoQJnIiKUIiwsoS8Liv1/3rxVrbu9rLUfjJW5CJUvd3ZVq3RXUJwbJ4EAAkkn8OOvfyld2nAVyJczshLmguHKTzfqgfJ3+PYzN+laJHke2awXlCdXdufxu2znBf7Y+o/zt/iaVCkhiUNg3pK1erDiXfQfekrQCBDgk6gpDx4+qtOnzyhbluSzGI4JqAs/WqfPvtyk1Z9/p+xZM6pi2VJq/UTNWFfITyLCRDvsrEWrNHHqYm3fuUdpwlM7CxB2a9tAObNnTrQ6JPWB9u4/qPJ1OmnlrJGaOG2RChfIo4aPVE7qaiXp8ff/d1gz5q+Msw5PNqyuVD76gjXqzdkqe0dx/XfoiL7dtDlGn06t6vrmSyf9JPa3yMDRU6J9ngQWfF0ydajy570Q7ON8s1m8g/mMfXv6h3GegZ/eOxdjDBozVSaE1a9ZQXUeKqciBfLEaRXsOwRMmtWvqkdrlFeu7FmC/ZRjPb/jJ07pj607VDBfLueioNnOnj2nce/O04TJC7Rh8WuRP/cTlMkaa7/4QWs3fK+Dh45EOfWBPVpxUcPSzkCAt7ThvKi2ubNqvny3bFhdNxQtoL+279Kij9cpa+aMmjS6p0J9+LyqD1dsULf+rzkmt99yvf75d68WfLTOufjy/oS+CgsL9aIpkmWZvYdM1AdLP3XqZi5kpE93/g/kxdvCSYOVNk3qZFl/tyu1c/d+DR77nlPs71t26PCRYypV4rrIw2z6ZYvz78VThvrqD6QJZOXK3KoDBw9pw8afY2R/vnMT35jQT2J+55kv28eOn9CI12eq4LW5VKd6OWdHE97N+6nls8PifLyq2+/ppCxv997/NHri7Dir4Kf3zsUYTgjZ8L3mfLhGq9Z9q9K33qCGj1RShbKlfHMx8NLOcerUaS1fu1HT5i3XN5s2q2qFO9X40ft1W4licfajYNth247datS+v8wFU7N1bfOYGtaurBeGva3FK9ZrdP+ndf99twfbacfrfMyFr+eHvqX6tSoqS6b0CtGFZ8+2alzDt++feOEl450I8Mm4cRK7ak92Ha7C+XOrV8fGkYc2X6Qebt5biyYPdubq+23r2GeMCl2bW8+0rhd56rv27Fflel304XtDowz79IPNjl179eIr7ypHtswqV+b8oxAv3irdW8qXQ167D3xdJW8qqsdrXxiV8MPPf6pdz5HOqIWUKVP4oXtwjnEI0E8uAL0940O9MmFmjGLmAmHTelXVoUVt+hQC0QTMxY6FH69z7qqabfXc0c6aQn7ezDS3afNWaO6Ha1SscD41qVfVV0PGB415Tz/9tlWDerbSv3v2q13PUcqdI4sOHDysN4Z31Y3XFfBt92jbY6TuKnWjmj32oG8NgvHECfDB2KpXeE7mzlnaNOHq3KpulBLMo+9mvNZHRQrmvcKS7X3Z071H68ZiBdWu6cORJxEYTr5w8mDngoffNrOOg3l2KXMRL7S8ufh1xy3Xq02TWpE/NHcXzXtn7lv9dX2Ra/3WTZzzNXdD1n/9kw4dORrl/B+tXs6XFzXoJxe6gRmxcujIMU2Z/ZFy58wa5e6YuUCYMoU/1xsxQs4ohL926Mtvf9XBw1GHvLZs4K8pOZd+cJrP1Y/XfK1ZC1c5d53vu6uERvfv6Ou7iCakzl/2mSbPWqZ/9xxw1qfZsPEnnTh5Wi+/0NaZ9hfsm/lsfbjKPapZpaxzqkPHTddnX/ygia885/s1poyF+Tzt8lT9YO8Gvjo/Aryvmjv6yZo/huZLgtm2/L1Tw8fP0NgBHRX2v8Xa9v93yBl6881Hb/pqHm9Aas7iNRry6jS1b/aIMzz6n117nXl4Zj78gkmDfHO3mXm8sX9QvDZ5vt6evkSvDuqkW28u6gwNnjpnuczPzd2h5LTWRWJ95H3+1Y8yX6rMIktZMmdQWOiF6Sbmjogf75jRT6L3PtNPzGdr6muiLk5m1mK5/ZZi0X6eWP03KY/z8Zqv1PmFV1Wq+HXKnDFdlKoM69PWlxdPN2/Z7txhnrngE2cY8GO1KumRavc6ny9+3X77c7smzVzqTG0za/I0rf+gE2IzZUyn02ci9PHqrxQenspZyyjYt8YdBqpFg2qqdO9tzqmaKaH7DhxSjw6PB/upx3l+Zk0rMxpw1EsdlCpl1AUP77mzuG++x8YJZdkOBHjLGszt6m7ZtlNNOg6Ks9il04b7Zm7zxRjmTsjEaYv1xnuLnFBmNjMUqe+zzXw1fJ55vLG/RU6cPKUeA9+Q+eId2MyXzPbNa6vBw5XifH8F4w5d+o13hjB2a9cgGE/vis6JfhKdzVw03vDNz86FY3MnPiLirF5/b6HGvTPPt4tOmZFfN11fUG2bXBj5dUUdLoheZEYIbt3+rzOPt/zdt/p6hEagWY3J9p17nalbZuFQP63Jc2nXNgHefL6avzlmMyv0m//fXKxg5K5+vfhl1raas3h1jJ8Gfv1uHwwfjQT4YGhFzsFzARPkDxw84lzE8PsjW5jHe/nutm3Hv9qybZfy5sqmIgXzKCTkwmIxnnfSZHaAXoPfdNbNaNWoRjKrWdJXh35yoQ3Ml+xh42c4T0AZ3KuVZi9apa+/36wR/do7w6P9uL04YpJz571jy0f9ePoxnrPpJxeP0jB3mM+cifDlaIQA0KUmfu4sZnTGzn/3xUpg1tTw+/c3P/eRYDt3AnywtagL52MWaTt0+FiUkooWzOurVehXrN2owgVy69TpMzILt8W0lStziy+HHjGPN+Y3mblzaIZ5mrm9F29meHCK/01JceHtaU0RZu57ryFvaubr/aLNd8+YPq015+F2ReknMYuaO/HvzlzqDI+eM7G/r+etBkbGDej+pFJdsgBm6VI3+PLzZNHHnzuP7Zwytpd++X2bmnQc7HSkF55pEjnv2e33anIvzzz694Mln2rdV5u0dsMPzqN/q5Qv7Vw09cvTYJJ7GyWH+r0zY4lSpUqhGg+U9fUjoZNDW7hZBwK8m5qWl/XHXzvU9aXXZOZVXbqtXzRe6dOlsfwM41/92i2ed1Zx/fuf3c5iOTFtfh16xDze6L3hh1+2qMUzQyOnWVy8h1+fPWuGd5q7IjFtfvs8CRjQT6L3BvOcZrP41vDXZqhujfJa+elGlb71Rr3YtZmv/uZcLGPm/7fu9rLzI7Mi/8XbJ7NH+vJZ1mbk13WF8unJxx9yvqccP3HS6S/mMWFr5o3x5WinwKN/mzeo5qyyvmXrTmd1/qKF8mrcoM7x/8LDnkEtYB67OGz8dGcKipluYdaPMH2EzW4BArzd7edq7c1jOMwQpN6dn1DG9FEXzmHFcVeprS6MebzRm6/3kInOD1/o0pQhev/jMQsIHTl6PMa+fm2eHL4a0RNAoJ9E7w7jJ8135rubBZYeKHeH8+SC5wZM0N87djsLhfpxyKuZA28WfjTPfPfzavwX95Y23V9R7Wr3OXeY76zeVkN7t3YWLLvvkac1eUwvXz7m9vyjf/OoV8dGkVRmZX4zH3zVnFHKnjWT1d81qLx7AuZCqXkywfT5K2RGmJq1nJ6oV0X33eXPkaTuySZdSQT4pLNPdkc2zzw3b+pGdR5IdnVLzAqZ+e6nT5+J85CpUkVdzTPOFwTZDszjvdCg5o6QWSzH3AlhQ+ByAvST6DJmWPTdt98cZVFQMzT41bfn+XYosLnbbB492aJBdd5M/xMwUyz+2r5LZW67yXkyjLnrHp76GpWu9pSWzxwRuXiZn8DMKCczMvLitRLM95fiFZtr2fTzTwBhQ+BigeMnTumd95c4F03NZp5eYEabmotjfp7aZmMvIcDb2Goe1XnxivWa8cFKTR7T05fD0QKsZipBrWa941T26zBgA2Ou5prnFH/30+/KkC6t87gnPz4qLdBJzJBX82VqxoS+SpkiRZS+47fRK806D1Hdh8rrn3/3asnKDTG+j6aOez7a0OA433BBsAP9JHojfrhig/PZcWepGyJ/ab5kmiH13do28OUiZaafvDRikqaN76MUKcKioPn1S7ZZm8dMUzLDgM3zrFs2rK5Js5Y5j1Fb/v4IX47oWb72a3XqMzbKo3937d6nl0ZOdobQm0VUzUKi+fPmCIJPT07hagTMDZfZi1Zr+gcrnWIa1blfNe6/W9/8uFlmjrx5ukOz+g9ezSF4bSILEOATGTw5Hy4wn6pIgTzRnvluQv2lc/GS87lcTd1Onjots4iQ2czcTPNH8Im6VSKLNKHk6+9/06TRPX352JafN2915meaoa7mCv/2nXscm7EDO6nSPcH/vNmY+pb541itUfcYu53fLvTMX/aZbiia33mEz19/74rRpHrlMr4cGkw/id4dzIWvwgXyqOEjlaP88uYKzbRo8mBfDo1m/Yjo/cQs/mjmvZtF/QKj33bv+8/ZMYdPh4rH9niwgODTLeo44YzNvwLmUcgj35il4tcXUuNHH9AD5e+I8kQHc0Pm4OEjypwxvX+RLDxzAryFjeZVlc3cqct94TarV/pxLp6ZY/ZQ5TLO8KLAZlYZL1OjnW/nmJlhwGaUwrujezpDro4eOyFz8Wfq3OVat+DVaCuOe9Vfk1O5Zm6zeVqBGcqYPl14lKoVKeCvJzgkp3ZJbnWhn1xoEXOR1DyreeaCT5QzexaVv7uk80vzZXLzn3/r3ZnLfPt5wvoR0d+5pp9MmLJAS6YOi1wXwUy/MHcPl04b5utRg8ntc476JC8BszCoWQ+hxI2Fk1fFqM1VCRDgr4ovuF5svkyZO6p+XDToci35XP8JOnz0uF4b8kzkLuYOdN1cPiDgAAASNklEQVRWfTXv7QEqVjhfcHWCeJyNWWDpthLFosz3PnTkmO6u0c63d8za9xqlsncUd4alsSFwOQH6yQWZQCD7d88BZ3TXxRe+zHoSdR4qp4pl/Tmix4xqimn+srEyi9v58WJ6l37jVfLmImpar2pkJzKj5W6r0kofzXhZeXNl44MHAQQuI8C0x+DrGgT44GvTKz6jQWOmat6StWpWv6oerVFeubJnueKyguWF3/30hx5v198JrPfeWUL/HTriPObIXOSY81Z/X36RMn3ETCN4Y3jXyGY+ePioytZsL78+Mm3BR585z+N9a8Rz3AkKlje/B+dBP4mOap7vnT1bJmcBVbbzAmYIvdmea9cwckTT+o0/6eneY7Ry1ghfPl7PLLJrhgC3blzzwt+dQ0dVtlZ7LZk6VPnz5qT7IIBADAJMewzObkGAD852vaKzOnXqtJav3ahp85bLDKevWuFONX70fie8+nkzH35TZn+k3/7c7nxJuO+uEqpQ9lbfzhd6fcpCjXlrjjP6ICzs/AJLZlqBuWtknkVrNnOXpGaVsr7pNqwf4ZumvqoTpZ9cFZ9vXmwWauv8wlilS5tGr/Rtp/nLPpWZ79yqUQ1nmk5oaIhvLAInOnXux5oweYFe6dtepYoX1Z59/zmraS/95At9MmeUUvzvb5HvYDhhBOIQYNpjcHYRAnxwtutVn5UJrdPmrdDcD9c4Qc08ZuLBinf5ckXgq8YMsgJiWyshcKo3X1/IV9MLWD8iyDq5R6dDP/EINgiLNYtA9n35HZkRCmaKwaiXOuie0sWD8Ezjd0qnz0To2RfHOc+wDmy4xM+OvfwtwLTH4Gx/AnxwtutVndWBg4dlVpI2K7CbOXfVKt2lDRt/0omTp/XyC20jFxu6qoNY8uKFH63Thm9+jrG2vTs9wQUNS9qRaiKQnAV+/eNvFbo2V7SnfyTnOlM3bwXM9K1n+r7qrBZt7sj37dKU1cT///FXm7dsdzzMAqrXF82vDOnSeNsQlI6A5QJMe7S8AS9TfQJ8cLbrFZ2VGSJunqn6wdJPlTN7ZjWt/6AernKPMmVMJ3P1++PVXyk8PJWvFhZatupLffvj71E813/9o/N/88xvFvy7oq7GixDwpYBZSOjS4c9rN/ygNt1fkd8eN+jLDhDPkzZ33bsPfF2N6jygbm0f0w+/bFGnPmNU+tYbNazPUwwXj6cjuyGAgMS0x+DsBQT44GzXKzors3DO9p179Xjtys6K2mFhoVdUTrC/6Kff/lLTTkP02fyx3DEL9sbm/BBwQcA8arHn4Dec4b+lil+nDs1rq8ztNzmPUHtxxCRnilK3tg18ObfZBd6gK+KVCTN1U7ECzui3wGbmfJuV2McP7uzLReyCrpE5IQQSSYBpj4kEnciHIcAnMnhyPpyZc2eG67HFLmDuopWo1Fxz3+qv64tcCxcCCCAQq8Brk+dr2tzl6vJUfe3as19vT1+iGg/c7QT4vs82U/2aFRBEIFLgTEREjHfZzc/DQkN50gV9BQEEEPC5AAHe5x3g4tM3Xw7Mo7DWfbVJZlhn9qwZVaV8aWfl27RpUvtSasu2ndqz72DkuUdEROjzr3/U9A9W6tP5YxlC78tewUkjkDCBtj1GOmuHNHi4kvPCHoPO340fO6CjcyeeDQEEEEAAATcFzJMrzGha8/jjbzdtjrHoTq3q8j3WTfRELIsAn4jYyf1QgUccNW9QzXkc2JatO7Xw43UqWiivxg3qnNyr70n9ho2brkmzlkUpu1yZknqsVkXnUXJsCCCAQFwCjTsMVPPHqqnyfbc5u5o5ifsOHFKvjo3ieim/RwABBBBAIMECZlpsuTK36sDBQ9qwMebFmJ/v3ITFmBMsmzxeQIBPHu2QLGrxZNfhKpw/T5QvlWbujPnyuWrOKGXPmilZ1JNKIIAAAjYJmM/QAvly6oai+Z1qf/blDzpy9ISqVigdeRrm7nzKlClsOi3qigACCCCAAAJJIECATwL05HpIc7Uufbo06tjy0cgqnjt3TsUrNtey6cOVL3f25Fp1z+o1ftJ8XZs7u2pWKRt5jOMnTunRJ/to+vgXlDFDWs+OTcEIIBAcAr2HTJR5VFxs2+QxPZ3nfbMhgAACCCCAAAKxCRDg6R+RAsvXfq1OfcY68zLDwsKcn+/avU8vjZzsDKEPCQlRofy5lT9vDt+omYsahQvkUcNHKkeec0TEWd1SuYWWTB2q/Hlz+saCE0UAAQQQQAABBBBAAIGkFSDAJ61/sjq6WfBizuLVsdbp6RZ1VL9WxWRVby8q8/lXP2r1+u+07stNypghnW6+vqBzmLNnz+rnzdu0e+8BLZ02jNWAvcCnTAQQQAABBBBAAAEEEIhRgABPx0AgBoG1G77XR6u/0tff/6r0adOo2EWPiytWOJ8q3lPKl1MK6CwIIIAAAggggAACCCCQdAIE+KSzTzZH3rl7v9KnDVdoaKhOnTodY70yZUyXbOqbmBX54ec/lS5tuDN1gA0BBBBAAAEEEEAAAQQQSEoBAnxS6ieTY1dv3F0tGlTXr39s07R5K2Ks1fpF450F7vy2mVX4l6z8Qj2fflx79x/U4LFTdfLUaXVoXtt51B4bAggggAACCCCAAAIIIJBYAgT4xJJOxsf5fcsOZcmcQSEh0uEjx2OsqVmBPjQ0JBmfhTdVe3HEJKVJfY26tWugoeOm67MvflC5u0tqzeffacGkQd4clFIRQAABBBBAAAEEEEAAgRgECPB0CwRiEWjd7WU9+lA5Va1wp6o27KZ2zR7Rw1XvUelqbbRo8mDlzJ4ZPwQQQAABBBBAAAEEEEAgUQQI8InCzEFsFXh+6FvKmD6tqlcuo/pP9dOH7w11Fq8zj5Ez/y6Qj8fI2dq21BsBBBBAAAEEEEAAAdsECPC2tRj1TVQBs4hdg7YvOcd8oNwdGvVSB61Yu1E9Br2hdQteVcqUKRK1PhwMAQQQQAABBBBAAAEE/CtAgPdv23Pm8RAwq/L/s2uvDhw6ohI3FlaKsDB9/9MfOhMRodtKFItHCeyCAAIIIIAAAggggAACCLgjQIB3x5FSglRgyKvT9N+hIxrSq3WQniGnhQACCCCAAAIIIIAAArYIEOBtaSnqmSQC785cqi+//UXjBnVOkuNzUAQQQAABBBBAAAEEEEAgIECApy8gEIvAzt37VatpL00e01N5cmWLsqdZ3I4NAQQQQAABBBBAAAEEEEgsAQJ8YklzHCsFBo6eomnzVsRY9/WLxit9ujRWnheVRgABBBBAAAEEEEAAAfsECPD2tRk1TkSBfQcO6cjR4zEe8do8ORQaGpKIteFQCCCAAAIIIIAAAggg4GcBAryfW59zRwABBBBAAAEEEEAAAQQQsEaAAG9NU1FRBBBAAAEEEEAAAQQQQAABPwsQ4P3c+pw7AggggAACCCCAAAIIIICANQIEeGuaiooigAACCCCAAAIIIIAAAgj4WYAA7+fW59wRQAABBBBAAAEEEEAAAQSsESDAW9NUVBQBBBBAAAEEEEAAAQQQQMDPAgR4P7c+544AAggggAACCCCAAAIIIGCNAAHemqaioggggAACCCCAAAIIIIAAAn4WIMD7ufU5dwQQQAABBBBAAAEEEEAAAWsECPDWNBUVRQABBBBAAAEEEEAAAQQQ8LMAAd7Prc+5I4AAAggggAACCCCAAAIIWCNAgLemqagoAggggAACCCCAAAIIIICAnwUI8H5ufc4dAQQQQAABBBBAAAEEEEDAGgECvDVNRUURQAABBIJZYNuO3fp9y/YYT/HOUjdq85bt2v7PHtWsUtbZp+/L7yhvrmxq3bjmFbF88c0vOnL02GVfGxYWpvJ3l7yisnkRAggggAACCHgjQID3xpVSEUAAAQQQSJDA1LnLNWjMezG+Zt7bAzRt7nLNWrRKP65619mnYbv+Klowr/o/1yJBxwnsXLvF8/rtz5gvGAT2CRzrig7AixBAAAEEEEDAdQECvOukFIgAAggggEDCBQIBft3CcUoTnjpKASlThOnY8ZM6feaMMqZP60qAPxMRoXPnzh/G3Pmv26qvxg7oqPvKnL/rHhIipQgLS/iJ8AoEEEAAAQQQ8EyAAO8ZLQUjgAACCCAQf4FAgP9yyetKE35NtBeau++ff/WjRvRrH2OAj4g4q/fmfqw5i1brj63/qFjhfGrT5GFVrVA6zkqY4fmPNH9e4wc/4wybNxcL2vUcqeqV7lL9WhUjX//ntp16Ydjb6vJUPd14XUG16jpc95e7XRt/+E2ff/WTsmRKrzZNaql2tfsiX7N1+796+bUZWr/xZ6W+JqXuu+sWdW3bwNmXDQEEEEAAAQQSJkCAT5gXeyOAAAIIIOCJQCDAT3y5m665JlXkMfLlzq4c2TJpzFtz9MHST7Vy1sgYA/yI12dq+gcr1fCRSrrlpiJa+skXWrJyg6aN76OSNxWJtc6XBnizc5d+4/Xltz/rkzmjIu/ED3l1muYsXqNP54/VqVOnVaZGO6dcE9gLXptLsxau0vadezRlbG/dVuI67d77nyrW7azbShRT/ZoVtP/gYU2cukg3X19QE4Y+64kjhSKAAAIIIBDMAgT4YG5dzg0BBBBAwBqBy82B796+oZrUqxprgN934JDK1e6oLk/VV8uG1Z1zNkPk767RXo8+VE49Ojye4AD/1Xe/qmmnwc6w+kr33qajx07ozupt1K7pw2rfvLYOHznmBPi+zzZzwrnZAvvUq1FB/bo20/DxMzRz4SqtnjsqclrAjPkr1X/kZK2ZN0ZZM2ewpn2oKAIIIIAAAslBgACfHFqBOiCAAAII+F4gEOCXTB0WZQh92jThCk+dKtYAHwjb5m59+nRpIi1/3rxVFcreqnGDOic4wJ87d04PN+utHNkzy4wKMEH8xVfe1YpZI5Qre5bIAD+8T1tVr3xXZPlmLn2GdGn09sjuatZ5iL789hfdeF2ByN+b4G/u0s96o59uKlbQ9+0OAAIIIIAAAgkRIMAnRIt9EUAAAQQQ8EggrjnwsQ2hX7vhB7Xp/op6dWys/HlzRKlhpozpVeKGQgkO8OYFgdC+cPJgde4zVkUL5dOIfueHzQfuwF8a4M3q9tmzZtIbw7vqsadeVGhYqHPX/tKt5M1FnaDPhgACCCCAAALxFyDAx9+KPRFAAAEEEPBM4GoCvHmGfLVGz6lvl6ZRFp0zlTV30kPMkvKxbDHNgTe7B4bEmwXxzCPnAnPbLxfg9+4/qPJ1OqlZ/QfVrV0D9R4yUZ9//aMWTxnqjCIIbPGpk2fQFIwAAggggIDFAgR4ixuPqiOAAAIIBI/A1QR4o9CxzxitWLtRL3ZtrttvKSYzL37N+u8UGhqqzq3qXlGANy8aOm66Js9a5qxqb55HH9gCd+BrVimrho9U1q7d+/T29CXa9OsWLZk6VPnz5pQZwm+G1JcrU9JZnT5d2nD98vs2vTNjiTMsP1PGdMHTgJwJAggggAACiSBAgE8EZA6BAAIIIIBAXAKBAP/V0jei3K0OvG7s23M1b8nay65Cf/DwUY16c7ZmLvgk8lDmUW1mWH21ShfmqMdUj8Ad+AlDuziPebt4C8yvH9C9ZZTHwwUCfM7smfXvngPOS8zxBvVsrfvuKhFZxNoN32vAqCnOvPfAZn4/8sWnYzzPuJz4PQIIIIAAAn4WIMD7ufU5dwQQQACBoBMwq8/v2fufUqdOpcwZr/5Z64GV5M2q8RcPg794DnyFsiWd4fZm7vvlNnOB4cjR48qeJaNSpUoZdO6cEAIIIIAAAokhQIBPDGWOgQACCCCAgIUCh44c09012umpJ2qqY8tHo5zB5Raxs/A0qTICCCCAAALWCBDgrWkqKooAAggggEDiCqz8dKNen7JQo17qoNw5s0Y5+LHjJ9W88xB1fPJR3VO6eOJWjKMhgAACCCDgUwECvE8bntNGAAEEEEAAAQQQQAABBBCwS4AAb1d7UVsEEEAAAQQQQAABBBBAAAGfChDgfdrwnDYCCCCAAAIIIIAAAggggIBdAgR4u9qL2iKAAAIIIIAAAggggAACCPhUgADv04bntBFAAAEEEEAAAQQQQAABBOwSIMDb1V7UFgEEEEAAAQQQQAABBBBAwKcCBHifNjynjQACCCCAAAIIIIAAAgggYJcAAd6u9qK2CCCAAAIIIIAAAggggAACPhUgwPu04TltBBBAAAEEEEAAAQQQQAABuwQI8Ha1F7VFAAEEEEAAAQQQQAABBBDwqcD/AXZhKsjNju5fAAAAAElFTkSuQmCC"},"metadata":{}}],"execution_count":18},{"id":"21622fa1-2e96-4a16-8400-638625000355","cell_type":"code","source":"clicks_by_hub = nbgitpuller_textPayload_df_pull_normal.hub.value_counts()\n\nclicks_by_hub_top8 = dict(clicks_by_hub[:8])\nclicks_by_hub_top8['others'] = clicks_by_hub[8:].sum()\n\nclicks_by_hub_top8_df = pd.DataFrame(clicks_by_hub_top8.items(), columns=['hub', 'counts'])\n\nfig = px.pie(clicks_by_hub_top8_df, values='counts', names='hub', title='Clicks By Hub (Percentage) - Github Repos')\n\nfig.update_layout(\n width=700, \n height=500, \n title_font_size=20\n)\nfig.show()","metadata":{"trusted":true},"outputs":[{"output_type":"display_data","data":{"application/vnd.plotly.v1+json":{"data":[{"domain":{"x":[0,1],"y":[0,1]},"hovertemplate":"hub=%{label}
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XaIQH4p1//yNQzs1ly9RzQBb4lfpU5yBLzWVxnXuXNmxeET543C+JfvvzVGliTELqFnTGyWKBd550quCZk01Yo1z5pcoz2r2vUyTiXaxLTPu9ZORt7/cmDINpmG7b5W1YV1tUpl8PxFEFb/+It698eO2pEJLpnokufj49rvoFCBl/DPv/fw2/E/VP8XTRmgEouykAAJkAAJkAAJkIClBHQl4LUvb/Jl6cT2mJnYEwJijYAX0dS4wzDV3KJvB+DtN//35Uu+QC9as03tZxXxEVvAS4iv7K2WNkzFu7QlK1ZfjV2gxOaWZWNjrHJLWPPR0xcsOibN9IuvcNCKtoIrv8cO7Za/aavGsrIpAkkrpu0d2DhDhTEnVjQBn1g9+Tx2ErvkCPh+nZuiRaP3VXixFPmCLKG2UmaN7Yn3Kv8vnD2+vplb5Y9dNyFxIWK288Bv1SWSIK1Y4fyo1yo63HfyN13UiQZakS0U7zTopn5dO3eY2tNsKuBlO8bgHi0hEzoSNi5hzRk83dVqnkR/yGTFuvkjYoQx3773CHOXb1F7969cv4WPP48WG7EnZvYfOYsvv4pOgqadvGB6b5mo6djSTwkPKRIqLLklYreV2B542YLi4uISZzuETDZ80v4b1d7ZPYuM412bLKpZpRwmD+1i9KXUkwmfeSt+iiHgrbUxti9HTFmGdVv2YVjftvi0fsyID0vGr7V1kvqO0u4TW8Brf7c0iZ2lfk2OgJeolQFffmZ8V8i7p3WPceq9J5NFMmmUWEloInLJ2u0q8kPG5uGfZsPNNfp4UHk+rHnW5BpNwMfuszwLkqdA+iyTbrLNQopEbKgTNj56T4Xvy1YXKaaJESViQZvMqvJxdyXsY0fzSNSITLaVKFYAhQrkSQwHPycBEiABEiABEiABIwFdCXhZDZQQalkF+X5etMi2pFgj4LUVFfnCJ1/KEiqmAr5LmwZo33eS2qcqK1PTRnZTK4takRVO2UssouyHhaOMCa0s6b9pHUsEvNSXL6XdPm9oXGHe+9tpdP96hvpSfGjzTKNwmjJvnZqUkFVeyfpsSdEEvLSlHb0W+zr5Uhu9AhszC31yBLy5Y+Rkr7HsObZ0C4ImjhMSGqaMJSw4IiJS7Uv+/c+/8eO2A8pULfRYkm217zdJ7ff+eeX4ONsPNMGqZdQ2FdHxRQBoomNk/3b4pF7VeF0ya/FGzFm+2ewpCrLv950G3ZUPtq+aoPbjJpbR/8PP+quVVAndlhBuKYkJeNPOCSOZjBLfy2SWjBMp2uSC6XO4fdXEONseZi7+UU1OmK7AW2tjbFgytmWMy1aCL9t+nOjwlhX0A8f+iFNP8hN89nHNRK9P6B0lkTDb9xyL00bhgi8Zj2NMroA394yY82tyBLy5Y+S0SAyJ4JB9/4kV02dMxLIU/+cv1FF7Mgbl3TJpaGcV2aEVa581uS6ho++0d7LWZ1lpr+QXfWLGvg3T4ryjZWuSRGfJ5NOMUT1UPY2tbMPq1LI+XFycEzOdn5MACZAACZAACZBAggR0JeAlY3O/kdEi+OCmmRa73hoB32PoDBV+bG6PduwbagJespjLF38JmzYn3uU6Wal8+78vh/K71HujVFGULVkMFcq+YlzpScyohFaHJZnVwWNnjXuSTY+nknDi9z7ppcTVpKFdlGCQFa2qDXsokSdh05Yei5Zee+DNiRM5a370tBVq5VtWwBMrWt4DWfmW1XxzJbEjrkT8yxd2ScInuRJGTV2umjE3maEdbagJyMREtIQPl3oves+zRGoktH+2z/DZxpD6hO6thfEmdu+W3caoMWx6VJklAl4mUGTV1FxuB7FDSzaphSfHF0FjTsBba2Nsf2oiTRKhyYpqYkV7x5irZy5pZOx6Wk4Ac+8oea/I+yV2Md1mkBoC3pxfU1rASzLERl8MVcLbkuioxJ4xcwLa2mdNOCck4GOPRy36Kr5/X+QYP4mEkCiqbSsnKDdqY1Z+loiamu+Ww2vFX1bvd0uimRIbj/ycBEiABEiABEjA8QjoSsCbhrcf+3kOvDJlsMij1gh4CZ+X+8gKi6y0JFQ0AW9aR1acZeXI3EqMfDkfO2Ol2pNuWiSi4OterVQm7sRKYvuz5fp1P/2KEd8ujTPRoSUl0/bba2dOW3vGty0JeM0G033mCTHU9lOPG9wBH9V6x2xVU8afN6uj6mTx8VYrxq8UyR8ju7QWsSFf+ku9Gr//6tSoqO6XmIg2neiRSar4IhxMxYmI/LwJZHzv8UUjtbc9sXubC9NOTMBrIerSH9mrXLZkUSVwZC/8gFHz1OSQJuBlm4hsMTEVQKYOMCfgNQFmqY2xHaptJbA0wkS2Evxy8FSccSHRNNpYSGh8aUJW6sSOsLj38Ik6Pk4rkmNAEhimtoA359eUFvCmz8z5fUsSnZA0rb9+/nBVX/6mJUQ0F1Fj7bNm+oyYixow3YIjff7t+Hm1PUbGmkyexS7avz+mkxSSrX7Fhl2Q0z9iF9nOIEkMXV2itwCwkAAJkAAJkAAJkIAlBHQl4EUMVKgTnTFZW0W2BII1Al6+QMoqWnzHF5nez1TAywqfljFcEptJgrP4inxxlFB7EUeyP1eKpdsCLBHwWqiptGu6am2awO3HRaMwZPxCNVkRe+92YkxTQsBrCeBM75VYFnpzK/BaiHRizLX7aJMYCSXss4Sx1p74T0Rs7K0C8TFMTETLdTLGZaxvWjLamIjQXHvaWB3Wp43as5tYSeze1gp408mG6aO64/0qb8bogrY/WBPw127eRf3WX6lV2uPb5sQReeZX4KOfR0ttjM3gh58P4JtJi2EajZIYp+R8bvquMTfGTdvWVpStEfDmMr0nxa+agP+ganm13ce0JJaF3pwYliSEzb8cFe/kTGym8T1jckKFbLORIqc3NParZrzU2mdNLkxoBV6iTSQ6QZtQSixCRHuvypGKGxePjmGS+ODCX/+oLQBbfzmi3qtS5FQHyYfCQgIkQAIkQAIkQAKWEtCVgBejtZBaWZncsXpSvOena2dYS6i4NQJeC7G2ZEVXE/Af134XYwa1V8mPJAmSFEuPkJI9wx8066eu+WXdlBgJy8w52RJxqfXL3H5UOf9cVv1klUkiAYTj3vVTjUeNWTKwkiPgtSPtzPFJioCX/efyxVoiGCzZoyx72IdOXKzOlo4vpNoSxhqn42cu4fPe45Uo/WXdt4mehZ2Y2JJ2tZDn/l2aoW3T6Azy5oocgSjjVbJli7BLrCR2b3MCXhM55lYlNUETX9h0bAEvWzwq1InOK7Fs+lcob3KeufxN8lvIHnLTPfDW2hibgfY8W3PsZGIcE/tcxpeMM+Hy84rx8ea7sEbAa8nVZo7ugRrvxowMSopftZwY5k6/SIqA1ybGYp86EB+rhJ4xLUpGrjXdzmHtsybXJyTgZdV84eqfjZNvpuPT3KkFWj4GSybrtNwcMrEmk08sJEACJEACJEACJGApAd0JeMn2XaNJ9JFcIirkTHbZc6gV2eu9//BZDP92CfK9lFNlCrdGwJseIySZvmV/u1bki62EccreaRHH5o6RM91DK5mNJZmclMVrt8H/eSDafVY3hsjTVq6kzv4fpxvPC0/KF19JwrRj33EVPi8l9nFc8jdNkGntm6uT2OBKjoDXksjJqtf3c4ep7OtSZPJj5JRlKoFVfOfAxw5J3rzzkDFRmiXs5D5aSHhCEQ/WCHhJFifbLmQyRPo9emD7GMcbPnz8DHOWb8EHVd5EpfIlEw1jlz7KnnIRACIAl0wbqKIztCLZ3SWR1uKpA1XIcZ0W0Vn4JVS3fXM/Y8Zu+ZusAk5fuAETh3ZRZ7EnRejdvf8Y7zftq+4R+4gwiSIRgSTlh4Uj8WrRAupnEULzV/6kjteSoq3Ay89ayL1MHI0c0A4v58utfC5bIbQj8kzHpLU2xh67XQdPU8fTySqzrDanRZEEfn6tBql8E2LniP7t1NgwLXJ+uEwuCCNLVuATEoRJ8avpKQGmkR4SJSHbfGRyRoq5c+BjryqrTO49xqmoEUtXnBN6xuQd3nPoTOOxglr/rH3WpP+agI8dIWI62WoaUTBwzDx1xJ6smk8d0V2dCiFFTkNo/uXoGDZK+Hzr7mMh0TzybJsWbcLF0qz8aTEueQ8SIAESIAESIAH7IKA7Aa+ExMFT6kg27eg0EYNFC+XF/QdPVWi6VrTVJWsEvFyrHWclP4t4Kl4kPx4+fqrOw5YikwKyb9ycgJfPNZEqP2t7rbWVQPmbfNmTs+Vv332Io6cvKjssPYPd9IuvJE1yc3VFeESEOsbMtEgEwcwxPczuv5RzjmWiQsqvP0xTZ4dbU5Ij4GUfcM0mfdTtRNzIRIgIAC3Zm/w9PgEvn0legqw+mXH52r/448JV1c6gbs3RqnEti0wID49A2Q/aq7pbl48ze8STNQJe2jGdhBHR/Xa56GPhzl+6bsx3oB3tl5jYkvbkCCo54komW6TICnueXNlw6cpN4/jWhJWW9VzqyXgo//or6hx5yZivjYlDm2epPemJ3dvcCrz0RcaLFq3xRulieB4QpPa6f9mmAT5u97UxeZ08E7Lf9/S5/+3zln6ZCnjxf5se44znhps6TdjJs9Dji0/UmfZascZG0/bk6C9J0ihFjiPz8c5k0RhJiUqnz11Bv5HfGX0gtknSyqxZMuPBw6c4d+m68f1luqIbXxI7LTpF+iYnBEiCtD8uXlWh3MJcOwfe3DaT+PzauMM3xveAHGUovomdiNCcgJc+SP2C+XPj3oMnOHD0rEJm+twmxjCxZ0wiqCQkX8adjGuZ7JP3lDXPmvTB9Bx4mfCVfytkwkh7/8XOjSARUQ0+/1r5Rk6WeKdiafWzRC1Jkaz4s8f2Uj+b/rsi7cr4Fz/Le0neafJ+27p8fIwJvcS48HMSIAESIAESIAES0KWAF7dqq+Gyamd6Brp8Jl+mJKxdVs+zZ/WBrJSUq9VBjYbff1lkXKXUwnPNrULLSvqkOWtjCGP5ctawzrv4ss3HShAtX78TEhIuya3kjHLT8t3STZi9dJP6k4SBZszoqY7I0r7smtYVIdSx1UcxVk/jG7oJZW8Wuwvmy42mH72HapXKxJtIavys1SrxUv1alTF+cEernxLZO79px2/o0+lTdXybuaKJLnPZ4WNPwMj14q8yrxVRK7SmxzSZhrXKF2RNtGv3HPtVBzT40HwyuvgMGzBqLuTYq/iOFktMXJhr9987D9R4kUzjpkXGjBxJ2LGFnxLhpvYklOxLxqzs75eJH9MiYka2CkiCLK1IdmwZh9q+W+3vIkA+qlVZ1XV3d0v03u16T8CxMxehZa3X2pHEbL2HzYoh7to3rwcJS5cV277DZxsFkVwjfezdoQkmfrdGTczsWjsZeXNnN/ZXIkVW/rAbf1z4GyGh4ZA9xTJO9vx2WmWzN3d8nqU2mrLSJtJEbErEQloXEXjyjpBQ+dgTbNIXEYPin6pvlzWu9Ap/8YMkBFw6bZCxy3I6gUT/SMi3aYk+J93VuDXB3JiKz6+SsE+2JJkm1ZRJT3kuZGuKFFMB/9mXo9TzZ+45lEijPh2bWLwVx5JnzFRMy0Tf2rnfqMkKS5816b8m4GP3WZ5LsVP67ewcfda7VkTgDxoz3ziBpv1dniM5fUI7l14mt75btknlMTGdgJT6wnFgt+Yo/er/omfSevzxfiRAAiRAAiRAAvZJQLcC3tQdz/xf4N+7D9UXq5zZsySYudtaN0rYu6xMeWfKgJw5siQ7o7CsAEt7Wnht7hxZLf7Sa23fzdU3PTpOiyRIiXatbUP68c+/dxEZFYUiBfMaBUxi7dx98AQS1i0nEBQumCdJ/tCyT8uXeDkjXSZ5UqrI6rf0T8Koc2XPgmxZfOIIBGvuJcLtwaNneOofoPopK6+SsdtcEcF4685DtQIvkwUpueIs/Xj42B8BLwLhk9krBjO5nzCV5zCLr7cKi48tiiyxWQs7XvTtALz95mvJslFWcOu0GKCes7Vzh6W7kNJ8ExAYhLy5cyBHNp9EM7XH9/zee/BYnXLxSfcNAAAgAElEQVSRK0dWSHb85BTx3b+3H+DZ8xd4OX9uddqCJUXei//cuqf6Yc3za0nbltax5Fkz3QMvx2Tef/hETXjkzpk1Uf7yDP/z7z1k8PRAofy5E3xPC4879x+prufJmU1N8LKQAAmQAAmQAAmQQFIIOISATwoYR71G219tadZ7vXKSaAjJep7UKAS9ckltuyRz/Ymzl1UIdqaMnsbbaccByqTKnvVT1J795BQtEVqLRh9gcI8WyWmK19oxgYSS2NmxWew6CZAACZAACZCAjglQwOvYudaaJiGfdVsOVHtAJwzppEK7HbVIiLrs7ZaVY3Mh247KJbXtvn7zLvxaf6VuI6H2ObL6qjB8bRvM8H5t0cSverK6IdsYegydoSJxtq2cYEyUmKxGebFdEqCAt0u3sdMkQAIkQAIk4NAEKOAd2v0xjdcyL8sq52+bZyY7/Nbe0Wr7jcUO0+Oq7N0uW+6/bAfo+c3MOLkMZI9yj3aN4mTzttYW08z4U4Z3VRneWRyXgCbgV84aovals5AACZAACZAACZCArROggLd1D6Vh/6KiDIgyRKk7SjIoFqj94lKcnZyTtG+bDJNGQLgHBoaoExQS2tdvbeuyV1/yKnCMW0tOn/W155vvO336l1aRAAmQAAmQgB4JUMDr0au0iQRIgARIgARIgARIgARIgARIQHcEKOB151IaRAIkQAIkQAIkQAIkQAIkQAIkoEcCFPB69CptIgESIAESIAESIAESIAESIAES0B0BCnjduZQGkQAJkAAJkAAJkAAJkAAJkAAJ6JEABbwevUqbSIAESIAESIAESIAESIAESIAEdEeAAl53LqVBJEACJEACJEACJEACJEACJEACeiRAAa9Hr9ImEiABEiABEiABEiABEiABEiAB3RGggNedS2kQCZAACZAACZAACZAACZAACZCAHglQwOvRq7SJBEiABEiABEiABEiABEiABEhAdwQo4HXnUhpEAiRAAiRAAiRAAiRAAiRAAiSgRwIU8Hr0Km0iARIgARIgARIgARIgARIgARLQHQEKeN25lAaRAAmQAAmQAAmQAAmQAAmQAAnokQAFvB69SptIgARIgARIgARIgARIgARIgAR0R4ACXncupUEkQAIkQAIkQAIkQAIkQAIkQAJ6JEABr0ev0iYSIAESIAESIAESIAESIAESIAHdEaCA151LaRAJkAAJkAAJkAAJkAAJkAAJkIAeCVDA69GrtIkESIAESIAESIAESIAESIAESEB3BCjgdedSGkQCJEACJEACJEACJEACJEACJKBHAhTwevQqbSIBEiABEiABEiABEiABEiABEtAdAQp43bmUBpEACZAACZAACZAACZAACZAACeiRAAW8Hr1Km0iABEiABEiABEiABEiABEiABHRHgAJedy6lQSRAAiRAAiRAAiRAAiRAAiRAAnokQAGvR6/SJhIgARIgARIgARIgARIgARIgAd0RoIDXnUtpEAmQAAmQAAmQAAmQAAmQAAmQgB4JUMDr0au0iQRIgARIgARIgARIgARIgARIQHcEKOB151IaRAIkQAIkQAIkQAIkQAIkQAIkoEcCFPB69CptIgESIAESIAESIAESIAESIAES0B0BCnjduZQGkQAJkAAJkAAJkAAJkAAJkAAJ6JEABbwevUqbSIAESIAESIAESIAESIAESIAEdEeAAl53LqVBJEACJEACJEACJEACJEACJEACeiRAAa9Hr9ImEiABEiABEiABEiABEiABEiAB3RGggNedS2kQCZAACZAACZAACZAACZAACZCAHglQwOvRq7SJBEiABEiABEiABEiABEiABEhAdwQo4HXnUhpEAiRAAiRAAiRAAiRAAiRAAiSgRwIU8Hr0Km0iARIgARIgARIgARIgARIgARLQHQEKeN25lAaRAAmQAAmQAAmQAAmQAAmQAAnokQAFvB69SptIgARIgARIgARIgARIgARIgAR0R4ACXncupUEkQAIkQAIkQAIkQAIkQAIkQAJ6JEABr0ev0iYSIAESIAESIAESIAESIAESIAHdEaCA151LaRAJkAAJkAAJkAAJkAAJkAAJkIAeCVDA69GrtIkESIAESIAESIAESIAESIAESEB3BCjgdedSGkQCJEACJEACJEACJEACJEACJKBHAhTwevQqbSIBEiABEiABEiABEiABEiABEtAdAQp43bmUBpEACZAACZAACZAACZAACZAACeiRAAW8Hr1Km0iABEiABEiABEiABEiABEiABHRHgAJedy6lQSRAAiTg4ARCQxB5/zYM/k9hCAqEITgIhpAg9X9oP//3e4zPQoKj6754jn559sHdDXB1Bdz++7/62dVJ/c3DHfDwALy9nODtFf3/zN4xf8+axcH9QPNJgARIgARIgARSnAAFfIojZYMkQAIkQAKpTcDw7DGi7t1G5IM76v9R928j8v4d9X8R7sktIuBTonhlAnJmd0LOHP/9lx3q59w5nZAxQ0rcgW2QAAmQAAmQAAk4EgEKeEfyNm0lARIgATsiICvhkX9fMApzo2C/fwcIDUlVS1JKwCfUyUwZTcT9f8JeE/uyqs9CAiRAAiRAAiRAArEJUMBzTJAACZAACdgEAcPjBwj/8wwiLp1FxMWziLp9I936lRYC3pxxzs7AS7md8HJ+JxSU/wo4oUDe6LB9FhIgARIgARIgARKggOcYIAESIAESSHsCBgOibv2jhHrEpT8QfuksDI/up30/4rljegn4+ET9ywWcUKK4E14t5oyihZzUvnwWEiABEiABEiABxyNAAe94PqfFJEACJJD2BCIiEHn1ohLsItYjL5+HITAg7fth4R1tScDH7rKsxouIf7W4M0oUc8LLBZ3g4myhYaxGAiRAAiRAAiRg1wQo4O3afew8CZAACdgwgfAwhJ87ifAj+xB+4iAMQS9suLMxu2bLAj42xAyewOslnVGujDNKl3CCu7vdYGZHSYAESIAESIAErCRAAW8lMFYnARIgARJIgICI9jNHEXZ0H8JPHgJCguwSlz0JeFPAcvRdyRJOKPe6sxL1kiiPhQRIgARIgARIQD8EKOD140taQgIkQALpQ0Anot0Unr0KeFMbnJyA4kWd8Obr0avzvj7pMzx4VxIgARJwZAJbdkRZZf5HtbknyipgDliZAt4BnU6TSYAESCDZBHQo2vUm4GP7WJLgvfNWtJiXlXoWEiABEiCB1CfQvme4VTdZOD3lXtBHT19AruxZUKhAHqv6YGnliMhIPH7yHLlyZLH0klSr9+iJP06fu4Ja1cqn2j1spWEKeFvxBPtBAiRAArZOQOeiXe8CXrNP9sxXLOeMd992RqGCTrY+6tg/EiABErBrAukp4Ft1H4va71VEi0bvJ8jw1t2HmDJvHSYO7QxXF5dEeYtwHzdjFXbtP6HqentlRLfPG6FuzbcSvTa1Khw/cwmf9x6PP39dmlq3sJl2KeBtxhXsCAmQAAnYJgHDk0cI2bEBYbs323Tm+JSkp4cQekt45MkFvPu2CypVcEZmb0uuYB0SIAESIAFrCNiDgL945QYadxiG33cvhJuba6Lmbdi6HxNmr8HONZOQ1dcbG7cfxNgZq7D/x2nIKLPE6VAo4NMBOm9JAiRAAiRgWwQir/+F0K1rEXZ4DxAZaVudS+XeOIqA1zDKMXRvlnVGrfecIWfOs5AACZAACaQMgbQU8DdvP8Doactx6MR5FMyXCw8f+6NXh8ZqBf7k2csYOWUZ7j54ogx7r3JZDOnVCj7emZR4FxFfolhBuDg7Y3DPlggPj4i3/ndLN2HzzkPYsmwsPNzdcPP2fdRpMRC71k5G3tzZzYL7+/ptDBo7Hx9ULY/vt+xFwItgdGzphw4t/FT98bNWo0DeXPAPeIHDJ/7EZx/XxDsVS2Hi7DXYtf8kvL0yoLFfdXWNRAkYDAYs37ALy9btwP2HT1G8cD78de0WV+BTZtiyFRIgARIgAbshYDAg/NQhJdwjLvxuN91O6Y46moA35Sdh9e9Xc0b5ss6wIJIypdGzPRIgARLQFYG0EvAS1v5Rm8HI6ptZiWJ3N1cMmbAQX3xWTwn485ev48q1W0qkB4eEYtikJaheuSz6dPpUraB/PWERFk7uD1dXFxQvkh//3nkQb30R7C26jkb2rD7o2LI+tu87plbexw/uGK/vzl28hmZdRqJezbdRv1ZlHDtzEUvWbsf2VROUcO8yaCoOHD2LD6tXRJmSRVD61cJYu2kPLv19U/XxybPnGDdztXFCYtueY+g/ag66tv0YVSuVwe79J7Fw9c8U8Lp6emgMCZAACZBA/ATCwxC6dytCf16HqHu3HJ6UIwt4zfk+mYH33nVBlUrOkJ9ZSIAESIAErCeQVgL+1B9/oXWPsdi6fJwxaV3sPfAPHz9Tid4ePHqqVrUze2fE7LG91Oq7uRD6+OoHh4Rh4Ji5CAoOxbUbd9QK+IxRPVCzSjkFaO7yLQgKDlE/+/p4oV2zutAE/Pl9S+Akx6QAqNtyoJpsaFinihLwrxTJrwS6FLm+Qp3OmDS0i3FvvazSHzt9ARsXj0a73hOQM0cW46QBQ+itH5u8ggRIgARIwA4JGJ4/Q+iOHxC6ayPkZ5ZoAhTw/xsJDK/nU0ECJEACSSeQVgJ+y65DGDV1BU5sn2vsrKmA3773GPqNnINypYujRLECKtzc08MNcyf0NSvgE6o/df56nL1wFYunDIwOZV+/E5Pnfo9NS0ajWKF8GDtjJV4EBqt+yCq9rKCbE/B9hs9GFh9vDO3dWgn4cqWLGUPqr9+8C7/WX2HbyglqO4CUrbuPYMSUZcrGKh93R8/2jdHYr5r6jAI+6WOUV5IACZAACdgBgahb1xGy9XuEHdgJRFh3xI0dmJfsLlLAm0dY7nUnfFzPBS/l5j75ZA8yNkACJOAQBNJKwEuIfNNOI5S41RLJmQp4Ca+vXeMtfNmmgeK+eO02HD9zUQl4CVP/pP03OL1rgdrTLiWh+nKfcq8Xx8Cun6m6UVEGlK7xOb7p3RpNG9Qw61dzAr5Gk95oUr86urRuEEfA+z8PROWPuqoIAQn1lzJr8UZs23tUifqug6ehRNGC6NauIQW8QzxJNJIESIAEHJSAZJQPWjEL4Yd+cVAClplNAR8/J4l8lGPoGtRxQc4clvFkLRIgARJwVAJpJeBlD3wlv65qv3vzhu+rFW9JGqclsWvZbQyKFc6HPh2bQI6NGz55KbL4eikBLyHx5Wt3xOKpA/F6iSJqVb1j/8nx1pdV8F8OnMSq2UOR/6Uc2H3gFHoPm5VgEjtNwEv4e85svvhx+wF8O3cdflw0SoXOx16Bl/EiffbK5IlhfdriqX8Aeg+bjVrVKqBv50+xeuMelcBu3OCOyJHNB7OWbFQr9DxGzlGfNNpNAiRAAnojEByEkC2rEfLTGiAsVG/Wpbg9FPCJI3V2BipXdEb92i7IliXx+qxBAiRAAo5IIK0EvLAVUTtm+gqFWbKy+wcEon1zPzRvWFNlph80Zh6ePAtQK/QimuX89jnje6v6sro9Z/lm9bMks4syGOKt/8z/BaYt2ICf9xxV9SXEve2nteH3QaV4XawJeDl2TvogZdSAdmhUt6r6WQT8m68XR/vm9YxtSBh9z6EzcfXGHfU3WYmXRHnS70dP/NGh3yS1FUDKOxVKKRsp4B3xKaPNJEACJKAnAlFRCNuzBcHfL+Qedyv8SgFvOSzJVF+1sjP8arkw2Z3l2FiTBEjAQQikpYAXpJL8TY5oy5Uj7syqrNLfvf8YuXNmg5urSxwPyEp8WHi4OlpOSmL15XMR0rlzZE3Um5qAP7tnESQ83jezF1wkyYoF5cGjZ/DwcDP2S7tEIgXuPXiCLL7e8PRwt6AlfVRxMojlLCRAAiRAArojEHHpDwQtmISof6/rzrbUNogC3nrCsm3S70MXdZa8q6v11/MKEiABEtAjgS07oqwy66Palolaqxq1gcrm9sDbQLfssgsU8HbpNnaaBEiABOInEHXnJoJXzUH4iYPElEQCFPBJBAcgRzagdTMXlCiuzy+hSSfDK0mABEjAcQlI2Pz+I7+rI+NYkkeAAj55/Hg1CZAACdgMAcOLAIR8vwChuzcDUZE20y977AgFfPK9Vv4NZ3zawAVZuT8++TDZAgmQAAmQAAn8R4ACnkOBBEiABOydQGSkOss9ZMMSGAKjE8OwJI8ABXzy+GlXa2H1H9Z0hoVbHVPmxmyFBEiABEiABHRKgAJep46lWSRAAo5BIPzUIQSvmA0Jm2dJOQIU8CnHUlrKkwto3phh9SlLla2RAAmQAAk4IgEKeEf0Om0mARKwfwJhYQhe9R1Ct2+wf1ts0AIK+NRxyntVnNH4Ixc4ULLg1AHJVkmABEiABByWAAW8w7qehpMACdgrgYjrfyFoxghE3b5hrybYfL8p4FPPRdmyAu2au+CVYkxyl3qU2TIJkAAJkIBeCVDA69WztIsESEB/BKIiEbJpJULWLwYimaQuNR1MAZ+adKPb5mp86jPmHUiABNKfgPo324ri2aSdFbVZ1REJUMA7otdpMwmQgN0RiLx/G0EzRyHyr/N213d77DAFfNp4javxacOZdyEBEkg/As8+fdeqm/uu+82q+glVPnr6AnJlz4JCBfKkWJuxG4qIjISri4vZ9gNeBEE+z+LjbfbzR0/8kSljBmTwdE+1/lnScFSUATt/PY7KFUrBxzuTJZekax0K+HTFz5uTAAmQQOIEwn7ZgqDlM4GQ4MQrs0aKEKCATxGMFjXi5AQ0rOeC2jWd4cyoeouYsRIJkID9EEhPAd+q+1jUfq8iWjR6P0Fgt+4+xJR56zBxaOd4xbi5Bm7efoA6LQZg99rJeCl3dmOVoOAQDBw9D3sPnVF/e/21Ipg5ugeyZ/VRv9+8fR+dB07BjVv31e+N6lbFN33awM3V/ERAans7PDwCZT9ojw0LRqBEsYKpfbtkt08Bn2yEbIAESIAEUodAlP9TBM0dh4hTh1PnBmw1XgIU8Gk/OIoXcUKnti7wyeyU9jfnHUmABEgglQjYg4C/eOUGGncYht93L4Sbm6tFJD77chT+uHBV1Y0t4Beu/hnrf/oVK2YOUavrXQZNVVEAowZEbw/o2H8yvDJlwJhBHXDvwWN82mkEvundGvVrVbbo3ildiQI+pYmyPRIgARJwQALhJw8p8W54/swBrU9/kyng08cHmb2hRPwrRbkUnz4e4F1JgARSmkBaCnhZER89bTkOnTiPgvly4eFjf/Tq0FitwJ88exkjpyzD3QdPlInvVS6LIb1aqZBxEe8i4mX12cXZGYN7toSI2vjqy/UPHj1T4luEfGwBL+19WL0COrTwU/eS8PQ+w7/D+X1L8PxFECrX74qVs4bgjVLF1Odjpq/AvQdPMHNMz3jxy33eKV8Ke347hb+u3VJi/5vebZAxgwd+2nUYv//5N8qULIKtu4+gWKF86NPpUyxeuw1rNu1BwItg1KxSDl91awGfzNEh8kdO/olxM1fh6o07KkJAJiO4Ap/So5/tkQAJkIAjEAgJQtDSGQjbu9URrLVZGyng0881Wkh9nfedIT+zkAAJkIA9E0grAS97zT9qMxhZfTMr4ezu5oohExbii8/qKQF//vJ1XLl2S4n04JBQDJu0BNUrl1VCd+P2g/h6wiIsnNwfrq4uKF4kP/698yDe+po/7j98ihpNescR8BXqdMbogV8oES/lwl//oEnH4Tj802w8evwMH7Udgl9/mIYc2XzV5ys27MLmnYeUgI6vlKzeFqVeKYQvmtfDw8fPMG3BBgzu0QIN61TB0u93YNKctUqIv1/lTeTJmQ2BwcGYOHst+n/ZDHlyZsX0hT/gpdzZMGNUD2Vb7eYD0ODDd9DYr7qaPOg/ag4FvD0/aOw7CZAACaQHgagHd/FibF9E3bmZHrfnPU0IUMCn/3AoVcIJHVq5IFMmqvj09wZ7QAIkkFQCaSXgT/3xF1r3GIuty8cZk9bF3gMvwvf0uSt48Ogpdu0/iczeGTF7bC+1+m4uhD6++gkJeIPBgFLvfY7vxvVGtUplVNWr/9xWov2X77/FvYdP0LLbGCXmtYRx6376FXOXb8be9VOxbc8xXPr7f8fkymSEt1dGiICPvWofEBiM8YM7KgG/c/8JrJr1NZydo//NkBX7V4sWwLA+bdTvvxw8hZ5DZ+LwltlYu3kvVv6wCwc2zoCTk5OKNuAe+KSOcF5HAiRAAg5KQM52DxzVC4YXzx2UgG2ZTQFvG/7I6gt0aeeCQgUZUm8bHmEvSIAErCWQVgJ+y65DGDV1BU5sn2vsoqmA3773GPqNnINypYujRLECKgzd08MNcyf0NSvgE6qfkICXz2QFfsyg9qhVrbyqam4Ffv+P041J7UxX4L/fvBdn/9tbL9cO7NZcCf3YAl5E+JK127FzzSQl4H87cU5FEGilysfdVXSBrNBLuXv/Md5v2hc/LhqlVvzDwsJV0j4pFPDWjmrWJwESIAEHJxB+4iACpw8HwkIdnITtmE8Bbzu+kNOJ2jRzQeWKFPG24xX2hARIwFICaSXgJUS+aacRSsBnzOCpumcq4CW8vnaNt/BlmwbqM9kffvzMRSXgL/19E5+0/wandy2Ah7ub+jyh+okJeFnNl+z37ZvXU1UT2wM/aupyFRWQ0B742AJ+6MTFKhR+6bRBZgV8w3Zf452KpdGvc1PVB9nz3r7fJOzbMA3b9x3D7v0n1Yo+BbylI5n1SIAESIAEFIGQjSsQsmYeadgYAQp4G3MIgLofOKvj5rgv3vZ8wx6RAAnETyCtBLzsga/k11Xtd2/e8H2cu3gNg8bONyaxk7D1YoXzoU/HJpBj44ZPXoosvl5KwAeHhKF87Y5YPHUgXi9RBBIGL5ni46uvRG9EpEpiJ3vJt62coI6R046BW7BqKzZs3a+y0EuSOTkyzjQLvQjpzF6Z1Cq9pVnoRcAP79cW9Wq+jYPHzqk9+307f4pmDWqYFfCzFm/Ej9sPYNqIbsiVI6tK7icJ/NbPH47LV/9VExaThnZBxTdeVYnvZA89k9jxSSYBEiABEoiXgCEiHEHfjUX4b7tJyQYJUMDboFMAvPG6E9q3coGHO/fF26aH2CsSIIHYBNJKwMt9V2/cozK6SyleOB/8AwLRvrkfmjesqTLTDxozD0+eBagV+leK5Fd7y+eM763qi+Cds3yz+llC0aMMhgTrS5i8nPeulay+3ji4aab6NTAoRIXrHzh6Vv0uyedkdT1n9uikdddv3lWiXiYSpHxc+10M79s2wSPsRMDLPaT/UsQmCa93dXHB0nU7cPjEecyf1M/YH+nb4HELsfvASfU3ycovZ9EXeTkvoqIMGDB6LmSbgBRJ5vfr4d/xw8KRat+8rReeA2/rHmL/SIAEdEcgKsAfgRMGIvKv87qzTS8GUcDbricL5gO6dXBFFl+KeNv1EntGAiSgEUhLAS/3FOEqx6blypEljhNklV72gufOmc24Wm5aSVbiw8LDjcnlEqufmJdlAkH2l2fP6mO2qmSxl/PgM2WMDvlPqGgh9IULvAQPDzd4ergndon6XPoQEhJmlsejJ/5q0kBLpmdRgzZQiQLeBpzALpAACTgOgcjbNxAomeYf3nMco+3QUgp423aar0+0iH85P0W8bXuKvSMBEghZv9gqCJ5N2llV31Eqx94D7yh2m7OTAt6RvU/bSYAE0pRA+B8nEPjtECA4KE3vy5tZT4AC3npmaX2F5Fn68gsXlCrB5HZpzZ73IwESIIG0JiDnxL9ToVS8q/lp3Z/0vB8FfHrS571JgAQchkDYwV0ImjUaMEQ5jM32bCgFvP14r3VTF1StTBFvPx5jT0mABEiABJJDgAI+OfR4LQmQAAkkRuD/k8CErJmPkE3RSWVY7IMABbx9+EnrZZMGzviwhot9dZq9JQESIAESIIEkEKCATwI0XkICJEAClhIIXjododvWW1qd9WyEAAW8jTjCim7Ues8ZIuSdeM6cFdRYlQRIgARIwN4IUMDbm8fYXxIgAbshQPFuN66K01EKePv0XYU3oo+Zc3Fhcjv79CB7TQIkQAIkkBgBCvjECPFzEiABEkgCAYr3JECzoUso4G3IGVZ25fWSTujUxgUeHhTxVqJjdRIgARIgATsgQAFvB05iF0mABOyLQPCqOQjdvMq+Os3exiBAAW/fA+LlAk7o08UFGTNSxNu3J9l7ErB/AiPunrTKiGF5yltVn5UdjwAFvOP5nBaTAAmkIoGQdYsQsmFJKt6BTacFAQr4tKCcuvcQEd+vqws8PSniU5c0WycBEkiIgNOpOVYBMrzZxar6CVU+evoCcmXPgkIF8qRYm9LQtZt38eixPyq+8arV7fo/D8Thk+dRp8ZbVl+bWhc8euKP0+euoFY1+5g8oYBPrZHAdkmABByOAMW7flxOAa8PX75S1Am9OrvAzY0iXh8epRUkYH8E0lPAt+o+FrXfq4gWjd5PENytuw8xZd46TBzaGa4uiZ/osfT7HfjtxDksnNzfaoecu3gNzbqMxPl9S2wm6ejxM5fwee/x+PPXpVbbkx4XUMCnB3XekwRIQHcE5Ji4kNXzdGeXoxpEAa8fz8ue+K5fMLGdfjxKS0jAvgjYg4C/eOUGGncYht93L4Sbm2uigCngE0WUqhUo4FMVLxsnARJwBAKhP69D8LIZjmCqw9hIAa8vV1csF52d3tmZK/H68iytIQHbJ5CWAv7m7QcYPW05Dp04j4L5cuHhY3/06tBYrcCfPHsZI6csw90HTxS09yqXxZBereDjnUmJdxHxJYoVhIuzMwb3bInw8Ih464uA3/rLEZR5rQi27DqMV4sWQLd2DfHWGyVU28MnL8Vb5UoYw+T3HT6DHfuOY8KQTtBW4KX++p9+RcCLYHRqVR/tm9eL15l/X7+NQWPn44Oq5fH9lr3qmo4t/dChhZ+6Zvys1SiQNxf8A17g8Ik/8dnHNfFOxcz1l9EAACAASURBVFKYOHsNdu0/CW+vDGjsV11dIxEGBoMByzfswrJ1O3D/4VMUL5wPf127xRV423+c2EMSIAESSD4BivfkM7TFFijgbdEryetTtcrOaNU08dDQ5N2FV5MACZBATAJpJeAjIiPxUZvByOqbWQlbdzdXDJmwEF98Vk8J+POXr+PKtVtKpAeHhGLYpCWoXrks+nT6FBu3H8TXExapkHhXVxcUL5If/955EG99EfCT5qzF583q4N2KpbF97zH8efkfbFgwQhkvofuyx715w5rqd2l/+fqd2Lh4tFHA16v5NurXqoyjpy5g6bod2LlmEvLlyWF2+GiiX7vm2JmLWLJ2O7avmqCEe5dBU3Hg6Fl8WL0iypQsgtKvFsbaTXtw6e+byr4nz55j3MzVxsmMbXuOof+oOeja9mNUrVQGu/efxMLVP1PA8+ElARIgAb0ToHjXr4cp4PXp29o1ndH4I4p4fXqXVpGAbRJIKwF/6o+/0LrHWGxdPs6YtC72HviHj5+pZG0PHj1VK9OZvTNi9theavXdXAh9fPVjh9Bfv3kXfq2/wuEts+GTOZNFAt50D3zdlgPVpEPDOlUwd/kWBAWHKGf6+nihXbO6RtEf3zUi4F8pkl8JdClyfYU6nTFpaBfUrRmdLE9W6Y+dvqAmEdr1noCcObJg/OCO6jPugbfNZ4e9IgESIIEUJRB2ZC+Cpg0DDIYUbZeN2QYBCnjb8ENq9KJpQxd8UN05NZpmmyRAAiQQh0BaCfgtuw5h1NQVOLF9rrEPpgJeVsn7jZyDcqWLo0SxAipk3NPDDXMn9DUr4BOqH1vAP3j0DO817oU966cgd46sVgv4PsNnI4uPN4b2bo2xM1biRWCwsiF7Vh+1gm4u8Z3pNSLgy5UuZgyp1yYUtq2coLYSSNm6+whGTFmm+FT5uDt6tm+Mxn7VKOD5zJIACZCAIxCI/OcKAoZ0AsLDHMFch7SRAl6/bndyAnp2ckGpEhTx+vUyLSMB2yGQVgJeQuSbdhqhBGrGDJ4KgKmAl/D62jXewpdtGqjPFq/dhuNnLioBL6Hmn7T/Bqd3LYCHu5v6PKH6iQl4WeGu+nYZtG1aW7VlLoTedDX9w8/6o0Htd419i+09cwK+RpPeaFK/Orq0bqBC6E0FvBxVV/mjriq6QLYJSJm1eCO27T0KEfVdB09DiaIF1b59KVyBt53nhT0hARIggRQnEPX8KQIGfgHD4wcp3jYbtB0CFPC244vU6ImnB/B1P1fkzsmkdqnBl22SAAn8j0BaCXjZA1/Jr6va79684ftq1VoSv2lJ7Fp2G4NihfOhT8cmkGPjJNFcFl8vJeCDQ8JQvnZHLJ46EK+XKKKSvHXsPzne+okJ+O+WbVaTA9NHdcftuw/V/vMXgUEx9sBvXzURObP74qfdh1Vfvp83DKVeKWR26GgCXsLfc2bzxY/bD+Dbuevw46JRKnQ+toCXRsRer0yeGNanLZ76B6D3sNmoVa0C+nb+FKs37lEJ7MYN7ogc2Xwwa8lGtULPY+T45JIACZCAzggYIiLwYkR3RF4+pzPLaE5sAhTw+h8TuXIAg3q5wtuLIl7/3qaFJJB+BNJKwIuFIkzHTF+hjJXM6v4BgWjf3E8lk5PM9IPGzMOTZwFqhV6Er7dXRswZ31vVlxXqOcs3q58lmV2UwRBvfUk6d/jEecyf1E/Vl73y1T/phb3rpyJXjiyQEHYJcZcwfbnXm68Xw6Mnz1WSu3OXrqNZ5xHq79pe94FdP0PrJh/G6yRNwGf19Vb9lzJqQDs0qltV/SwC/s3Xi8fIZC996Dl0Jq7euKPqyEq87HkXmx898UeHfpNU/6S8U6GU4kMBn37PCe9MAiRAAqlCIGj+JIT9Ev2PG4u+CVDA69u/mnVFCjmhf3cXuLpQxDuGx2klCaQ9gbQU8GKdiGI5Zk2EdOwiq/R37z9G7pzZ4OYaN6GnrMSHhYero+WkJFY/MZr3Hj5R+9jl6LbYJTwiEvcfPkG2LD7I4OmeYFOagD+7ZxEkPN43sxdcXCzbBiX78z083Iw2aTeSKIN7D54gi683PD0Svn9idqb15zwHPq2J834kQAJ2SSBs1yYELZxsl31np60nQAFvPTN7vYLHy9mr59hvErAPAiPunrSqo8PylLeqviNUNrcH3hHsjs9GCnhH9j5tJwESsIhAxKU/VOg8IiMtqs9K9k+AAt7+fWiNBcxMbw0t1iUBEiCBtCUgYfP7j/yujpljASjgOQpIgARIIAECkXdu4sXQL2EIeEZODkSAAt6BnA2Amekdy9+0lgRIgATsmQAFvD17j30nARJIVQKGoEAEfNUeUXf/TdX7sHHbI0ABb3s+Se0eZfYGhg1whU9m7odPbdZsnwRIgARIIOkEKOCTzo5XkgAJ6JiAISoKgeP6IeLscR1bSdPiI0AB75hj45WiTujb1QXOzhTxjjkCaDUJkAAJ2D4BCnjb9xF7SAIkkA4EglfNQejmVelwZ97SFghQwNuCF9KnD/VrO6NBnbgZk9OnN7wrCZAACZAACcQkQAHPEUECJEACsQiEHdmLoKnfkIsDE6CAd1zny354WYV/tZhlRxQ5LilaTgIkQAIkkB4EKODTgzrvSQIkYLMEIu/dRkD/NkBoiM32kR1LfQIU8KnP2JbvwP3wtuwd9o0E7IvAhS1RVnX4tY84eWgVMAesTAHvgE6nySRAAvETCBjaBZGXzxGRgxOggHfwAQCA++E5BkiABFKCwIb24VY103ihm1X1U7Pyzl+Po+IbJZDFxzve2xgMBkRGRcHVxfqtR2Fh4Xjq/wI5s/vCScKf0rE8euKP0+euoFa18unYC8tuTQFvGSfWIgEScAACYbs2IWjhZAewlCYmRoACPjFCjvF5Iz8X1P2Aq2GO4W1aSQKpQ8CeBXzJ6m2xctYQvFGqWLxwftp1GFMXrMfe9VPN1hGR/kXfSQgOCcWGBSNUHRH9c5ZvwewlG9XvWX29MWtsL5R5rUjqOMGCVo+fuYTPe4/Hn78utaB2+lahgE9f/rw7CZCAjRBg6LyNOMJGukEBbyOOSOduyILS131dkT9v+q4MpTMG3p4ESCAZBPQq4G/evo8O/Sbj1t2HyJUji1kBL0L96wmLsGnHbyhRrKBRwJ85fwUtu43BipmDUfrVwpix6Ef8vOcIfvl+SrqdAkIBn4xBzktJgARIIK0JyJFxL4Z1Zeh8WoO34ftRwNuwc9K4a/leihbxrq4U8WmMnrcjAV0QSEsB/9mXo/BO+VLY89sp/HXtFurXqoxverdBxgwekJXy3//8G2VKFsHW3UdQrFA+9On0KRav3YY1m/Yg4EUwalYph6+6tYBP5kyKvazAt2pcC8dOXzC2N6xPW2TwdEdEZCQk7Hzvb2ewcPVWswJ+waqt2LbnKPw+qIzte48ZBfy3c9fh4t83sHByf3WfB4+e4b3GvdTnIvTNlb+v38agsfPxQdXy+H7LXtXfji390KGFn6o+ftZqFMibC/4BL3D4xJ/47OOaeKdiKUycvQa79p+Et1cGNParrq6RcH+ZXFi+YReWrduB+w+fonjhfMpGrsDr4rGjESRAAnonEPrzOgQvm6F3M2mfFQQo4K2A5QBVa9d0RuOPrN/f6QBoaCIJkEAiBNJSwIvgLvVKIXzRvB4ePn6GaQs2YHCPFmhYpwqWfr8Dk+asxeuvFcH7Vd5EnpzZEBgcjImz16L/l82QJ2dWTF/4A17KnQ0zRvUwCnhpr91ndZVYl/a+6d1aTQxoRYS5tBs7hF5E86ipy7B+wQgcOHIW63761Sjg+42cgyw+XhjSs5WxHen7d+N6o1qlMmaJnrt4Dc26jES9mm+r+x87cxFL1m7H9lUTlHDvMmgqDhw9iw+rV1STFLKyv3bTHlz6+6aaqHjy7DnGzVyNXh0ao0Wj97FtzzH0HzUHXdt+jKqVymD3/pNYuPpnCng+0SRAAiRg6wQYOm/rHkqf/lHApw93W72r5FYa2MMFRQtzP7yt+oj9IgFbJZDWAt50z/qY6SsQEBiM8YM7KgG/c/8JrJr1tTFMXVbsXy1aAMP6tFH4fjl4Cj2HzsThLbPVKnzsPfBjZ6xEYFAIxgxqn6CAP3fpOtr1noDFUwei9KuFsG7LvhgCvmP/yXilSAH07fypsZ0KdTpjeL+2SqDPXb4FQcHRpwH5+nihXbO60AT8+X1LjAnv6rYcqFbgZYJCBPwrRfIrgS5Frpc2Jw3tgro131J/k1V6iSbYuHi06l/OHFkUGykMobfVJ4j9IgESIAETAgyd53CIjwAFPMdGbAI5sgHDB7rCw4Oh9BwdJEAClhNITwG/dvNetUq9c80kJeB/O3HOGLYuFlT5uLtanRYBLOXu/cd4v2lf/LholBLDsQW8aXsaAXMr8KOmLseRU3+ieqWyqtqFKzfw5+V/0MSvGrq0aYARU5apxHWDe7Q0gjRdgZeJgheBweqz7Fl9VB/NCfg+w2erDPlDe7dWAr5c6WLGkPrrN+/Cr/VX2LZyAgrmy6Xakq0Dcu8T2+cq23u2b4zGftUo4C0fzqxJAiRAAulLgKHz6cvflu9OAW/L3km/vlWr7IxWTRlKn34e4J1JwP4IpKeAHzpxMf698wBLpw0yK+Abtvsa71QsjX6dmyqwR07+ifb9JmHfhmnqaLfYAl7Er+xFl+RzCQn4g8f+wMUrN4x1zl64ij8uXFX76Vt+8gHmLNuCy1dvYv6kfqqOJXvgzQn4Gk16o0n96ujSukEcAe//PBCVP+qK2WN7oXrl6ImEWYs3Ytveo0rUdx08DSWKFkS3dg0p4O3vsWKPSYAEHJEAQ+cd0euW20wBbzkrR6vZs5MLSr/GUHpH8zvtJYGkEkhrAa+FoR88dk5lgJcw9WYNapgV8CJof9x+ANNGdEOuHFkxetpy3H3wBOvnD1dh6iLgJcS8bs23cfzMRQwYPVetcLdu8qFKAhcREYkd+46rY+R2rp4EJ2cns+fBxw6h/18W+iEoXaIwpi/coJLdJZSFXhPwEv6eM5uv6rckw9OiBWKvwIu/JNO9VyZPSOK9p/4B6D1sNmpVq6CYrN64RyWwGze4I3Jk88GsJRvVCj2T2CV1pPM6EiABEkhFAgydT0W4OmmaAl4njkwFM7L6AmOGusKNWelTgS6bJAH9EUhrAS+h6U+eBSiQzRvWxMBuzZWoXrpuBw6fOG9c9ZbPZZ/44HELsfvASVVfQs1nju6BIi/nVb+LgM+YwdO4H93vg0oY1b8d3N3d1Ep8g8+HxHCYJJfT9pSbfhBbwIv4F8Ese92lyD3mT+qb4HnzmoA3tW/UgHZoVLeqakME/JuvF0f75vWMt5YwetnTf/XGHfU3WYmX/nl7ZVRJ+Tr0m6Qyz0t5p0IpHDpxngJef48gLSIBEtADgZBNKxCyep4eTKENqUSAAj6VwOqk2fq1ndGgDkPpdeJOmkECqUogrQW8JLErXOAleHi4wdPD3SLb/AMCERISps5zj11EbN9/9BSe7u4qoVxKlpDQMDx5+hy5c2ZL9Px3TcCf3bMIEh7vm9kLLi6WRUNJiL7w8PGOPh5PK2LbvQdPkMXX22JWKWl/UttyMkjPWUiABEjAQQhEPX+K592bAsFBDmIxzUwKAQr4pFBznGtcXaJX4bNlYUI7x/E6LSWBpBG4sCXKqgtf+8gyUWqu0dh71q26sY1XNrcH3sa7nGrdo4BPNbRsmARIwBYJBM2fhLBfNtti19gnGyJAAW9DzrDRrlR4wxmd2nIV3kbdw26RgEMS2LzzkAoFl8zteiuyLWD/kd+NGfP1Zp819lDAW0OLdUmABOyaQOSt6wjo2wYwWDcbbtdGs/NJIkABnyRsDndR7y4uKPlq0lfLHA4YDSYBEiABEkg2AQr4ZCNkAyRAAvZCIHDiIISf/M1eust+piMBCvh0hG9Ht86TCxgxyDXRvZt2ZBK7SgIkQAIkYOMEKOBt3EHsHgmQQMoQiPjrT7z4ulPKNMZWdE+AAl73Lk4xA5s2dMEH1bkKn2JA2RAJkAAJkECCBCjgOUBIgAQcgkDAkI6IvHLBIWylkcknQAGffIaO0kIGT2DCcFdkzMCEdo7ic9pJAiRAAulJgAI+Penz3iRAAmlCIPzQLwicPjxN7sWb6IMABbw+/JhWVvBYubQizfuQAAmQAAlQwHMMkAAJ6JqAITwMz3t+BsOj+7q2k8alLAEK+JTlqffWZBV+9BBX+GTmKrzefU37SMBqAmd/tO6SMo2sq8/aDkeAAt7hXE6DScCxCIT+vA7By2Y4hNERBgMeRTnB18kAT+e4QuJFFPAsCsjiDGSycMvuvUggp7MBzk5x2/OPAnwsbMfeHEABb28eS//+vl/NGc0a8Vi59PcEe0ACNkZgeQvrOtR6lXX1Haj2leu3EPAiCOVKF3cgq+OaSgHv0O6n8SSgbwKGoEA8794UhoBn+jYUwIogV2wJdTPa+apLJPp5hSmBHRhlQO/nnnhq+J/aruwWiZ5eYYhPf68NcsX2MFdEGQyINDjhXfcIfOkVodp/GOWEMQHueBDphCwuBnzlFYZ8Lgb12ZxAN4QB6Jkp3K6ZU8DbtfvSpfOursCEYVyFTxf4vCkJ2DIBCvgU8853yzbj0t83MGNUjxRr0x4booC3R6+xzyRAAhYRCF41B6GbHWMme1OwixLRJd2icCfSGUOfu8PPMwLNM0ZAVt7XBLuijkcEXnIFjoa5YGqgO4ZkCkFZ92jhbVouRjjjmwAPDPIKxZtuUfgnwgn9AzwxzCsUpdyiIPc6Fe6CUZnDMDbAHQVdotAiYwQeRgLd/D0x0ycEOe18IZIC3qJHjJViEeAqPIcECZBAHAIU8Ck2KCjgo1FSwKfYkGJDJEACtkQg6uE9tfcdEfa9EpxUpuMC3PAwyhlTfELjNHE9wgkDAjwxwTsEhV3jCvhTYc4YH+iBb71DUOC/z5s/8UTrjOGo7RkJaTu7swEdMkVgZZArrkQ6Y4R3GKa/cIPo9m5e9s+cAj6pI8+xr5NV+FFfuSJHdu6Fd+yRQOtJwIRAGgr4O/ceYdzMVTh6+iLKlCyCJn7V8WH1CqozwSFhmL5wA37+5Qiy+HijaYP30KhuNWTwdFeffbd0E3btP4Gg4BBUKPsqvureAiGhYRg/azWOn7kETw83VHqzJEYP/ALu7v+L+DP1tdSVcu3GHRw6cR5vlCqGsV91QIG8OfH39dsYMn4hBnVvjhUbduHBo2dYOWsI9h0+g6nz1uPqjTsqNH5o79YoXjifakf6MnH2Wvy856i6f8YMnnilaH6uwBsMhrjf3vjUkQAJkICdEwiaPQZh+7fbuRVJ6364wYB2zzxRyT0KX5qEst+OdMLmYBecCHdBZfdIJcDNlTAD0M/fHfejnNEoQwQCo4Cj4S74NnMovJ2BjcGu+D0iWrRPeOGOfM5RqOkRgZ7+npjjGwrf/xf3cq/8/4XVJ82K9L2KAj59+dvz3StXdEa7FnYegmLPDmDfScDWCKSRgA+PiESDtoNRtmRRtGpcC9dv3kP/UXOwa+1k5M2dHcMnL8XFKzfQu1MTODk5YcS3S9GldQPUr1UZQycuxqET59C9XSMUzJcLP/x8AM0a1MDMxT/CxcUFvTo0xvOAQGz4eT++6d0GmTJ6mqXcZdBUnL90Dd0+bwhfHy/MXrIJpUsUxphB7XHu4jU06zISuXJkwSd1q8LT0wPV3i6DBp8PQYcWfqj69utY+cNunPj9EnaumYyMGTwwYsoy7D/yO7q2bYiihfJi7vItcHNzoYCngLe1p5z9IQESSC6ByFvXEdC3DWCISm5Tdnm9iOrTYc6Y5RuKHM7/m6O9FO6EVcFuuBrhjNLuUeiXKQxu8SwUyp76/WGu6nNJjFfDPQIdM4bDxQmQxHYSYh8KJ8gc/FCvEKwLcYOvE9Re+bEv3OEKqER647xD4GuHie4o4O1y6NtEpyXf49ivuQpvE85gJ0jAFgikkYA/evoCvugzEcumf2UU2CLaG9R+Fw3rVEH52h0xpGcrvFGqqKLy47YDuP/oKSYM6aw+k5V1qWdaWnYbg+xZfTC4R0vkzO5r/EjE+O4DJ42/1635Nl4tWgAi4MuVLqYEuZSdvx7H6GkrcGDjDJy/dF0J+OPb5hr7N2PRD/j5l6PYuWaSqv/46XNUbdgDs8b2xLsVSqPsB+0xakA7NKpbVX3OEPpo5Ayht4UHm30gARJIUQJB8ych7JfNKdqmvTS2KMgNO0JdMeL/RfVrbuYDrJ5HAR2eeaJtxnDU8YyMY9rhUGdMDfLAYp9gteJ+LMwFU164oVmGCDTM8L9Ve1llf8k5CreinNHP3wPzfUOwItgNHogOr+/l74GPPCNQwyPuPWydJwW8rXvItvtXrbIzWjXlKrxte4m9I4E0IpBGAl4EuaykS9i6aXnvnTdQ45034Nf6K5QoVhCeHu7Gj0WUy6q7fLZ1+TgUKpAnxrUSOj9o7Dzcf/gU+fLkQPsW9VRYvvx9046DxrpNG9RAmdeKxBHwf127hYbtvsa+DdNw/+ETJeDP71uiIgCkDBo7X/1//OCOxrZqNOmtJgDerVgatZsPwE/Lx6Hwf/2igKeAT6OnlrchARJISwJRL57jeeeGQFjcvd9p2Y+0vpdki/8uyB0HQ10w3DsUJeIR71q/Pn/qoYR1q4xxw+jnBbqpMPuFviFGMwb5uyOjM/CNt+SYj1nGBLghr7MBbTNFoMczdzUpIP9NDHCDj7MBneIJ1U9rRtbcjwLeGlqsG5uAbA+dNMIVmTJxLzxHBwk4PIE0EvD7j5xFv5FzcGTrbLi6xJxA9A8IROX6XbF+/nC8VvzlGC7RPps+qjver/JmHHdFRkbh+s272H3wJGYt3mhW6GsXxV6B/2nXYSXSz+xagMtX/40j4Cd9txaHT57HxsWjVROBQSGoWLczpgz/EjXefRNl3/8CCyf3R6XyJdXnFPAU8A7/PiEAEtAjgZBNKxCyep4eTUvQpnESNh/ugj6ZQlHQZO95TucoXIxwwV8RzqjqEQkfJwN2hbpgWbA7BnuF4g23KLxQe9490DhDBN73iMSuEBcsCHZH70xhqOQWgdtRzuoYuoYe4SqrvWn5J9IJA/09sMg3BF7OwHcvXNXMeueMYej5X5tVPexvKwMFvMM9QilucCM/F9T9wA73j6Q4CTZIAg5OII0EvAjx9z/tq8Lge3X4REE/8ftlhEdEKGHervcEyD75iUM7q7D4y1dv4tQff6FNkw8hofLyb/eQni3xcv7cKqy9bMki2LTjEBr7VVNJ6C79fRONOwzDhgUj1Eq+uSICXlb1+3Vuir//uY3xM1cjb57smDK8q3EPvOkK/JGTf6J9v0lKsFcuXwrL1+9UIv3XH6YhRzZf9Bg6AzKBMLDrZ/B/Hqj2xL+UOxv3wHMPvIO/VGg+CeiIgOTkfN6lEQxPHurIKstMafPME0GGuKt9k72DEQhnjH7ujvD/QtakxU88wtHsPzHuHwW098+AZp5h+CRDpDr7fWmQG/aHuyIkCnB3MuBd90i0yxgON5M2pJ2RAe4o6hJlFPYyUTD5hRteRDnhpf+fSBieORRedrgISQFv2bhjrfgJZPEBxg9zhYskjmAhARJwXAJpJOAF8JnzV1Sm9xu37ivekrVdwtNrVimnwuCHf7sUB46eNfqiU6v66PHFJ7h5+wEGj1ugrpci4fILJvfHpO/WYO+hM+pvknyuecP30b55vXh9KQL+5NnLKnu8lLfeKGGcMDgne+A7j4gRQi915izfrFb2Y/dXs6dj/29Ve2KLJLLLkc2HAp4C3nHfJ7ScBPRGIOL3o3gxtp/ezEoRe2Ry45nBSWWUz+ViiCPE47vJ/7F3HtBRVk0f/29L7wkJoYQSWghVOohUgUAQQVSqNCnSXkCKgiKISJFeRRERFBAQ6U06EjohlBDSSEICJKT3ZNt77hMT0rOb7bvznPOdT7L3zp35zRNe/jv3zn0pBdz4cvCLCfeKnEqSAY4GXHwkAV9RhulzRQhMGCVA27cM+BdBkSBpDBEgAuUT0KKAz3eEVePFYgmcHe0Kzpvnf8auhmPVbGcnuxJb7dMzspArlsDJwbYgJjY+NS2zSBO7sgLO30I/fNC7kEilsLOxUujtYGvEJ6agqqtTCZ/YroG4+CRUreIEgYD+PmVAqYmdQq8VDSICRMAQCKQvnQVJwC1DcJV81HMCJOD1PEEG4l6dWjzMnyko8Q9oA3Gf3CQCREAdBAIOKWel+SDlxuvR6OJn4PXINaNyhQS8UaWTgiECpktAGh2BtFkjTBcARa5WAiTg1YrTpI3NmCREEy/aRm/SLwEFTwRMhMC124+48/UNPWuaSMS6CZMEvG6406pEgAiomYApXx2nZpRkDgAJeHoN1EXAuxEPMz8Tqssc2SECRIAIEAETJ0AC3sRfAAqfCBgDAVO9Os4YcqevMRibgLe2AtxceXgWKYdcXjr1Oh48RDwv+/PSZrm75f30ZV6/JO5h7RKcHIGERH3Nrvb9WrZQiCrOVIXXPnlakQgQASJgfARIwBtfTikiImByBHJO7EfWbxtMLm4KWHMEjEnAr14igr1dHism3iOi5Fi65s11gFPGCdHMmwfwAD4PeBYlx/eFPi9OmQl0ti28cUMeJ9aZzfEzxNywHu/w8eH7ArA+Q8mpwJeLxZBI80T9ppUinL8sw6HjUs0lTk8t9+/DxwCfovcy66mr5BYRIAJEgAjoOQES8HqeIHKPCBCB8gmw7urs7LssJpJQEQG1ETAmAT93uhD/XJTiaagcPbsK8F4fPnb8IYXfLRnateJj/CcC7DskxbnLMu6sNhPnO/dI8e9NWak8F8wSorYHD3cD5Dh8QgJzcx4in+eV9Vd8I0J4pAy/7JZi8yoRftubt857PgL49OBj8hxxmTsA1JY8PTTk4gSwKjy7Z5keIkAEiAARIAKqECABrwo9mksEiIDOJDdzkwAAIABJREFUCdDVcTpPgVE6YEwCvniCtq0V4WmIHGu2SNCzCx9DBgmwapMEQSF5IvzndSJcuibDHwdKVsprVONh0Twh/r0hw869JT9ntg8dk+LMBRnWfS/C4yAZtu+WYssPIpw6L8PRU6ZXfc/nP2eqEA3rk4A3yr8wKCgiQASIgBYJkIDXImxaiggQAfUToKvj1M+ULBpvEzuvBjx8PkWII6ekOHZaBgtz4IdvRdz/938oh6UFUK8ODwuWipGYVPJNGOQrQN93+Yh5KYeTIw8yGXDHX4bd+/OE+cpFIgSHyfDL71L8uFqE3/ZJUd2dh65v8zF1rhi2NoCDHQ9RMWUcxDfil69NSz4mjqZt9EacYgqNCJRKYHVcrlJkPnc1U2o8DTY9AiTgTS/nFDERMBoCsuQEpE4YYDTxUCD6Q8AYK/DsHPzyhSLuTPqML8WQ/rdDnm2Zb1Sfx/3Z3AwIj5Bj5QYJN674M2mMEK1b8PAkWI6wCDk8a/PAvhS4cEWGPX9J4dOTj/f75YnUrCzgy2/FWPu9CH8fl8LdjYdO7fiQyYGEBGD+d3nn5k3lYX0BVi0RwtaGqvCmknOKkwgwAtUepSsF4kUTG6XG6+PgkGfRSEvPxFtNG+ijewbvEwl4g08hBUAETJdA7tnDyNy+ynQBUOQaI2BsAp51oV/6VV6lfeEyMeLi89D168XHwH4CzF2UV3FnApxV2W/dk+HnXSUVPBPwLZrwMOnzN+KbfSkgFAKzF+b9zEwErurOmuEN/1CA9q35mDZPjK2rRDh8Uoqr12XYsFyExSsleG5ilfiPBwrwble+xt5bMkwEiID+ETBFAb/ltyMICo3EhiXT9S8hRuARCXgjSCKFQARMlQBtnzfVzGs+bmMS8OxKt0XzRBAIgMUr3oh3RvHLGULUqllUkK/5TgSxGJi3uGSFPL+b+uTZYuT+9/GKRSKIhMCsr4qOZ9V8JtT3/S3FjdsybFwh4ir7wWFysLPyh09Icepc6Y3yNJ9h3ayQ30NAN6vTqkSACOiCAAl4XVA37jVJwBt3fik6ImC0BORZmUgZ2xeQvrkOy2iDpcC0TsBYBLyNNbDqWxF3RdxPOyVITctDKZXmXRc39AMBd/UbE9Mn/pGhfl0eWNf6gEdybPxZAkf7vMr9lesyrlM9+zKAdZoPCZdj9SYJOrTlY/RQAW77y7BtZ9GK/djhAjTz5mPG/DxhzxrZnfhHisvX8hrcfbVUjFdxWk+tzhdcMl8Edzedu0EOEAEioCUC2hTwQycvwYQRvrh68yGehETiu3nj4FmrWolIj531w0W/+7C2ssDpi7fg5GCLr2aMROd2zbixpdlhP1+6bjdu+j/hbE4dOwi9urTmxmdmZWPl5n04cf4GLMxFsLK0QMN6NakCr6F3jAS8hsCSWSJABDRLQHztHDLWL9LsImTdZAkYi4Bn1fWvZwtL5DH/7nZ2q9msyUI08OSBzwd3Pv1ZpBxrNku4CruLc965+dv3ZNj2W55A792dj8HvCbi73dkT/UKO71YVPTPPqu/s3vdf9+RdI8f9g/ADAdfMjj0xL+T49gfT/PItvxGgyf5yUeBEwMQIaFPAe3cdzdEdPuhdVKvqjN5d28Ld1akE8Z1/nsYPW/dh0ifvoZmXJ/Yfu4gHgWG4engjN7a4na4dW2LszOXwblAboz7qg1v+T7B552Ec/HkxvOrXwuI1v+Hy9fuYMnog6tWpjh93HYVIJCABr6F3nQS8hsCSWSJABDRLIGPdQoj9Lmh2EbJusgSMRcArk8C6tXmceGfivqJHKAB3F3xcvLygql/RHPY5Ox/PzuMnpSgy2jjH1KnFw4JZJb9UMc5oKSoiQAS0LeB/XPE5OrdryoFPTE7Dzj9PFSShWWNP9OzcCkzA/3v7IbavmsN9FhefjG6DZ+Dk7ytQq4YbJ+AL27l2+xEmzFmFc/vXFHwh8N6o+VzFfsb4wWjx7qdYMncsBvV9h7NHZ+A1+96TgNcsX7JOBIiABghw2+cnDgCyszRgnUwSAeO9Ro5yqx8EVn0rhIM9daPXj2yQF0RAswS0LeB/37QALZvU54J6nZCMtT8dKAiwTYtGGOjTuYSAZwPa+EzCd/PGclV7JuAL2zl08gpnJ79Cz8Z/s+pXrtP8zAkfos+wuTi2axnqeriTgNfs68RZJwGvBci0BBEgAuolQNvn1cuTrJUkYIoVeHoPtEeAutFrjzWtRAR0TUCXAr6s2ItX4GNexaPXkNnYue4LMJFfXMBf9PPH1Pnr4Xd0M+ztrDmzI6YuhVd9D8ydMgwteo7jqvkdWnuTgNfCC0cCXguQaQkiQATUS4C2z6uXJ1kjAU/vgHYJ0DZ67fKm1YiALgnoq4A/cuZfbFs5Gzm5udx59mu3HuLsvtWwtDArIeCTUtLQa8gcDH2/Oz4d7os794Mw7asN2LJsJrp0aI7pX2+AVCrDvClDkZKawZ2JZ2fw6Ro5zbx5JOA1w5WsEgEioCECcok4r/s8bZ/XEGEyywhQBZ7eA00ToG30miZM9omAfhDQVwHPmtjlPzXcq+CHryeBnZFnT/EKPPvZ5esBmP3tVq7jPHtYA7xpYwdx/+3/KAQT5qzmPmMd6FkjuyrO9iTgNfQKkoDXEFgySwSIgGYISO7fQPr3szVjnKwSgf8IkICnV0HTBEZ8JEDXTnld+ekhAkTAeAloU8ArSjF/C/3WZTORlpHFXSOnyMOq7K9eJ8LJwY6r1Bd+xBIp4uKTULWKEwQC+rtNEZ6VHUMCvrLkaB4RIAI6IZD50w/IPXdEJ2vToqZDgAS86eRaV5F6N+Jh5mfUjV5X/GldIqAtAqvjcpVa6nPXosJYqckKDi5+Bl7BaTRMTwiQgNeTRJAbRIAIVExALpcjdcIAyFMSKx5MI4iACgRIwKsAj6YqREAoBDYuF0Ikom70CgGjQUSACKiNQHB4NGJfJxVcN6c2w2RIKwRIwGsFMy1CBIiAOghIgx8j7auJ6jBFNohAuQRIwNMLog0Cc6YK0bA+CXhtsKY1iAARIALGQoAEvLFkkuIgAiZAIGvneuScfHOfqQmETCHqiAAJeB2BN7Fl+/fhY4CPwMSipnCJABEgAkRAFQIk4FWhR3OJABHQKoG0+RMgDQ3U6pq0mGkSIAFvmnnXdtQNPHmYO53OwWubO61HBIgAETBkAiTgDTl75DsRMCEC8twcpIzxAcTKNYMxIUQUqhoJkIBXI0wyVSYBOgdPLwcRIAJEgAgoS4AEvLLEaDwRIAI6IUDn33WC3WQXJQFvsqnXeuB0Dl7ryGlBIkAEiIBBEyABb9DpI+eJgOkQyDmxH1m/bTCdgClSnRIgAa9T/Ca1OJ2DN6l0U7CmSOD4LeWi9m2r3HgabXIESMCbXMopYCJgmAQy1i2E2O+CYTpPXhscARLwBpcyg3WYzsEbbOrIcSKgGIGJGxUblz9q2zTlxpcz+sa9QLi5OKKOh7vabBY3JJFKIRSU3owzLT0T7HNHe9sS62dl5yIpORVVXZ3B5+v2Ng6ZTI4zl26hY5smsLe11hgrdRkmAa8ukmSHCBABjRJInfwBZPGxGl2DjBOBfAIk4Old0BYBdg5+9bdCWFvr9h+w2oqX1iECJkdAhwJ+5LTv0adbWwwf1LNc7NEvX2PNtv1Y+fWkMsV4aQaiYuLgM3wu/tm3CtWquhQMyczKxrzvtuHCNX/uZ80ae2Ljd9Ph4mTP/XnagvUFnzk52OL9Pp3x+aSPdPZqiMUStHj3Uxz8eTG86tfSmR+KLkwCXlFSNI4IEAGdEZAnJyBlwgCdrU8Lmx4BEvCml3NdRjx/phB1a5OA12UOaG0ioDECBiDgn4REYvD4b3D/n+0QiRS7GWPo5CV4EBjGYSsu4LfvOYEDxy5h98YFsLQww2dfrOV2ASyZO5Ybv2nH3+jVtQ08qrvixt1ATJm/Dvu2LkRTr7oaS0N5hknA6wQ7LUoEiIAxExDfuoKMVfONOUSKTc8IkIDXs4QYuTsjPhKgaye+kUdJ4REBEyWgRQHPKuLfrduFa7cfoVYNN7xOSMGM8YO5CvydgKf4ds1veBmXyCWiW8cWWDBjJLdlnIl3JuJZ9VnA52P+/0aAidqyxrP5cfHJeBWXACbkiwt4Zq931zYYP9yXW4ttT5+1aAseXfwVPF7JLyu7fzgTQwZ0x4QR/ct8Sdg6nVo3wfl/7yI4PBr9e3XEwpmjYGVpjmNn/XD/cSiae3vi+D/XUb9ODcya+BF27DuJvYfPIy09Cz06v4Uvpw6HvV3eFvnrdx5j2cY/EBb5gtshwL6MoAq8if6OUthEgAion0DWH1uRc+QP9Rsmi0SgDAIk4OnV0CaBjm35GDu89DOk2vSD1iICREADBLQk4NlZ8/dGzYeTgx0nnM1EQixYsR3jhvbjBPyjp88QEh7NifSs7Bx888Ov6NqxBSd0/z51FV+t+AXbV82BUChAA8+aeP4irszx+ZRiXyeBie/iAr6NzyR8N28cJ+LZExgcgQ8nLILfsc0lzphHRsei74h52LJsJrp0aF5mAry7jkaThnUwblg/vE5IxrqfD2L+9OEY6NMZO/88jR+27uOEeM/OreDu6oyMrCys3LwPcyYPgburE9Zv/wvVqjpjw5LpXGx9hs3FgN6dMNi3K17FJWLOkq0k4DXw+pNJIkAETJRA+qKpkATeN9HoKWxdECABrwvqprummyuwdIHIdAFQ5ETAmAloScDffRCMT6Z/j+O7lhU0rSt+Bp4J33sPQxAXn4Szl+/AztYKm7+fwVXfS9tCX9b48gS8XC5Hk25jigjysIgYvDd6Ac79uRrubs4F2c7IzMaIqd/BxtoKO9d9AYGAj5PnbyIoNLJgDPsywtbGCkzA/75pAVo2qc99tnT9bqRlZGH5/AmcgD9z+Tb+2PRVQUM8VrFvVM8D38waxY0/d/Uu/vf1Rvgd3Yx9Ry7g97/O4srfG7gdAbSF3ph/ASk2IkAEtE5ALpMhZWRPQJyr9bVpQdMlQALedHOvi8jZjtJNK4UwN6Nz8LrgT2sSAY0S0JKAP3r2Gpas3Y3bp34sCKewgD914SZmf7sVbzVtAK/6Htw2dAtzEX5c8XmpAr688eUJePYZq8Av/eJT9OrSmhtaWgWedaH/39cbuOr3rg3z4WBvw43988gFBPx3tp79ed7UYVzVvriAZyL8132ncGbvD5yA//f2Q24HQf7T+f1p3O4CVqFnz8vYBPT8+HMc+mUJdh88i9xcMde0jz0k4DX6G0DGiQARMDUC0ogQpM0dY2phU7w6JkACXscJMMHlqZGdCSadQjYNAloS8GyL/McTF3MC3srSgmNbWMCz7fV9urfD5FF5TYHZ+fBb/k84AR8UGoUPPl2Ie2d/hrlZ3m6g8sZXJOBZNZ91v/90WD9uaPEz8KnpmZj+1QZkZeVg28rPC8R7eS9EcQH/9cod3FZ4VrkvTcAPHPsVOrVtitmTPubMsjPvn87+ARcPrsOpizfxz+U7XEWfBLxp/BpSlESACGiRQO7Zw8jcvkqLK9JSRAAgAU9vgbYJUCM7bROn9YiAlghoScCzM/AdfKdw592HDeyJh0/C8cX3PxU0sRsxdSnq162BWRM+BLs2btGqnXB0sOEEPKuGt+4zATvWzkMzL0+wbfAT5qwqczwneiVSrokdO0t+8vcV3DVyImFeL4+f/ziOg8cvc13oWZO5SfPWFHShz8zKwZBJi7n74dcungoba0tuDp/P586ql/UwAb9o9mj069EeV28+5M7ss6vnWPO70gQ863R/6NQVrFs8FW5VnLjmfqyB34GfFuFp2HPuC4sfvv4MbVs24hrfsTP01MROS78TtAwRIALGTSBz81LkXj5l3EFSdHpHgAS83qXE6B3q0pGPkR9TIzujTzQFaHoEtCTgGdg9f5/nzoazp0HdGkhJy8Cnw3wxbGAPrjP9F0u3ITE5javQN/SsyZ0t37p8JjeeCd6tu45w/822osvk8nLHs23y7L73/Ifd53718Ebuj+xsO9uuf+VGAPdn1nxu49L/wdXFAfmN74q/CIXnl/aSMAHPxjD/2cNiYtvrhQIBdu4/Db/bj/DTD7MLpjLf5i/bjn+u3OF+xrrys7voPWtXh0wmx9zvfgQ7JsAe1szvkt99/LX9W+7cvL4/dA+8vmeI/CMCJk4gbc5oSCNDTZwCha9tAiTgtU2c1qtRjYdF8xS7f5loEQEiYEAEtCjgGRUmXNm1aW5VHEtAYlVvdha8qqtzQbW88CBWic8Viws6xVc0vqIssC8Q2PlyFyf7ioZW+Hn+Fvq6HtVgbi6ChblZhXPYAOZDdnZuqTziE1O4e+/ZGXtDekjAG1K2yFciYIIEkkf3BjIzTDByClmXBEjA65K+aa7NjqxuXEGd6E0z+xS1URM4fku58HzbKjfeREYXPwNvImGXGiYJeFPOPsVOBPScgDwjDSljfPTcS3LPGAmQgDfGrOp/TBuWi2CVdxyUHiJABIgAEShE4MiZa+jUpolaqvmGDpYEvKFnkPwnAkZMQBYTidSZw404QgpNXwmQgNfXzBi3X9SJ3rjzS9ERASJABNRBgAS8OiiSDSJABDRCQPL4HtIXT9eIbTJKBMojQAKe3g9dEBgzTIBO7fi6WJrWJAJEgAgQAQMhQALeQBJFbhIBUySQe+kkMrd8b4qhU8w6JkACXscJMNHl+/fhY4APdaI30fRT2ESACBABhQiQgFcIEw0iAkRAFwSy9/+C7IO/6mJpWtPECZCAN/EXQEfhd2zLx9jhJOB1hJ+WJQJEgAgYBAES8AaRJnKSCJgmAboD3jTzrg9Rk4DXhyyYng91avGwYBZdJWd6maeIiQARIAKKEyABrzgrGkkEiICWCaQvmgpJ4H0tr0rLEQGABDy9BbogQFfJ6YI6rUkENEsgNOOyUgvUs+6i1HgabHoESMCbXs4pYiJgMARSJ38AWXyswfhLjhoPARLwxpNLQ4tk6yoRRHQdvKGljfwlAmUSOBW7WCk6Pm7fKDVelcFnLt1C25ZecLS3VcUMzdUyARLwWgZOyxEBIqAYAblUgpThPQCZVLEJNIoIqJEACXg1wiRTShFYvUQEezulptBgIkAE9JiAvgj4X/aeRA13F/Tu2raAlnfX0fh90wK0bFJfjwmSa8UJkICnd4IIEAG9JCCLe4nUqR/qpW/klPETIAFv/DnW1wgXzhXCozpPX90jv4gAEVCSgL4I+Olfb0CjerUwedQAEvBK5lDfhpOA17eMkD9EgAhwBOgOeHoRdEmABLwu6Zv22jMmCdHEiwS8ab8FFL0xEdCmgA+LfIGl63bjpv8TeNaqhqljB6FXl9ZgW+W/WrEDFuYiVHNzQf26NfDdvHFgFfhPh/XDtduPEBkdiyEDumPy6PdhaWEGuVyO/Ucv4rcDZ5CWnolBfd/B0IE9ULWKE0KfxWDB8u34Ytow7D54FnHxyVwlf8/f5/H7X2fxOiEFtWq4YeqYgejasYUxpVMvYiEBrxdpICeIABEoToDugKd3QpcESMDrkr5prz1mmACd2vFNGwJFTwSMiIC2BHxOrhg+w+fCu0FtjPqoD275P8HmnYdx8OfFcHKww+eLt8CjuisG+nSGjbUlvOrX4gQ8E/qTPhkAK0tzzFnyI9YsmozO7ZrhxPkbWLRqJxbPHoM6HlWxddcR2NvaYMncsXj4JBxDPvsWblUc8UHfd2BhYY63mtbHiKlLufl1a1WD/6NQSCRSDBvYw4iyqR+hkIDXjzyQF0SACBQjQHfA0yuhSwIk4HVJ37TXHuQrQN93ScCb9ltA0RsTAW0JeFZFnzBnFc7tXwN3VycO4Xuj5nNifM7kIVBkC/28pdvg4mjPjWdinFXRR3zwLmfrSUgklm3cg+vHN+NJcCQn4G+d/BHWVhbc59fvPMans3/Ajys+R4fWjSEUCIwpjXoVCwl4vUoHOUMEiEA+gSmRl7E/KQzOEMJJLoCzVA4nsQxOORI45+TAKSMbTmkZcExJgWNyKhwTE+H4+jWEYglBJAIqEyABrzJCMlBJAn168DH4PfqHbyXx0TQioHcEtCXgD528grU/HcDVwxsLGHyz6ldu+/uaRVMUEvBL1++GRCrDN7NGofP702BlaYEqzg5FmK77dipexiZwAv7RxV/B4+Ud+RGLJVi2aQ/+PHKB+zNrljdr4oeo4V5F73Ji6A6RgDf0DJL/RMBICYyOuIDfEp4qHZ0dTwhnvhmcIICLFHCSyOGUK4FTjhjOGdlwTGeiPx1OTPgnJnGi3zIzU+l1aIJxEyABb9z51efoOrblY+xwEvD6nCPyjQgoQ0BbAv6inz+mzl8Pv6ObYW9nzbnIquhe9T2w4H8j8wS8pwd3xj3/Kd6FvrCAHzz+Gwzo3QkjB/cqEW7+FvrCAj5/UEpqBh48CcOabfvRsJ4Hls+foAwuGqsAARLwCkCiIUSACGifwJDwf/BnUqhWFrbgCd6IfhkPThLASSyFU3YOnLNy4ZSeCce0dDimpMIpIQkOiQmwT0rWim+0iG4IkIDXDXdaFfBuxMPMz4SEgggQASMhoC0Bn5SShl5D5mDo+93x6XBf3LkfhGlfbcCWZTPRpUNz/PT7MdwJeIqNS/+HjMxsODnYcmfgC18jV1jAs/GsQR2b37hBbcS8isfB45cwa+JHBWfgCwv4qzcfIDU9E907vQUBn4evVvwCGxsrLJz5iZFkUn/CIAGvP7kgT4gAEShE4P2wUziSHKG3TITgwUlgBheI4CTnw4nb4i+FM9vin50Lx/QsOKWlcdV+x6Qkbou/Q0ICBBK6115vk1rIMRLwhpAl4/SxgScPc6eTgDfO7FJUpkhAWwKesb18PQCzv92KzKxsDvWkT97DtLGDuP9+FvUSsxZtRnB4NHfvOxPupQl4qUzOie7cXDHW/nwQuw6cKUhbmxaNsHPdF3gY9AxDJi0usoX+xt1A7guD/LU7tWmCRZ+PRrWqLqaYdo3GTAJeo3jJOBEgApUl0CfkOM6kPq/sdL2cx06J2fNFcOGJuC3+zlLAUSyDcw4T/jlwzMiBU3oGnFJT4ZSUAgcm/OPjYf7f/xDrZVBG6hQJeCNNrAGEVacWDwtmkYA3gFSRi0RAIQLaFPDMIalUhlevE7nO8+w6uOJPQlIq7GytIRIqdlRHIpUiITFvTmn2CttnV88x++zsPOtqT49mCJCA1wxXskoEiICKBNoH/YWbGXEqWjGO6VZ8IVz4IjjJBHBm1X6JnKv0O+XkwikrB47pmXBOZdX+vGZ+DvGJsE1NNY7gdRQFCXgdgadlUaMaD4vmkYCnV4EIGAuB0IzLSoVSz7qLUuNpsOkRIAFvejmniImAQRBoEbgfAVkJBuGrPjppxuP/d65fCGcZ/00X/2wxnLKz4ZzBtvhnwCElGY5JKXCKT4RdYiL4Mpk+hqN1n0jAax05LfgfATdXYOkCEfEgAkSACBABIlAqARLw9GIQASKglwQaPdqLpznUKE6byWE3TzvyzeDMy7+6j3Xx/+/qvuxcOGXmiX5HVu1PTIZTYhIc4uMhys3VpptaWYsEvFYw0yKlEHB2BFYsIgFPLwcRIAJEgAiUToAEPL0ZRIAI6CWB2g93IzI3XS99I6eKErDlC+HMy7u6z1kGOLOr+3KkeVf3ZeZd3eeUmg7H5P9Ef0IirNLS9BojCXi9To9RO2dnC6z5jgS8USeZgiMCRIAIqECABLwK8GgqESACmiNQNWAnYiVZmluALOuUgHnBFv+8c/2FRT93fV/B1X1pcOKa+SXALikZPLlcK36TgNcKZlqkFAKWFsDGFSTg6eUgAkSACBCB0gmQgKc3gwgQAb0kYHFvG3LkdB5bL5OjI6cE/13dx7b4s3P9TlLAKVcGp1wxXLJy4Zi/xZ8180tOhmN8Ihy5q/skSntMAl5pZDRBTQRYY+gf15CAVxNOMkMEiAARMDoCJOCNLqUUEBEwDgK8u1uNIxCKQucE2NV9zjwRnOVsiz8v7+q+XHFeJ/+MLG6LPzvX75ySCoeEBDjFJ2CB/Umd+00OmC6B7etJwJtu9ilyIkAEiED5BEjA0xtCBIiAXhIgAa+XaTEJp4YlNcUCMzMIZdWRGuOO+7Fy3ImWQSI1ifApSD0gQAJeD5JALhABdRG4o6Sh1kqOp+EmR4AEvMmlnAImAoZBgLbQG0aejNHLQxdGAp3/RYvnMqS1ykSt551gF1EVWRbACzkQmCLD9ecyvNbvPnzGmBqTiIm20JtEmilIUyLwo5LBTlJyvJqGn7l0C21besHR3raExWdRLxGXkIx2Lb0glcqQkyuGlaV5uSuHR71EfEIK2rZspCYP88zcfRAMe1tr1KtTvVS7dwKewtHeBp61S/9crc4oaCzkWTTS0jPxVtMGCs4ofxgJeLVgJCNEgAiomwA1sVM3UbKnCIE+qZ4Y90c39Os1E/0afosTJ04jfJAMcbav0STaFy7B9cDL4HGmJDZAvJkc4ZnA7VdSPHypnQZ7isRBYwyXADWxM9zckedEoFQCBiLgvbuOxu+bFqBlk/olwth14Awu+d3HjrXzcP3OY3w6+wdcO7IJDvY2ZSZ955+n8e/th9i+ao5aX4wp89ehmZcnJo7sj+iXr7Fm236s/HoShAIBt85nX6zFW03rY/xwX7Wuq4qxLb8dQVBoJDYsma6KmYK5JODVgpGMEAEioG4CdI2cuomSPUUIHLwyHPLHlhjc4zMsbTITjzIcsWfvUcR1tUFAxyjIZXJ4ve6N6k+bQ5BQ9Jyy3AxIs5HjuQR4kCDD9SgZMnMVWZXGEIE3BOgaOXobiICRETAyAZ+ekYXI6Fg0rFezQDSXljFtCPgnIZEYPP4b3P9nO0QiIQl4I/vVoXCIABEwMAKNHu3F05xkA/Oa3DVkAvnVdxYDE/AxVu5o4zkP0+Je4ov9p5FV1xL+I3OQyo/nwqyd3B51QzvB/HkZFQg+kGMLxPI5v80JAAAgAElEQVTleJohx81oGSISqEpvyO+INnx3dgRWLKImdtpgTWsQAa0Q0KKAHzp5CTq1boLz/95FcHg0+vfqiIUzR3Hb3Q8cv4So6Dh8PukjLuyXcYmY8fVG/LJmLmysLcEq8CMH98LNe4EFc7+ZNRqWFmYoXIEPi3yB+d//jD1bvoZAwEdWdi627DyMs5dvIzMrG21aNMKX04bjxLkbOH7uOpo39sTRs35oVM8DU8cO5Lbhs+fFq3gs2/gHbtx7gubenvjQtyt6d23Dfbb74Fn8+ucpxL5OgpODLYa+3wOfjRoAHo+HwhV4Jt6ZiPeqXwsCPh/z/zcCP+46CjtbK6SmZYJtp+/WsQWmjRuEmtVcy0z3sbN+uOh3H9ZWFjh98Ra35lczRqJzu2bcHMZ1wghfXL35kFvvu3njuJ8vXbcbN/2fwLNWNUwdOwi9uuQ1MGAcVm7ehxPnb8DCXAQrSwvuCw+qwGvlN44WIQJEQFcEWgTuR0BWgq6Wp3VNkMCffsPAD7DiImcCHuIsDGu3FpfEVvglJAg+p69DbsZH8EQHhFcJLSDknFUHXs/6wDbMFajgxjqZJZBkKUdELuAfJ6PmeCb4nlUUspsrsHQBCfiKONHnRMBgCGhRwDMR3qRhHYwb1g+vE5Kx7ueDmD99OAb6dEbxbdxRMbHwGT4Pfsc2c2fK8+eOHdoX8Ykp3NyFMz/hvgQoLOAfP43ARxMXIeD8L1wF/uuVO3Dt9kNMGzsItWq44a8TVzBkQHfurPoPW/dhzBAfvN22KU5duAk29+DPiyGWSDFg9Hy08K7HfWnwLOoV5izZirP7VqF6VRecvXwHQqEANatVwfOYOEz7agO2LJuJLh2aFxHwf5+6iq9W/MJt02fjG3jWxBdLf+KE+4zxH6BenRpY8+N+tHvLC7Mm5n1xUdrDdgswXyd98h63PX//sYt4EBiGq4c3csMZG/YMH/QuqlV1RteOLTF25nJ4N6iNUR/1wS3/J9i88zAXG/syYfGa33D5+n1MGT2QO6vPvlQQiQQk4A3ml5YcJQJEoFIE2gf9hZsZcZWaS5OIgLIE2mVWx5zdPpDL8mbmC/hTnoMwzr4397NLN2+iwa1A7r/juznAv1sMJMgpWMpK4gjv6H5wDq5bcE6+Qj+EQIaNnGuO9zhFBr8oGRIzKpxFA4yYQI1qPCyal7cVlB4iQASMgICWBXzhc+xL1+9GWkYWls+foJCALzz3+w2/IyMzG0u/+LRMAS8WS9G6zwSuIs2+JCj8FN9Czxrh+X7yJfyObsaT0EiMm7USv63/kqt6s2fRqp0Y0OdtDBvYg/tzWEQMAoMj8ToxGb/uO4VPh/ti1Ie9iwh4RbbQsy8Ufv/rLP7e8R0Sk9Ow889TBW42a+yJnp1bobivcfHJ6DZ4Bk7+voL7UoIJ+B9XfI7O7Zpyc6/dfoQJc1bh3P41cHd14n723qj5XMV+xvjBaPHup1gydywG9X2H+4zOwBvB7zGFQASIQMUE+oQcx5nU5xUPpBFEQA0E9tz6GKK7bzrv5gt4CU+I9q034YWUBwupDAEnz8A24hW3YlZNCwSMkSJJGFvEA75MWOY5eUVcFdsC8UI5QrLkuPNChsBY2navCDdjGVOnFg8LZpGAN5Z8UhxEADoU8PuOXODE75m9Pygt4AvPLasCz6rjTJQf37UMdTzcyxXw+aL4/IE18Lv9iKvcF2+Y161TS4wb2hfLN+3httF379QStWpWxcnzNzDyg15cNb/wFnpFBDzrrr9m2wGOAduVsPanAwV+su3+7IuH0s7rt/GZhO/mjUXvrm05AV/4y41DJ69wdvIr9MzgN6t+5TrNz5zwIfoMm4tju5ah7n9MSMDT3wNEgAiYBIH3w07hSHKEScRKQeqWQPHqO/Nm8LvTgZxUzrGNzWZgmTDvzJ5nTjYu7j8GYXI692e5gIfgifYIrxpeahB1EjuibmhHmMVYVzpIuQWQaiVHlBR4EC/DTWqOV2mWhjCxgScPc6eTgDeEXJGPREAhAjoU8EwkP38Rh53rvsC23cdw/3Eoti6fybld2hb6wiKVbQMPfRaD3Rvnl1mBZxX6jv2nYP2SaVwlu/BTVlWbCfinoc8x+9utuH58c4lGeAlJqXhn4HSu433+eflJ81ajXcvGJQR8UGgUPvh0Ie6d/RnmZnlHj4p3oS8s4MvKV3FfY17Fo9eQ2Rw3JvKLC/iLfv6YOn89t5vA3i7vf99HTF0Kr/oemDtlGFr0HMdt6+/Q2pv7jAS8Qr8pNIgIEAFDJzAk/B/8mfTmnLGhx0P+6y+B3fc+hMVN+yIOftB7NnhZec3qEi1d0dxrCaT/jXgvNQlb/zwBXra4YA7bUh/Q7RVykVlqoK6ZDdEovCesw11QYKiySP5rjveKJ0dQupy7kz46mar0lcWpb/O8G/Ew8zMS8PqWF/KHCFSagJYF/KLZo9GvR3uu4Ro7H86a1rEz6bf8g7jq9V/bv+Waz23fcwL7j14scgaebbXv26M9d6Z77nc/clexffJh73LPwDPhyprLLfjfCNSuWZVrXtfC25Nbv/A1coUr8JYW5uj50edc9ZudVWfP7ftPIZZIuLvoO/hO5rbl9+rShjvPzsT+5FEDSgh41kCPbeFnYp+dXZfL5fh88ZYi18gpKuCPnPkX21bORk5uLnee/dqthzi7bzXXxK+4gE9KSUOvIXMw9P3u3Nb+O/eDipzTn/71BkilMsybMhQpqRncmXh2dp6a2FX6t4gmEgEiYAgERkdcwG8JTw3BVfLRgAk0yHHCst2DIHujxbloCgt49udJbVfiqOSNyM/vTM8rpJtz3MwQMJ6PBLMXZRKxEVeB9/N+cAz2AC8r7z55dTxSayDRXI6IHOBurAz3omWQkaZXB1qt2+jYlo+xw/PuM6aHCBABIyCgZQHPOqizs97sYefJ500dxlW5WeO4GQs3cve5s4d1fD9z6XYRAc+6pbMO6uzxfbcDlswZCzMzEbed/eI1f04oBwZH4MMJb5rYRcXEYf6yn+H/KISbV8O9Cn5eNQcXrt3jtsr/9MNs7uds+3rXD2bgwoG1cKviyI1fsHw7dyUde9ja7AuEHp3fwi97T3L3u7OHdXjPyRVznehHf9wH0xasR1Ovupgwoj/3+aYdf2PrriPcf7Oq966DZ9GqWQN8Oqwf9zMWI7PFttCX9eQ3scv/nMXww9eTwM7Is6e4gGc/u3w9gPtiIZ8Xa4DHGvmxh8U2Yc5q7jMWF2tkV8XZngS8Efw6UwhEgAiUQ2BS5GVsi89rGEYPEdAUgR0Bg2Drl9eApvBTXMDfrdYZ/auOKDLmjyeB6HbuZtGJPCB0nCNCPNiW+rIVtFBmjsaxPnAP8gY/WQPVVlFec7wY1hwvOe9OemqOp6m3SL12+/TgY/B7JODVS5WsEQEdEtCygGfb4Ot6VIO5uQgW5mYlAmdb1JmoZJXl4g+rYMfGJ8HCzAwO9mVckVoGSnY/fK5Ywl3BpsyTkpYBsVgCZ0c7rpKf/7Dt+anpmQVN4sqzySrxuWIx102/Mk/+Fvqty2ZyTf8UjYFV2V+9ToSTg10JnuwLk7j4JFSt4sTteFDnw5OzTNFDBIgAEdAzAote3Mbil3f0zCtyx5gIlFV9ZzEWF/DsZz3bbUGguKiwunPpMqo9LHn+PbGDHQJ84pGNvLPy5T2eiW+jdmgHmMXkXWGnqYea42mKrHrtDvIVoO+76v3Hnno9JGtEgAgoRUDZf8rkXSVeqae0SnGlDJnYpNKa2OkzAhLw+pwd8o0ImDCBnQlBGBNx0YQJUOiaJvDTowFwvFql1GVKE/C7vMfjC/Oi/7Kyl0pw6+Q/BZ3pCxsTO4rgP0VQ7pb6wuPZOXmv4F6winQC/rvOTpMMWHO8FMu85ngBrDlepAzZFdxjr0l/yHYegTHDBOjUjgQ8vQ9EgAgoT+DImWvo1KYJXJyK9nVR3pJpzQgOj0bs66SCa+L0PXoS8PqeIfKPCJgogdOpUfAJOWGi0VPYmiZQVWKNrb8PgaSMc+iD+nwJfubLIm5kCa3h3XwNsovtWyvemb7IJB4QMdoFQXVCIVdQldvluKNxpA8cQ2sAOeo7J18hUz6QbQdwzfHS5LhBzfEqRKaJATMmCdHES4t510QQZJMIEAEiQAQ0RoAEvMbQkmEiQARUIXA/Kx4tA9/c1amKLZpLBIoT2PzEF66XqpYJZmDfhRCkR5X4fG6bb/G71K3Ez7nO9HuOgSfO71VfdEhKS1v4D0xGFlIUToZIagXvV33hFtQI/FTdnImm5ngKp0ttAxfOFcKjOgl4tQElQ0SACBABIyNAAt7IEkrhEAFjIZAszYHj/R3GEg7FoUcEKqq+M1fLEvBPXVqgm8dnpUbzTUwkJh66UGakEhsBAqabI84iWkkaPDRI6AaPkDYQvbRQcq6ah4uAdBs5omVyPE6Swy9KhpQsNa9h4uZWLxHB3s7EIVD4RIAIEAEiUCYBEvD0chABIqC3BBzu/4IUaa7e+keOGSaBtSE+qHGuernOlyXg2aRB7Tbghti81PkHHz1Ax4t3y7X9fFgVBDYKgwzKHzh3T2+KBmHdYBXhqJVz8opkWGwHvBbKEZIhx62XMjyNpd64inAra8zWVSKIRKpYoLlEgAgQASJgzARIwBtzdik2ImDgBFoE7kdAVoKBR0Hu6xMBW6kZdu8bCXFq+VuUyxPwhxsMxWSbrmWGVVZn+sIT0hpb4+6QVKW21Beer7Nz8gokk5rjKQCpjCHOjsCKRaTeK0+QZhIBIkAEjJ8ACXjjzzFFSAQMlsD7YadwJDnCYP0nx/WPwIrwd1H3TK0KHStPwEt4QrRvvQkvpKV/CcA60987chKWMeV/+cS21D+ebIUXNpEV+lPWAHZOvkmML9yCG4KXpqedy1lzPFvg5X/N8fyipHiZWumQjXpiA08e5k4XGnWMFBwRIAJEgAioRoAEvGr8aDYRIAIaJDAp8jK2xQdqcAUybUoEFK2+Mybv91sCYVpYmXhWtZyLNTzPMj9vmZWBY/uOgp+eXSHimIFOeNwyElKIKxxb1gCenI+G8T1RM7gVhHFmlbajrYn5zfHCc4C7sTLcj5ZBRjvv0bEtH2OH66ZhobZyT+sQASJABIiAagRIwKvGj2YTASKgQQKLXtzG4pd3NLgCmTYlAksiu6PRyboKhTzAdzlEqUFljo2xr4v2nvNQes/5vGkjE19j+f5TZXamL2w809MSdz/JQjovUSH/yhtUM/Ut1AvtAosoO8BQRDE1x+NSOshXgL7v6ulOCpXfTDJABIgAESAC6iBAAl4dFMkGESACGiGwMyEIYyIuasQ2GTUtAiIZHwcPjUbua8XEUUUCntEb03Y1zkhsygVZUWf6wpNlVnw8mWiPKMeyK//KZM0xxwNez/rAPtQdKhT3lVlSrWNz85vjpctx86UMIXGG8m1E5TFMGSdEy2Z0hVzlCdJMIkAEiIDxEyABb/w5pgiJgMESuJT2At2Cjxis/+S4/hBYEP0OWhxroLBDigj4i3V8Mdyxf4U2j933R6ur9ysclz8gto8jAjpGqbSlvvBiFhI7eL/oiyrB9fX3nLwCdGSWQIqlHJG5wP14GW5FyZBb3hYIBWzq2xC6A17fMkL+EAEiQAT0jwAJeP3LCXlEBIjAfwReiTPh/uA34kEEVCMgB478NVbh6jtbTBEBz+rB3dpuQbCk/DPLfLkcty5fQbWH4QrHwbbU+4/MQSo/XuE5FQ1k5+S9YnujRnBLCBKMoNO5AMiyA15Cjiepctww8OZ4PB6wcYUQFuZUga/oXabPiQARIAKmTIAEvClnn2InAgZAoGrATsRKsgzAU3JRXwlMjWuLLn81U8q9/r5rYJ76oMI5Pzedgm9EFdtWtDN94QXlZnwETrJFlMuzCv1QdkDt5PaoG9oJ5s/LPwKgrF1dj2fN8RLM5QjPBu6+kuH+CxnkBrLznq6Q0/XbQ+sTASJABAyDAAl4w8gTeUkETJZAn5DjOJP63GTjp8BVJMCq78dHIzdauau5fH03wiL1boWLJ1q6onXjJchWQCQq05m+8MJsS/2DjtGQIKdCf5Qd4JxVhzsnbxvmCkiUna3/4+UFzfGAB4kyXI+UIV39GNUCgq6QUwtGMkIEiAARMHoCJOCNPsUUIBEwbAJfxNzAilf+hh0Eea8zApWpvjNnFRXwbOzcNt/id6mbQjFynen3ngRPJlNofP6grJoWCBgjRZIwVql5ig62kjjCO7ofnIPrgpdhxFu4eQBrjhcnkCM4Q46bMTKEvVbg2xdFQaowrktHPkZ+TFfIqYCQphIBIkAETIIACXiTSDMFSQQMl8C+xFAMffaP4QZAnuuUwJGTo5EbqVz1XVkB/8itDXpV/1ThONc9C8VHx68qPD5/oFzAQ/BEe4RXVfwsvbKL8GVCeL3ujepPmxvHOXkFAOhLc7wRHwnQtZNityQoEBYNIQJEgAgQASMlQALeSBNLYREBYyEQlJ0Mr8d7jSUcikOLBIYlNcXAfe0qtaIyFXi2QL92G+EvNlN4LWU70xc2HN/NAQHdXiEXmQqvV5mBxnpOvkIWAiDTNq85XmCqHH5RUrxOq3CWygPmzxSibm0j3v2gMiEyQASIABEgAowACXh6D4gAEdBrAjK5HDb+25ElN8IDunpN3vCd+/vsKEjCKtdtXVkB/2ej0Zhp1UFhaKwz/YOz5+EUXLn+DjluZvCfKNfYlvrCgbBz8o3DfGATXgUwsmvbFE2YxBZIMJMjLBO4GyvDAzU3xxOJgPXfC2FmRgJe0ZzQOCJABIiAqRIgAW+qmae4iYABEWgf9BduZsQZkMfkqq4JqFJ9Z7739d0Kq9SbCoeRJbRG6xarkSRTXIC5iXNx86/jMHudovA6hQeyLfVh450RUi0EgObPcduIq8D7eT84BnuAl6V4nJUKTs8nqbs5Xp1aPCyYpfxRDz3HRO4RASJABIiABgiQgNcAVDJJBIiAeglMiryMbfGB6jVK1oyawKELIyF9al7pGPv02w6btH+Vmr+05Xxs5tVSak6X9FT8ceAE+OnZSs0rPDixgx0CfOKRjfRK21BmolBmjsaxPnAP8gY/WfeiMyYtBmPPjoWlyBJeTl4Y0nAImldprkxIqo9lzfFsgVjWHC9djusxMkQkKP6lCjWwUz0FZIEIEAEiYCoESMCbSqYpTiJgwAR+fP0Yn0VdMeAIyHVtEuiT6olxf3RTacnKCPgY+7po4zlP6XUr25m+8EJiRxH8pwiQYPZC6fVVmeCZ+DZqh3aAWYyVKmZUmhudFo2I1AhIZBJcf3kdF55fwJdtvkR3j+4q2VV1MmuOl2wpR4QYuP9ahjtRMuSWcQSBGtipSpvmEwEiQARMhwAJeNPJNUVKBAyWwI2MWHQIOmSw/pPj2iVw8MpwyB9bqrRoZQQ8W3BYu7W4JFZezG4KC8Ggk8pV/EsEyAMiRrsgqE4o5FDumjqVYAFwzWyIRuE9YR3uovNz8vP/nY+UnBRs7rFZ1bDUO7+c5ngL5wrhUd20jyWoFzZZIwJEgAgYLwES8MabW4qMCBgNgUyZmGtkp/iGVKMJnQJRkoA6qu9sycoK+It1fDHcsb+SXucNv3TzJhrcUv2oSEpLW9wbmKC1LfWFg+XOyUf1hWNwLfCytSdI2Tb6DEkGMsWZmHd1Hnzq+GDGWzMqlQdtTpJYA3EWclT7UHustBkfrUUEiAARIALqJ0ACXv1MySIRIAIaIND16RFcTtfu9mANhEEmNUzgT79h4AcoXwEv7lZlBTz7kqlNmx/xQqq8ILOQynDn3IVKd6YvHAPbUv/gMxHiLKI1TLx08+ycvPeLfqj6tDH4qQKN+7Dv6T788ugXiPgiDG00FMMaDoOAX/q6TOzbm9vjYMhBuFq5om+dvhr3r9wFarJ7CHXrAq1OBIgAESAChkOABLzh5Io8JQImTWD5q3v4MkbxruAmDctEg2+XWR1zdvtArobd4736/ga79IuVIrmx2QwsE3pVaq6qnemLL/p8WBUENgqDDLq6hpGHBgnd4BHSBqKXFpViouikqNQoTLkwBfPazMPb1d8uc9pX177CzVd5f5f8r+X/4FvXV9ElNDOuI4BmmjFNVokAESACRMD4CJCAN76cUkREwCgJ3M+KR8vAA0YZGwWlHgJ7bn0M0V1btRjr6bMHDhlnK2Ur0dIVzb2WVPrKdNaZfs/eo+Bliyu1fvFJaY2tcXdIKrJQuevq1OIEAPf0pmgQ1g1WEY5QxxH9e7H3UNe+LhwsHApc/Pzy53C0cMRX7b4q1+1Tz05hzb01ONT/EGzN3rwzOx/vxMP4h6hjXwfv1X0PHnYe6gq/bDtDALwJQfPr0QpEgAgQASJg0ARIwBt0+sh5ImA6BORyORwDdiBFmms6QVOkChNQZ/WdLaqKgGfzJ7VdiaMSe4X9Lz5wWtxLfLH/NHhqavwgsRHg8WQrvLCJrLRP6ppol+OOxpE+cAytAeQof9Qg3w/WrC4kOQRzWs1BW/e2CE4K5irwE5pOwIcNPizX3YV+C5Gck4wN3TYUGbc1YCsEPAFnKyA+ANNbTEd/z8r1NFCIlw2AEQqNpEFEgAgQASJABDgCJODpRSACRMBgCLwfdgpHkiMMxl9yVHsEdt/7EBY3Ky+Yi3uqqoC/W60z+ldVTZn9EhIEn9PX1QoxZqATHrV8Blml9weozx2R1Arer/rCLahRpc7Js4Z1THCfjjxd4FQDhwZY13UdRAJRmY6KpWL4HvbFtJbTyt0+/8eTP7AzcCcO+R6CrXlelZ5t0zcTmKGqdVX1gGgM4B31mCIrRIAIEAEiYBoESMCbRp4pSiJgFAToPnijSKPag2iQ44RluwdBpp4d55x/qgp4zka7LQgUq9bATV2d6QtDZ1vq73+cgXReotpzUTmDPDR83QMewW0gjDNT2kSWOAvhKeGwMbOBh60HeLy8qv6kc5PQ1KUpprSYUsTmvzH/YvGNxSW2zxdf+FjYMWy4vwFH3jsCK5EVVt1Zxd0xbyGwwAf1P8Bwr+FK+1piQm8AdVQ3QxaIABEgAkTAdAiQgDedXFOkRMDgCUTkpqHOw98NPg4KQL0EdgQMgq2fk1qNqkPA7/Iejy/MW6vkF+tMH3DyDGwjXqlkp/hkmRUfTybaI8oxTK12VTVWM/Ut1AvtAosoO6hyb2R6bjo+OvER+tftj8+af1bErbK2zxcexCrtk85PQkPHhljbdS1XeR/3zzis7bIWNW1rYvDxwdjx7g7UtGMt5PMq86yjvYVQiUZ9fACjAJirSo3mEwEiQASIgCkRIAFvStmmWImAERCo/XA3InPTjSASCkEdBDRRfWd+det9EM5Zx1VyMUtojdYtViNJVvlz3swBz5xsnP/7JMxeq78JXWwfRwR0jIIUaty+oBK1vMmOOR7wetYH9qHuqKxrUpkUudJcWIosOZujTo+Ct4s3zkeeL3P7PDsXvztwN46GH0Ujp0b4vuP33Pb5I6FHsC94H/b23YsX6S8w6swo/Nn3TzhZOuFK9BUsvbkUK99ZieZVmisevTuAAYoPp5FEgAgQASJABBgBEvD0HhABImBQBCZFXsa2+ECD8pmc1RyBnx4NgOPVKmpfoEuvI6iS/bfKdhe2Wojt8uoq21F3Z/rCDmV6WsJ/ZA5S+fEq+6luAxYSO3i/6IsqwfXBS2Ml68o/IUkhOBd1Dv9E/oNsaTber/c+1/COPUGJQdy98JejL3Od7cd4j0F79/YFix0PP47dT3bjt96/cdvqWaf63X1241zkOa6b/YrOK7jt+ko97QC0VGoGDSYCRIAIEAEiQAKe3gEiQAQMi8Dh5GcYGPamaZVheU/eqpNAVYk1tv4+BJIs1SrcpfmkLgH/1KUFunkU3cJdWQbq7kxf2A+5GR+Bk2wR5fKssu5pdB5PzkfD+J6oGdyqUufkizvHxHxsZix3X3x+93oHcwcs7rAYjZ1ZZ7miD7sFY0vAFhwNOwoBX4AfOv+AyLRIbLq/CWu6rOGq9Uo/gwG4KD2LJhABIkAEiICJE6AKvIm/ABQ+ETA0AsmSHO46OaN75HLwZHLIBSWrjHyJFOYpWch2sCr1c7P0HOTamN5B2s1PfOF6SU3dwIu9UOoS8MzssHZrcUlspZZX9o8ngeh27qZabJVmhG2pf9AxGhLkaGwNVQ2r65x8vh/s/Dqrrl97cQ1s233nGp3R06MnWru1hpAvLOIu25Iv4ovwd+jf2P5oOzZ224hsSTb3ZUDHah0VPwNv/d/1cer/7klVvDSfCBABIkAE9JwACXg9TxC5RwSIQEkCXZ8eweX0F0aFpoZfGOqdfoRL3xY9FFvv1CPUvhxcEOtT36Z4/nZ97s8WyZlo+cs1WCRlINfOAvdHd0SGqx33mdfBuxBIZHg0pI1RccoPxlZqhl27R2qk+s7WUKeAP+U5COPsWbtx9TxXrl9HvTtB6jFWipWsmhYIGCNFkjBWY2uowzA7J9841Ad24VUBieoWmXi/G3sXZyPP4mrMVQyqPwgTm00sYXhv0F7sCdqDzd03407sHWx7sA0tXVviZcZLrskdOxdf4dMAQPcKR9EAIkAEiAARIAIlCJCAp5eCCBABgyNgTNfJWcemos3WyxBmiyExExQR8K4PotFszy08/qgVXjWvieo3wtHo2APcmN4d6dUcUOvSU7gEvcLdSV3QYsc1pFWzR1ifJjBPykSnlafhN6c3sp1Yqc/4nhXh76LumVoaC0ydAl7CE6J96014IVVPuVVTnekLw5QLeAieaI/wquEaY6wuw1YSR3hH94NzcF3wMtTDuHgDvHxfdz7eicNhh7Gl+xa4W7uj3+F+GNdkHHet3IRzEzC80XB0qdGl4tB6AqhX8TAaQQSIABEgAkSgOAES8PROEAEiYHAEYsWZqPFgNySQGZzvJf4SlspgkZKFqv5RqHU5uIiA9953C47P4vHvlyqszPsAACAASURBVH0Lpr3z3QlEt62N8F7eaL7TD9kOlnj6fkvUO/kQ9tFJuDvhHbB5cj4fgR+pdoWZvsJl1ffd+0ZCnKoesVZanG/3OIGq4gNqQ7Cq5Vys4XmqzR7rTH9x/zEIkzV7I0N8NwcEdHuFXGSqzXdNGeLLhPB63RvVnzaHIEGk9mVuvryJdf7rsL7reu7KuJi0GIw+OxoHfQ/CVmSLAUcH4Ot2X6Ote9uK1x5D18dVDIlGEAEiQASIQGkESMDTe0EEiIBBEng/7BSOJEcYpO+lOV391jPUP/6giID3OnQPzsFx+PeLPgVTWm+5iGwnG25rfO2LT+EcEsuJ9ua/XUe6my1etKmNDqvO4tqXPsi1sYDV6zRkuOVtqzeWR9PVd8apQ7ezqC7dozZkMfZ10d5zHqRqswi8l5qErXuOgSdWp9WSDua4mcF/olzvt9QX9rx2cnvUDe0E8+c2aiRe1BS7cu7j4x9jeeflCE0OxfaH23Gw/0HYmtmWv6YrgEEac4sMEwEiQASIgJETIAFv5Amm8IiAsRLYlxiKoc/+MZrwShPwjmFxaPXzv4j1roYEL3dYxaWipl8YXjepzgl4y4R0tP7xCgRiKWRCPu6Oexue555wDe1etaiJFr9eg0zAh8xchFtTuiLX1sLgeYlkfBzYO0aj1XdNCHhmc1LblTgqsVdrDr6JicSEvy+AJ1er2RLG2Jb6sPHOCKkWAkDDi6kxFOesOtx98rZhrmo5J1/cNdbBfvGNxdx981ObT0WXmgpsn6fr49SYYTJFBIgAETA9AiTgTS/nFDERMAoCadJcVHuwC+kysVHEU5qAZ4FVCXzBnXUXZUmQVt0BVe8/R3j3htwW+vzHKi4NmVVsYB2XhnbrzuHfBf1Q/+RD7kw9217fYfU/iHynPledN/RnQfQ7aHGMdQDT7KPuCjzz1s+jJwa7fKh2xzXdmb6ww4kd7BDgE49saHbrPlvzWUASBCIeajSyB5+v2nEJdk6+SWR/OIXUBk8D1w4qnFQWxijWgVLhGTSQCBABIkAEiEARAiTg6YUgAkTAYAkMCf8HfyaFGqz/hR0vS8AXHuMU/Apv7fDD7YnvIKVOyQukW+z4FxlVbBHSvzk6rDqD6I718LyjJ5rtus5V5YMGvWXQrFj1/eCh0ch9XfKqPXUHpgkBz+rW3dpuQbBEoG53cefSZVR7qJ2Gc2JHEfynCJBgprmbICS5Muxb8gCvI9NhZiFE74n1Ua+Vs8rchDJzNI71gXuQN/jJRa+IU9m4IgbYd2hvTsQoMoPGEAEiQASIABEgAU/vABEgAsZB4HDyMwwMO23Ywcjl4EtlqHbzGeqdeYwrC30h5/EK7ntnV8Tl2FrA9kUK15E+x9Yct6d0KxGz7YtktNl4AVe+9oXEygxeB+4CPODJB2+hw+qzeNbdC6/e8jBoVtqqvjNIbbtchIf8N7Xz2uU9Hl+Yq7+5oL1UgntHTsIyJkHtPpdqkAdEjHZBUJ1QyDXYTFIqlsH/n5e4sucZBs31Ru1mjmqLzzPxbdQO7QCzGCu12azQUD8ANSscRQOIABEgAkSACJRJgCrw9HIQASJgsATEcimc7v9q0NvobWOS0G7jxSI5SKjvCv9xb3M/e3v5ae6+dxkPiGtaHYGDW0FmVrJy+Nb2q0ip6YSw3nlb6+2jEtFs9w0Is3KRWcUW98Z3htjKzGBzzY5dH/lrrFaq7wxSq7evoQ7/Z7XzyhJaw7v5GmRr4Bh5y6wMHDl4UuOd6QtDSWlpi3sDEzS+pf6Pr+/D3tUCvtMaqT0nrpkN0Si8J6zDXaDWLoPFPWX99IaD+2KNHiJABIgAESAClSVAAr6y5GgeESACekFgdMQF/JbwVC980YQTZmnZEORKkMXuc+cp/y9/s9Qs5NpZasI1rdqcGtcWXf5qprU1NSXgWQBz23yL36VuGolFW53pCzvPttQ/+EyEOItotcUkl8txbH0QqnraglXhrx+KQpfhddDKp7ra1iihr8VV4P28HxyDPTRzTp5tvFD/5guN8SDDRIAIEAEioJ8ESMDrZ17IKyJABBQkcDo1Cj4hJxQcTcMMkgCrvh8fjdxo7Z1Z1qSAf+TWBr2qf6qxVLDO9BMPXdCY/bIMPx9WBYGNwiCDROW1ZTI5bh19Dr+DUajd3BF1WjiieQ93lZvZKeKYxs7Js+p7BTfMKeIfjSECRIAIEAHTJkAC3rTzT9ETAYMnwCp13oF/4kl2ksHHQgGUTkDb1XfmhSYFPLPfr91G+Is1d6Th2H1/tLp6X+uvVFpja9wdkoospCi9dsSDJFjZi+Ba683d7ed/DYU4V4Y+EzV/80BpDteL74LaIe0geqXiLhZ27p2df6eHCBABIkAEiICKBEjAqwiQphMBIqB7AuviHmDm82u6d4Q80AiBIydHIzdSe9V3bQj4ww2GYrJNV43wYkb5cjluXb6itc70hQOR2AjweLIVXthEKhXfyS1P8TwwBcMWN4etszk399APj8E60n+0oKlSttQ92D29KRqEdYNVhCMq1bOvN4A66vaK7BEBIkAEiIApEiABb4pZp5iJgJERSJRko8aD3ciSq75118jQGHw4w5KaYuC+dlqPo3m7W6hvvkVj60p4QjRvtQlJrDuhhh6td6YvFkfMQCc8avkMMgU7w+VmS3F07RPEBKegabeqSE/MReidBLw306vCK+SkEhlYBf/xlTi41rZG+/c1c+OCXY47Gkf6wDG0BpCjYO7YdxHs7nfN336ooTeJzBIBIkAEiIA+ESABr0/ZIF+IABGoNIFJkZexLT6w0vNpon4S+PvsKEjCRFp3rknre2hktUGj6y5tOR+bebU0ugbrTH9s31Hw07M1uk5ZxtmW+vsfZyCdl6jw+kHXX+PRpVgwUc6a1tVrXfr97+ycfPSTFDy6HIuQ2/GwcTBHyutsNO1eFe+OrafwepUZKJJawftVX7gFNQI/VVC+CbZ5oFNlVqE5RIAIEAEiQARKEiABT28FESACRkEgMCuROwtPj/EQ0FX1nRHUhoCPsa+L9p7zFKxPVz6vIxNfY/nek+DJZJU3osJMmRUfTybaI8oxrNJW4iLTIRXL4V4vrwtc6N0EnNryFFZ2ZvDu4gavTlXw4MIr3Dsdg0mb28HcSltHLnhokNANHiFtIHppUXp8HwFwqnToNJEIEAEiQASIQBECJODphSACRMBoCPQJOY4zqc+NJh5TD+TQhZGQPs07C63tRxsCnsU0pu1qnJG8adqmqTjXPQvFR8evasq8QnZj+zgioGMUpBArNL7woB2z7yAtIQdTtnWA0IyPvYsCkPQqCwNmeqF6Q3ukxudg+4zb6DHaE817unNTWQWfVfJfhqXBwc0Cjd92hZ1LGSJbaY9KTmDn5BsG94BllD0g/+9z5soANRgnE0SACBABIkAE/iNAAp5eBSJABIyGAF0pZzSpRJ9UT4z7o5vOAtKWgL9YxxfDHftrJU5ddaYvHFympyX8R+YglR+vVMwhtxMgyZXCq5MrN08mlePOyRhcOxABz7eckZUmRkZyLsasagUej8eJ+wPfP+R+1qRrVcQ9S0fss3R0GOTB/Z8mH8ccD3g96wP7UHfgbQANNbka2SYCRIAIEAFTI0AC3tQyTvESASMmQFfKGU9yD14ZDvljFa/uUgGHtgQ8K9S2afMjXkgVbIimQkysM/2Ds+fhFKzjXSoCPp5MsUOES7gK0eRNzUwV48iaQLwMTUOjjlXQa3x9TtzvnHuX614/5JvmcHLPe49inqYgI1mMBu1cVF5XEQM20iro7DYZqOCIvCK2aAwRIAJEgAgQgXwCJODpXSACRMCoCPz4+jE+i7piVDGZWjC6rr4z3o1aPEQTu9VaQb+x2QwsE3ppZS03cS78jp2GZUyCVtYrbxG2pf5Bx2hIkFNpX1gjux2z7sDawYwT7P2mNsSDi6/gf+YFbJ3MkZaYg9b9aqDTh7XA57/5kiQhJhP3/3mJqnVt0LizK1e1V/dTz7oL6mvwqkB1+0v2iAARIAJEwDAIkIA3jDyRl0SACChIIFMm5q6US5JWXhQouBQN0xCBP/2GgR9gpSHripmt5x2EFs7LFRus4qhES1e0brwE2fnnplW0V9F0XXemL+xfVk0LBIyRIkkYW5HbpX7OxPr5X0Mxfn0b2DiaQyKWYfOE6+j4QS208a2B2PB0HFz+CF5vV0H3Tzw5G6xT/Y7P76B+GxekJ+WiZmN7dBqs3tsAhDxzdHWZARFfc2fuKwWMJhEBIkAEiIDBEyABb/AppACIABEoTuCLmBtY8cqfwBgggXaZ1TFntw/kummYXkBMmwKeLfq/Nt/jgLT069I0kUZdd6YvHJNcwEPwRHuEV1V+Sz1rVBcXmQF3z7zu9GwrPWtwN+Wn9gWd6O+eisHNI88x+cf23Jij658gIykXQ75phlfh6Ti04jE3Xp1PXetOaGjTU50myRYRIAJEgAgQAY4ACXh6EYgAETA6Aq/Emaj98HfkyKVGF5uxB7Tn1scQ3c0TY7p8tC3g71brjP5VR2g15E1hIRh08l+trlneYvHdHBDQ7RVykVlpnxJfZmHnnLuYsLEtbBzNCgR7fFQGxq5uzf15y6Qb3Fn5eq2ccXpbMHKzpHhvRt4RBnamnt0tX7+tc6W31fMhRBeX6bAQ6P49rjRImkgEiAARIAJ6S4AEvN6mhhwjAkRAFQIznv+L9XEPVTFBc7VMQF+q7yxsbQt4tma/dhvhL84Tndp6zt69gyZ++vN7kuNmBv+J8kpvqWfc/lrxCClx2ejwgQciHyYj8GocfCY3gFfHvA72Nw5HIeJBMrd1/ubh5/h4YTNUb2DHnZ2/uCsM3u+4oduIuhCI+JVKQ22rdvCy7VOpuTSJCBABIkAEiEBFBEjAV0SIPicCRMAgCbAqfMNHe5EqyzVI/03R6d33PoTFTXu9CF0XAv7PRqMx06qDVuPXm870haJmW+rDxjsjpFoI3lyorjgW1oX+9vFoBN+Mh1wOtOlfvUC851vxP/sCzwNT0OJdd64B3sktTyHOlqLf1EZwq2Oj+GLFRlL1vdLoaCIRIAJEgAgoSIAEvIKgaBgRIAKGR2DRi9tY/PKO4Tlugh43yHHCst2DIBPrR/C1G4ajtdu3WnUmS2iN1i1WI0mm/o7o5QXCOtPf/Os4zF6nqC3eZzkp+PyFHwY61MVwhwbgV6LLe2IHO/j7xKm0pb68gFjDu+t/ReHemRiuid1bPtWLdKqvDIyalq3QxM63MlNpDhEgAkSACBABhQiQgFcIEw0iAkTAEAmkSHPg8eB3qsIbQPJ2BAyCrZ+T3nhao24U2tdYqHV/FrZaiO3y6lpft0t6KvbsPQpetnq+QZHJ5biX9Rrr4x/AQWCGtdXehpCn/JZ0tqU+YDwfCWYv1Mok6nEyTm5+CpeaVug9sQFehqRxVXv3+rZ4Z2gdCCuxfZ4HAbq4TIWlwEGtvpIxIkAEiAARIAKFCZCAp/eBCBABoyaw/NU9fBlz06hjNPTgqkqssXnnUL2pvjOeuhLwT11aoJvHZzpJ6bS4l/jiwFnwZOq7AkAsk+LT6Et417YGRjg2rFxcPCBitAuC6oRCDtV8Y9vr2XZ5dja+94T6qNfaGdFBKdj/3UN0+6Qu15WebRboM7GB0r5S53mlkdEEIkAEiMD/27vz8KjK8//jn5lMkskekhDCvimLgkLZROtCrQqCLaKigFQUtbjb1rULVm3dWmvr3tavG6JWFBEUFaviAiiVVfZ9SQIkJIHsyWy/35kgyj5bkjlz3nNduQLJs9zP6578cc9zznMQCEGAAj4ENLoggIB5BGq9bv+J9LvcNeYJ2mKRPrV6hHLn5kXVqpurgDcQxg56THNdyc3iEamT6RdU7dTA5FzF2ez6e/Eybaov1+NtTw9rTXv7pmnxhSWqVWVY4xjPhm/RJkkJzjj/OO8+sUbxiXadd203bVpSqlmPr9YtL5wW1BzxtmSdlXOzHPbEoPrRGAEEEEAAgWAFKOCDFaM9AgiYTuDvRcv1q+3zTBe3FQI2dt+feeUyuWua9r7vY9k2ZwH/ftdRmphx3rFCbLTfz/36a3VbuCqo8Ss89UqLazhBv97r0ZX5n6je51X3hAx9XVOk3+T00dD0DkGNebjGrhbxWn5dvIqc+WGP9d0A/7xxoYZd103tembo9XuX+x8/991j5QKdpGfaeeqUHNlnyQc6N+0QQAABBKwlQAFvrXyzWgQsKcAufPSmPRp33w2tVu0KdXqX3zYLnNvm0Cn9n1Shp3k+1HB6vFo2+0OlbdkZ0PoLXVW6Mf9zTet0nn/H3XgZT4H4zY55uiG7lzrGp6ltQugnux8uiC3js7Tm+E1hX1JvjG08Zm7B9G3KyE1UwbpyXfXX/krLDnwn3WnP8N/7brc5AvKiEQIIIIAAAuEIUMCHo0dfBBAwjcCzxSt13bbPTROvFQJN8yTo5Snjo2733bDPzivWkG63N1sanjjpVj3o6Nls83etq9XHb88O6GR648C6cds+0k9S2+qa7BP9Me9212jMto80s9P5SrI3TmFrXFK/5MI9qlH4p+fnr96rwg0V6nlaS6VlBV68G2vtk3GRWjt7NVuumBgBBBBAwFoCFPDWyjerRcCyAh6fV8eveFWb6yssaxBtC3940znq8mHHaAvLH09zF/ClSbk6uef98jSjTjAn02+vr9Av8z/Tmalt1NuZrSlla5Uel6B/tjurUVfgTo3TyuuTVZi6tVHnOdLgGfFtdWrW1c0yN5MigAACCFhTgALemnln1QhYUmDGns26cOMHllx7tC3a2H2f8vp4ucqb5zLxY3k0dwFvxDdp4COa6c44VqiN+nv/yfRvfCCb79jTFLmq9WzJSq2t36OTnNm6PrvX/vviD9fbuG9+fd1e9U3KkS2E58T/cMyCC7O0ou9meZv4I4/BLSYqM6HdsXFogQACCCCAQIQEKOAjBMkwCCBgDoGRG9/XO3u2mCPYGI4ymnffDfZoKODnd/ipLs65pNnfBVNXr9KQ/0b2UYyfVuTroaLF/nvj63we3ZJ9kgamtAprrRUnpGjppVWqtJWGNU6gnXMTu6tf5mWBNqcdAggggAACERGggI8II4MggIBZBPLrK9Vj5Wuq8rrNEnLMxRnvtWvaa1dG7e57tBTwxqb3kIFPa5274XFnzfn6fMECHffNmqBCcPm8eql0jX7RorsS7Aeu4fr8z9Q7KVvXZffS1voKXZf/mZ5rP0Rt4lOCmuPgxp5Eu1bcktLol9TH2eJ1RvaNcsalhxUvnRFAAAEEEAhWgAI+WDHaI4CA6QV4rFzzpvB3+Weoz6xuzRvEMWZPz9qjc3vd2uwxvnziNborsX+zxxHsyfRGwFPL1unFsjX6S+vB6pPUUj6fT/Oqd2pzXbk+rszXgORc3ZDT27+2Owrn+++dH5/VPSJrNS6pX9l3qzxyRWS8gwfhsXGNwsqgCCCAAAIBCFDAB4BEEwQQiC0B40C7gWve0uLq3bG1MBOsxth9f3P6BNUXNzxuLFpfSalVGv6jG5o9vBpHik48+W+qDeAe9MYO1jiZ/tM3ZsmxpzKgqYy/s5W1pTopKcff/vWy9XqhdLUuyuyqZLtD/9mzQdM6nqcNdXv1m8J5eqjNYPVNahnQ2IE0qu6apCXj61Ruj+zfebqjtf/gOtu+R+YFEgttEEAAAQQQiJQABXykJBkHAQRMJbCoqthfxHsVBZWRqeTCC9YMu+/GCqOlgDdiuWPAfXrFE9794eFl7fvePysv0zOvzpLNFfz5+Jdu/VCXZHTVxZnH+QectH2udnpqFG+z68yUNv5nxhuH2S2o2qmOCWlhX05vzOFLsGvVpDRty9kcIQKbv3jPiG8TofEYBgEEEEAAgeAEKOCD86I1AgjEkMCt27/UP4q+jaEVRflSfNI7b10V9bvv0VbAr83poyEdroua5N5TsFXXvv1JQCfTfxe0cfn88M3v6U95g/Sj5IZd9lfL1mlVXZn/Z9+9arxu3bvrf1pSXawJWT00pkVkbrXYNbSFlp+aL7fqwnLslDxIPdOGhjUGnRFAAAEEEAhHgAI+HD36IoCAqQUqPS7/gXYFripTr8Mswd9YNFBnvnWSKcKNph14A2zUoMf1lSsxauxCOZn+xdLVWlC9Sw/nDZbTHqe7d3ylJLtDD7Q+5ZB1barbq1/vmK9fZHbTqMyuEVl3TXunFk+sD/mS+kR7mv/gOoc9ISLxMAgCCCCAAAKhCFDAh6JGHwQQiBkBng3fRKk0dt/fnaD6fEcTTRjeNNFWwM/oNkbXp54V3qIi3PubuZ+pzbebAh7V2IV/umSFZu7drDibXS0dSfpj3gB1Tjj8Se6fVRbor8VLNavz8IDnOFZD45L6db/M1KaWG47V9JDfD8i8XDmJkfkwIejJ6YAAAggggMA+AQp43goIIGB5AZ4N3/hvATPtvhsajniXRg6+pvFhApzBbXPo5H5PqsxrC7DH980SCreqw0t/kc3jVk3rjqpr10W1bTqptnUH1Wfn+e87D+WV4XFr4eyPlLZlZ1DdKzz1KnbXqEtixiH97tm5UG3jUzQyvbP+VbpK39QUa0anYUGNH0jj3UMytWzITtWrOpDmap/UT73SRwTUlkYIIIAAAgg0pgAFfGPqMjYCCJhCYKerWn1WvaFd7hpTxGvGIN+ZPUH1W82x+/6d78VnTIgq6j/3/a2esnUMOiZHyS51/9MkFY6+Xj67Tc6CLXIWbJIzf7Pi6mtVeMl1Kjv13KDHNToEezL9wZO8tWejhqd3lNPe8N5YVVuqXxV8qa77ivsbc3rrBGeW/3fGqfbGzn2kXnWtErTklz6VOXYddchUR64GZ02Uw8al85GyZxwEEEAAgdAFKOBDt6MnAgjEkMDH5fk6Z/0szqRvhJyOLeutC1///qCyRpiiUYaMtgK+IKOLTul6p4I//13Kff9VpS3/Shvu+Id/xz3jm7lqPe2fUlycCsbcrIreA0M2DPVkeuOS+tHb5mhM5vEaldFl//w35H+m63J6qZcz2/+zQleVfr/zaxkftA1N6yCjqLeHeNXAwYv0xdm08ZpsrW+z3jiz/hADm+w6LetapcVHx1MAQk4SHRFAAAEEYkaAAj5mUslCEEAgXIE/Fv5P9+74Jtxh6H+QwNtzrpB7Y7zpXKKtgDcArxz4qD50pwZv6Xap+73XqGzgEKWu+1ZJ+RtVcuYF2jVsrHyJzuDHO6iHcTL9L6d/EvQ4S2qKdVfhAj3S5lSdnJSjNbVluqnwCz3W5jR/AV/pqdfl2z/Wj5PzdEvLk3XvzoUamNxKP8voHPRcR+tQOjhdS4YVHXJJfffUs9Ul5ccRnYvBEEAAAQQQCEeAAj4cPfoigEBMCXh9Pp2yZrr+V10UU+tqzsWYdffdMIvGAv7TziM0rsUFQafUVlej9i88orS1S1XdtrMKxv9a9a3aBT3O0Tq8uWK5Tv10UdBjflKZr4d3LVZSXLyqvC6dk9ped+T29Y8zY+8mfVC+Tc+2bzjA79aCLzUgOVfjIvR4uR8Ga1xSv+wau0oSCv0/zohvq8EtJoZ8RkDQEHRAAAEEEEAgAAEK+ACQaIIAAtYR2FJXrj6rp2mvp946i27ElU7/ZLw8a6Pn8WfBLDUaC3jjIu8hA5/WOndcwEtxFmxWp8d/62/vzsxWdcduKhx7c8D9g2kY7Mn0341d7qnXitoS5TqSddwPDrczTqJ/c+9G/aX1qfpXySp9VLldr3T4qTLiGuk9ZZO2TMjR+i7bdFr2tUqOaxHM8mmLAAIIIIBAowtQwDc6MRMggIDZBN4u26RRmz40W9hRF+/Q8q6aOHVI1MUVaEAXn3W15HUH2rzJ2v279w26J/6kgOczdt9zPnpTu8+5WHHVVUrYvUPVx/cOuH8wDVt4PFo04z05C0uC6XbUtsbz49/au0nZcU7dnzdQ7RPSVON164uqQq2t26NJ2b0UH8HD7fwfdNxwjhwn9YjYGhgIAQQQQACBSAlQwEdKknEQQCCmBG7d/qX+UfRtTK2pqRfz5ufj5FuZ1NTTRmy+i8++TnJF35MJSpNy1f+E+1V76JlrEVt7OAP1ranSrNdnyl5ZG84wB/Q1Drxz+byaV7VDH1Zu18raUp2anKeh6R10sjNb9kgW8Kf3ki437wdPEUNnIAQQQACBqBSggI/KtBAUAgg0t0C916O+q6dpVW1Zc4diyvkHVbfVbS9F/vndTYkRrQW8YXDHgPv0iif4k9Ede0tlr6lSfV77w1K2WPCR5KpX2RnDw6IeX1qsh954XzZXKGfmfz+12+fVwupd+qBiu4wD7/ontdR5aR3898FH8pFy+2c8vo30q5H+0/l5IYAAAgggEI0CFPDRmBViQgCBqBBYWVOqAavfUo0v+i6jjgqgowTx6sJLFb8oLdrDPGp80VzAr2g1QOe2vToo3/iyYh33p0ly5bTWhrufPGzftKXz1W7Ko1o3+d/yZDQ8fz3UV6gn038335t7NuilsrXq7cz2Pz5ucEqeSt21+rgyX4OTW6nzD+6VDzXGA/qlJUmTx0rpyREZjkEQQAABBBBoDAEK+MZQZUwEEIgZgRdL1ujKLZ/GzHqaYiHG7vvtU4bJ522K2Rpvjmgu4I1VDx/0hJa4EoICyJ31svYMGHLEHXhjsE5/v0uelDRtv+Z3QY19uMazli5Rvy+WhjSOcZ+7TZLT7vD3X1lTol8XztPpqW203VWp81Lba1Rm15DGPqST3d6w896tbWTGYxQEEEAAAQQaSYACvpFgGRYBBGJHgPvhg8tlLOy+Gyu++Jybpbry4BbfhK3/02OCfpU8OOIzxhcXqtsDN2jzdfequlvgh+UdLhC7z6flcz5W1rrtYcXp9Xk1auuHuizzOF2Weby/mH+geLGmdjgnrHH3dx57lnRm4xzsF5kAGQUBBBBAAIEGAQp43gkIIIDAMQSM58NfsmmOpL5y+gAAIABJREFUpu/ZhNUxBLrVZemBF0eZfvfdWOZF590mW83uqM15jSNF/fs8qjKvsU8d2Ver6c8pY9l8/6X04d4P3spVr/mzPlBSQegn0+9yVevK7Z/ovc7D5ZNPt+9YoBZxifp9q/7hL3xwD2lChD4ICD8aRkAAAQQQQOCoAhTwvEEQQACBAASMy3kHrXlL39aUBtDauk2eXzZKafPDu3c6WvSivYA3nP7c97d6ytYxaLK8N/+ppG0bFFdXI7urXjK+19fJ5vXI7m2498GdmqFNtz4sV3bwh+UdHFC4J9Mbp9BPKvhMJzmztby2RMZz4//V7iylxQV3C8EhUO1bSndcJCXEB21IBwQQQAABBJpDgAK+OdSZEwEETCmQX1+pU9ZMV4GrypTxN3bQxu77g1NGyetq7JmaZnwzFPAFGV00oOudQYMkbVql1PXfyutMlseZJE9SasO/E50N35NS5ElJD3v3/YeB+U+mf222bPs+IAg2aI/Pq08qC1TiqdXP0zsrad+98cGOs799Ror029FSZmrIQ9ARAQQQQACBphaggG9qceZDAAFTCyyvLtGP176tilipUiOYjVjafTdYzFDAG3GOHfSY5roif3J60pa1Slm7TJUn9ldtuy4Reac8uXG9Rs3+MiJjhTVIYrx05yVS2+ywhqEzAggggAACTS1AAd/U4syHAAKmF/iofLvOXz9bbpn8mPUIZiLPnaKnXhwTM7vvZirgP+08QuNaXBDBbEop65ar0zP3qDavveJLi1Uw5iZV9Dk1InPMWfSNes3/NiJjhTSI3Sbd8nOpR/uQutMJAQQQQACB5hSggG9OfeZGAAHTCrywe42u2srj5b5L4FOrRyh3bp5p83m4wEcNvVv26h1RvyafpAEDnlWhJ7zD7Bwlu5T5zVz/ve9J2zcoqWCLNv3mr0rYla+uj9yiDb9/Vq4WLcP2iNTJ9CEFYhBdeY40qEdI3emEAAIIIIBAcwtQwDd3BpgfAQRMK3BXwVd6eOcS08YfqcCN3fdnXrlM7prwCshIxROpcS48f7LiKrdFarhGHeeJk27Vg46eIc/hKCvWcQ/dLF9CoqqO66XUtUtV2fVE5U+82z9m57/fqb39zlDp6cNDnuOHHY2T6b9+610lFO+NyHgBDzL6dOnsPgE3pyECCCCAAALRJkABH20ZIR4EEDCNAI+Xa0hVLO6+G+syUwFfmpSrk3veL0+Ifz2tZr6kFl99pHW/f1be5FSlL/5Cee+8oE23PKTE3Tv9l9MXjL5eewZH7nFrZ1aWa+q092SvrA0x6iC7/eRk6dIzguxEcwQQQAABBKJLgAI+uvJBNAggYDKBWq9bIzd+oA/Lt5ss8siEm+ZJ0MtTxsfc7rvZCngj3kkDH9FMd0ZIic197xUlb16jLTf+yd/fuX2Duv7tdtXltFbi7h3a22ugtl95p2x2e0jjH6lTuCfTBxzMwO4Nl84b97/zQgABBBBAwMQCFPAmTh6hI4BAdAhYuYh/eNM56vJh8M8hj47MHT0KM+3AGytZ1OZ0XZB3eUi0CTu3q8ujv9GmX/1F9W06KnPeB8qb+ZLWPPyaZDz2bV/h7igtkju9heSI3HPTG/1k+j5dpGuHSXGR/fAhJGg6IYAAAgggEKYABXyYgHRHAAEEDAErFvHG7vuU18fLVR6bu5pmK+CN9+FPBz2tVa64kP4o05Z/pbZT/6H63LZKyt+o0sHnasfo6/xjJRRuVcfnH1RCyS7VZ7fSlkn3yJXTOqR5Dtdp7tdfq9vCVREbb/9AFO+RN2VEBBBAAIFmFaCAb1Z+JkcAgVgSsFoRH8u778b7cuTw++Wo2Giqt+jLJ16juxL7hxxzYuFWZSybp5p2x6m81wDZbLb9p9Dv6X+WioZfrvRlC5S8fYMKxt4c8jwHd3R6vPrmv58oa10Eb0WheI9YfhgIAQQQQCB6BCjgoycXRIIAAjEgYJUiPt5r17TXrozZ3XfjrfjzEQ8pvnyNqd6VNY4U9e/zqMq8kbsqwngmfMsPXtOWmx/0W+TNeF7Obev3/z9SQBE9mZ7iPVJpYRwEEEAAgSgToICPsoQQDgIImF/ACkX87/LPUJ9Z3cyfrKOswIwFvLGcyf0m6zlf24jlJq5ir7o+dKNKh4z0774n7NzmL95r23eN2BzfDWScTP/qazNlq3WFPjbFe+h29EQAAQQQiHoBCvioTxEBIoCAGQViuYg3dt/fnD5B9cWxfSiYWQv4tTl9NKRDw73rkXol7MpX6+n/Vn1WK+0+9xK5WrSM1NCHjHNT0Q7d9cYHsvlCmILiPQQ0uiCAAAIImEmAAt5M2SJWBBAwlUCsFvFW2H033mhmLeCN2EcNelxfuRLD/3vxeGSvrlRcbZXiaqsVV1Xh/278zFFTJXtVhUrPGCF3Znb4c/1ghP9bv0bDPlgQ3Jin9JB+cTanzQenRmsEEEAAAZMJUMCbLGGEiwAC5hKIuSLeJ73z1lUxv/tu9gJ+Rrcxuj71rLD+WNr/3wNKXbVIvsQkeRKc8ianypOULI//+76v5FRVnvAj1bY/Lqy5Dtc5qJPpT+0pjf/J/sfdRTwYBkQAAQQQQCBKBCjgoyQRhIEAArErYFwJPLlwof60Y5HpF3lj0UCd+dZJpl9HIAu4YMTflFi+PJCmUdfGbXPolP5PqtATucPsjEU6t66TJzVDruxWjb5m42T6ZbM/VNqWnUefa8RA6YJBjR4PEyCAAAIIIBANAhTw0ZAFYkAAAUsIvFyyVldvnSuXz2vO9Rq77+9OUH2+w5zxBxn1iBFPyFlu3g9d/tr3Dv3NFpmD5hylRer89GT/c+CN3Xjj+fB7+50RpGjwzbvW1erTN2bJsafy0M42W8Ou+2knBD8wPRBAAAEEEDCpAAW8SRNH2AggYE6BLyt3aPj62Sr31ptuARN399XQaf1MF3eoAZu9gC/I6KJTut4pT6gA+/rZ6mrVffKVquzRRzsuvV62ujp1/sddWv/H58IcObDuPysv0zP/ee/Ak+njHdKkYVKvToENQisEEEAAAQRiRIACPkYSyTIQQMA8AqtqSjViw2xtrq8wT9CS3p5zhdwb400VczjBmr2AN9Y+aeAjmunOCIdBNrfLX8CveeAV/zhZn81S7rtTtOYvb4Q1bjCdDziZPtUp3fQzqVPjX8YfTIy0RQABBBBAoCkEKOCbQpk5EEAAgYMEdrtrdN76d7W4ercpbMaW9daFrzfufcY+n0/VnlLV+6qUGpereLszKJtaT7kS7Kmy2yLzeLtYKODnd/ipLs65JCjHwzXu8uhtqs/JU0JRgRJ3btO2X96jqm5NexbC1NWrNGTpaunWkVLL8D6UCBuEARBAAAEEEGgmAQr4ZoJnWgQQQKDa69Llmz/W23s2Rz1GsLvv7+36g/JrD71/fGDmBPXNGH3Iegtrl2v2rj/II5f/dzafXadkTdRJ6Rce0nbu7r9rbdUcXdHudTnj0v2/n71rsnbUrZDdFqczsm5S15SG+7M3Vn2ueaXPany7qbIZ90wH8YqFAt5Y7lkDn9Y6d1wQKz9MU7dbue+/KpvPp5IfD5M7Kze88ULofUpKnKbn2qSU4D7YCWEquiCAAAIIIBC1AhTwUZsaAkMAASsIGLvON23/Uk8Vr4ja5Y7c213jXj09qPgq3cWq81Tt7+NWrWbs/LXOzL5VPVLPPWSsgppl2u3aoOOSz1KiPV0Lyv6pVZWzdVX76QfsxH9bPkPzy/7l7/9dAb+7fpOmF96sqzq8rTWV72tN5Rxd3OZJeX1evVowQQMzr1C31LODit9ofP6IZ5Rc/nXQ/aKtw79736B74pt2tzzSBje1TNAdrRIU5scQkQ6L8RBAAAEEEGhyAQr4JidnQgQQQOBQgVdK1mnSts9U5XVHHc+bn4+Tb2VSWHF9XfaiVlW+p1+0e01xtmOfYr9kzxtatHeqJrR/Uw57w333W6sX6sOi+3R69o36vPTx/QX8t+UztaJipsa0fU75NUs1e9fvdW2nd7Wu8mMt3POSxrV9Kejdd2O+ocOfU2rFl2GtOxo6lyblqv8J96vWeJ6hyV6ZcdKT7Zz6Sdqx3zMmWxrhIoAAAgggEJIABXxIbHRCAAEEIi+wsW6vfrbhfa2qLYv84CGOOLS8qyZOHRJi74Zu1e49eiX/cn/h3TNt6FHH2lbzjVZVzFZB7VKdkjlRJ6YP97cvqduit3bcqHNy71ZqXCtN33nz/gK+uG693t7xK13dcaZWV87W6ooPNKr14/45T8ua5L+cvsy1TRmOtv5L7AN9xUoBb6z3jgH36RWPuQ5965Nk17/bO9U2ITJnGgSad9ohgAACCCAQzQIU8NGcHWJDAAHLCdT6PLpt+/youaQ+Ervvn5c8rq01CzWu7cvHPGBuZcW7/kvgy+q3+u+V75c5TjWePXq98BqdnD5KP8oYo+K6DQcU8MZtCMbl+aWurfL5PP7L9F2+Wi0rf0sXtn5M03fconpPlf/++qG5k9XW2Seg91WgBXxJdcOD2rKTj/7hgNfrU1G1VzlJdjniDr0f3+3xaXe1R3mH2W2udXllbKAnxYdWzK5oNUDntr06oHVHQ6PRmQ490iZRCfbgzi2IhtiJAQEEEEAAgcYUoIBvTF3GRgABBEIUmLFns67c8on2eJrvefGDqtvqtpeGhbiChm7l7p16reAqnZ1zl47bd7BcIAMaO/HvF03W6NbPamfdKv8l88b98Tab3V/Q59cuVuek0/yH3OU5T2iYy7VTyXFZ/jYv54/RT7JvU72vRt/secV/ef380n+p2lOin7a8O5AQjnoJvVGM/3txpd5ZWyOXV7LbfPrw8iPvcM/dUqsHv9wrr6+hIJ3YN0WX9Urx/9vj9enPX+zVV/kNuXY6bLqqb4pGdEv2/3/qt1V6fUXDeQIXdEvStf3S/P82PjgYO323Xvp59mGL/oMXOXzQE1riSgho7c3VyGmTHmyTqEtbWOdxhc1lzbwIIIAAAuYUoIA3Z96IGgEELCCwvb5SIze+32yPmnt14aWKX9RQLIb6+rDofpW4Nmts2+eDGsI4BG9qwRUanvtn/0nz6yo/2d+/yrNbm6q/UM/UYToh7XzlJHQ9YGzjoLvVlR9odJtn/SfQ73UV6vxW92ll+XtaWj5N49q9GFAs557/ktIrPz1s27/OL9cnm2s1pleyzj8+yV/E56Uefge+xuXVyP8Ua0yvFF3eO0WfbKnVX+ZX6PmfZal9hkPTVlXrucUVenVUjn8Xf/rqav1zUYWmj26pJIdNI14r1t/Oa6HkeJsmzizV7LEtFR9n0yPz9srjle4+PbBHqs3oNkbXp54V0Nqbo1HnBJue6+BUT2fgtzk0R5zMiQACCCCAQHMKUMA3pz5zI4AAAscQcPm8+kPhQj2yc4n/Euqmehm777dPGSafN/QZd9dt0ls7b9TQln9Ux+SBBwxkHEj3RemTGtbyPmUndtLy8hly2tPVPqmffwf9892Pa0v1Av2iw2ty2g/8EOHgS+h/OLDbW6+X8i/bf6n8hqrP9XXZ8xrb9gXNK31Gdd5Knd3yjoAW9dNhryqzas4hbYsq3Rr3dqkm9UvVRSc07JIf7fXp5lo98GW53hvTUgmOhh34Uf8p1oU9kzX+pBQ9ubBC/91cq9dHZcsZb9eWMpeuebdML/w8Sz6fdNXMUs28LEeJcTadN7VYT53fQukJNl3xTommjMxWbmpgB7y5bQ6d3O9JlXmj77L04elxeqytU6mHubXgWL78HgEEEEAAASsJUMBbKdusFQEETCswp3y7Lt00p8kuqY/E7vs7O25Xva9Kl7R5+hD39VVz9cnuRzQy7zG1Suwu49T5hXu/3xl32Jw6O+d2dUoefEjfoxXwS/dO08bqL3RR68f9/eo8lZq16y7tdRcq3ubUOS1/p9bOEwN6HxypgP9oY40emV+h0zskaFOZWwlxdp1/vFMjexy+mDcuf39jZbWmX9py/7w3vV+qjhkO3XZqur9gv352mdIS7bri5BR9sKHGv9v+0E9byOvzadjUIj05LMv/swnvNOzAPzyv3L87/5tT01VU5VGyw6bUxGPfH//nvr/VU7aOAa2/KRql2aXJrRM1jkvmm4KbORBAAAEEYkCAAj4GksgSEEDAGgI7XNW6PX++ppaub9QFd6vL0gMvjgpr9z2UAL3//wA/49J52aTUuNxjHngXzBxV7lKlOLKC6aIjFfBTllXq5eXVGtk9Sd1zHFq7260Za2t088BUXdD90CL+X4sq9OmWOr12Uc7++W+bU6aUeJvuHZIp4xL7O/+7R7VuaUel2//9jlPTdE7Xhkf3Gf1nrKnx/3vYcQ0fFFw9q0SvjcrR4wsrtGhHvf9SemM3f0zvhvvqj/QqyOiiAV3vDMqhsRqflxanh9okqlWIB/M1VlyMiwACCCCAQDQLUMBHc3aIDQEEEDiMgLEbf83WudpWX9koPs8vG6W0+cEVu40SSDMPerQCfua6Wk275PuC/K7/lvkL778PbXFI1MfagX90frlWFrv03AVZ/g8vXlhSqddX1vgvle+W3XCYW3mdV16flOm06/ef7FHrtDiN7ZWs0W+W6J1Lc7Si2KWHviw/YJf/SHxjBz2mua5jX/rfWPy5Dpu/cB+aHtil/40VB+MigAACCCBgRgEKeDNmjZgRQMDyAlVet35X8JWeKPpWYdymfoijsfv+4JRR8rosT3zEHfjv7mmfPTZH8XENl60bO+rGTvpTw7MPgfu+fcPhc8bLONTuon33wI+bvlu9WsbvP4zOOOHeuNf9qj6H7qhvLnNr0nslmnZJS60qdum+z/Zq9rhcFZa7dcU7pZpxaY5SjvHc9E87j9C4Fhc0S4IvynToz22cSj/21f7NEh+TIoAAAgggEO0CFPDRniHiQwABBI4i8E1Vka7c8qlW1JZGxInd9+8Zh5z3prJr3j3E1dgNv2RasYYfn6QbB6Zp2c563fHfvZrQJ0Xjeqeoos6ra98t9V/SbpxQX13v1c//s1vjeicf9hT6P87do4UF9Xp2RJbap8dpzsZa/XVBhf8Qu3YH7VLf8VGZjsty+B8lt6fGo0veLNH00Tn6tsilx76qOOCqgCO9IYzDEAcMeFaFnqY7zK5tvE1/bZOoMw/zjPuIvHEZBAEEEEAAAYsIUMBbJNEsEwEEYlfAOKne2ImfXLhQxs58qK88d4qeenEMu+/7AM889x21rH37sJzzttXqvs+/f677mR0TdfeP0xVnt2lPrVHg79aEk5M17qRUf/+PN9XqoXnl+8f64e/Kajz6+1cV+qqgzv/7rKQ4/+PpfnbQ/fQbSl26YXap//Fy3+2yG4+Sm7ulTsaFABP7ph7xIL2DF/HESbfqQUfPUN8qAfczPiK4Ojted7ZKVDK77gG70RABBBBAAIEjCVDA895AAAEEYkRga12F/974jyryQ1rRU6tHKHduXkh9Y7HT0Qp4Y70er087Kj1q4bQf87J1o71xonxhhUetUuL2X0r/Qze3x6fdNd4jPk/+SMbGjr/TYTvsmEfqU5qUq/4n3K/aRnw24YBkux5uk6gePNc9Fv88WBMCCCCAQDMJUMA3EzzTIoAAAo0lMKVknX6dP0+73bUBT2Hsvj/zymVy1zTdZdUBB9dMDY9VwDdTWBGb9pYBD2ia59B79sOdoGuCTb/L45C6cB3pjwACCCCAwOEEKOB5XyCAAAIxKLDHU6cni1bo0V1LA3p2PLvvh74JYr2AX9TmdF2Qd3nE3v3ZcTbd1ipB47LixfnyEWNlIAQQQAABBA4QoIDnDYEAAgjEsIBRyP9l51I9XrRclUe4Pz7Nk6CXp4xn9/2g90GsF/DGcocPekJLXAlh/QU4bdK1OQm6sWWCUrnPPSxLOiOAAAIIIHAsAQr4YwnxewQQQCAGBIzL6R/bteywhfzDm85Rlw87xsAqI7uEH5/9nvJc0yI7aJSN9p8eE/Sr5MEhRWXcbDG6hcN/QF2eg1svQkKkEwIIIIAAAkEKUMAHCUZzBBBAwMwCRiH/4M7FeqZohWp8Hhm771NeHy9XOQXYwXkdPGSO2npeNXO6jxl7jSNF/fs8qjJvcPk/PSVO97ZO4IC6YwrTAAEEEEAAgcgKUMBH1pPREEAAAVMI7HBV6087vlG7RXk6/r3Opoi5qYO0QgFvmE7uN1nP+doek9e4On5YukOTchLUj2fCHdOLBggggAACCDSGAAV8Y6gyJgIIIGASgboKaf1HHm38zCtXlUmCbqIwrVLAr83poyEdrjuiqnFf+5gW8bomJ0Ht4oPbqW+iVDENAggggAAClhGggLdMqlkoAgggcGQBT720db5X6z7yqHIXUoaAVQp4Y61jBz2mua7kAxLfOcGmidkJuqRFvNI4nI4/CgQQQAABBKJCgAI+KtJAEAgggECUCPikgiU+rf3Ao9JNvigJqnnCsFIB/37XUZqYcZ4f+pSUOF2THa+h6Q6x39487z1mRQABBBBA4EgCFPC8NxBAAAEEDitgFPDr5niVv8grWbCWH3jm5+rge94a7474JP3hjMc1Otup3k62262RdFaJAAIIIGBGAQp4M2aNmBFAAIEmFKgpk7Yu8GrLlx5VFjXhxM08Vb8fz1Nn+7+bOYrGnN4mtT5R6nKa1HGQ5EhszMkYGwEEEEAAAQQiIEABHwFEhkAAAQSsIrB7vU9bvvRq+zdeeepie9UxW8BndZa6niZ1GiwlZcZ2ElkdAggggAACMSZAAR9jCWU5CCCAQFMIuOuk/P95tflLr0o2xOb19TFVwKdkS51PlY47U0pv3RRvEeZAAAEEEEAAgUYQoIBvBFSGRAABBKwkUF1iHHznVcEir3YbxXyM1POmL+ATUhoujTcukW/VXeJIOiv9WbJWBBBAAIEYFaCAj9HEsiwEEECgOQTqyqXCpV7lL/aqaLVPPk9zRBGZOU8etFDHJz4dmcGaahR7nNS2T0PR3r6fZHc01czMgwACCCCAAAJNIEAB3wTITIEAAghYUcBVIxUs9vq/dq30yes2l0Kv/ovVI/nx6A7aZpOyOkl5J0h5JzbstDuc0R0z0SGAAAIIIIBAyAIU8CHT0REBBBBAIFABT71UstGn4rVeFa3xqXRz9O/OR2cBb5NadGgo2FufILXqIcUnB5oG2iGAAAIIIICAyQUo4E2eQMJHAAEEzChghoI+agr4zHb7dtiNgr2nlJhqxpQTMwIIIIAAAghEQIACPgKIDIEAAgggEJ6AUdDv2e5T2ZaGr9ItXlXsVLMeiNdsBbxxSrxxObx/h72n5EwPD5feCCCAAAIIIBAzAhTwMZNKFoIAAgjEloDxnPmyrT7/V+kWn8oLfarY6ZPX1TTrbNQC3jghPj1v31drKW3fvzNacw9706SXWRBAAAEEEDClAAW8KdNG0AgggIBFBXxSbblUucunyqIffjX8zHg+faRePfp8q17pj4Y+XHzS94X5d8W6UagbRbpRwPNCAAEEEEAAAQSCFKCADxKM5ggggAAC0SvgrpWMR9nVVfr8hX5dhU91FQd+N4p8j0v+nXyv2yeP2/je8H//v/ft8B/fe41ObvlYQ7Ht/0r+/nvidz/74c9/0M74PafBR+8bhcgQQAABBBAwqQAFvEkTR9gIIIAAAggggAACCCCAAALWEqCAt1a+WS0CCCCAAAIIIIAAAggggIBJBSjgTZo4wkYAAQQQQAABBBBAAAEEELCWAAW8tfLNahFAAAEEEEAAAQQQQAABBEwqQAFv0sQRNgIIIIAAAggggAACCCCAgLUEKOCtlW9WiwACCCCAAAIIIIAAAgggYFIBCniTJo6wEUAAAQQQQAABBBBAAAEErCVAAW+tfLNaBBBAAAEEEEAAAQQQQAABkwpQwJs0cYSNAAIIIIAAAggggAACCCBgLQEKeGvlm9UigAACCCCAAAIIIIAAAgiYVIAC3qSJI2wEEEAAAQQQQAABBBBAAAFrCVDAWyvfrBYBBBBAAAEEEEAAAQQQQMCkAhTwJk0cYSOAAAIIIIAAAggggAACCFhLgALeWvlmtQgggAACCCCAAAIIIIAAAiYVoIA3aeIIGwEEEEAAAQQQQAABBBBAwFoCFPDWyjerRQABBBBAAAEEEEAAAQQQMKkABbxJE0fYCCCAAAIIIIAAAggggAAC1hKggLdWvlktAggggAACCCCAAAIIIICASQUo4E2aOMJGAAEEEEAAAQQQQAABBBCwlgAFvLXyzWoRQAABBBBAAAEEEEAAAQRMKkABb9LEETYCCCCAAAIIIIAAAggggIC1BCjgrZVvVosAAggggAACCCCAAAIIIGBSAQp4kyaOsBFAAAEEEEAAAQQQQAABBKwlQAFvrXyzWgQQQAABBBBAAAEEEEAAAZMKUMCbNHGEjQACCCCAAAIIIIAAAgggYC0BCnhr5ZvVIoAAAggggAACCCCAAAIImFSAAt6kiSNsBBBAAAEEEEAAAQQQQAABawlQwFsr36wWAQQQQAABBBBAAAEEEEDApAIU8CZNHGEjgAACCCCAAAIIIIAAAghYS4AC3lr5ZrUIIIAAAggggAACCCCAAAImFaCAN2niCBsBBBBAAAEEEEAAAQQQQMBaAhTw1so3q0UAAQQQQAABBBBAAAEEEDCpAAW8SRNH2AgggAACCCCAAAIIIIAAAtYSoIC3Vr5ZLQIIIIAAAggggAACCCCAgEkFKOBNmjjCRgABBBBAAAEEEEAAAQQQsJYABby18s1qEUAAAQQQQAABBBBAAAEETCpAAW/SxBE2AggggAACCCCAAAIIIICAtQQo4K2Vb1aLAAIIIIAAAggggAACCCBgUgEKeJMmjrARQAABBBBAAAEEEEAAAQSsJUABb618s1oEEEAAAQQQQAABBBBAAAGTClDAmzRxhI0AAggggAACCCCAAAIIIGAtAQp4a+Wb1SKAAAIIIIAAAggggAACCJhUgALepIkjbAQQQAABBBCpanTPAAADfUlEQVRAAAEEEEAAAWsJUMBbK9+sFgEEEEAAAQQQQAABBBBAwKQCFPAmTRxhI4AAAggggAACCCCAAAIIWEuAAt5a+Wa1CCCAAAIIIIAAAggggAACJhWggDdp4ggbAQQQQAABBBBAAAEEEEDAWgIU8NbKN6tFAAEEEEAAAQQQQAABBBAwqQAFvEkTR9gIIIAAAggggAACCCCAAALWEqCAt1a+WS0CCCCAAAIIIIAAAggggIBJBSjgTZo4wkYAAQQQQAABBBBAAAEEELCWAAW8tfLNahFAAAEEEEAAAQQQQAABBEwqQAFv0sQRNgIIIIAAAggggAACCCCAgLUEKOCtlW9WiwACCCCAAAIIIIAAAgggYFIBCniTJo6wEUAAAQQQQAABBBBAAAEErCVAAW+tfLNaBBBAAAEEEEAAAQQQQAABkwpQwJs0cYSNAAIIIIAAAggggAACCCBgLQEKeGvlm9UigAACCCCAAAIIIIAAAgiYVIAC3qSJI2wEEEAAAQQQQAABBBBAAAFrCVDAWyvfrBYBBBBAAAEEEEAAAQQQQMCkAhTwJk0cYSOAAAIIIIAAAggggAACCFhLgALeWvlmtQgggAACCCCAAAIIIIAAAiYVoIA3aeIIGwEEEEAAAQQQQAABBBBAwFoCFPDWyjerRQABBBBAAAEEEEAAAQQQMKkABbxJE0fYCCCAAAIIIIAAAggggAAC1hKggLdWvlktAggggAACCCCAAAIIIICASQUo4E2aOMJGAAEEEEAAAQQQQAABBBCwlgAFvLXyzWoRQAABBBBAAAEEEEAAAQRMKkABb9LEETYCCCCAAAIIIIAAAggggIC1BCjgrZVvVosAAggggAACCCCAAAIIIGBSAQp4kyaOsBFAAAEEEEAAAQQQQAABBKwlQAFvrXyzWgQQQAABBBBAAAEEEEAAAZMKUMCbNHGEjQACCCCAAAIIIIAAAgggYC0BCnhr5ZvVIoAAAggggAACCCCAAAIImFSAAt6kiSNsBBBAAAEEEEAAAQQQQAABawlQwFsr36wWAQQQQAABBBBAAAEEEEDApAIU8CZNHGEjgAACCCCAAAIIIIAAAghYS4AC3lr5ZrUIIIAAAggggAACCCCAAAImFaCAN2niCBsBBBBAAAEEEEAAAQQQQMBaAhTw1so3q0UAAQQQQAABBBBAAAEEEDCpwP8DYKDfa6MClIEAAAAASUVORK5CYII="},"metadata":{}}],"execution_count":19},{"id":"822afd1a-81b6-4e2c-a0f0-d671948ed62c","cell_type":"code","source":"courses_top10 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Distributions By Semester","metadata":{"trusted":false}},{"id":"cc559632-188d-43b7-90c8-8f54f5c784d6","cell_type":"code","source":"#sort df by semester \n#give sem intrinsic numerical value\nsem_order = [\"spring2024\", \"fall2023\", \"summer2023\", \"spring2023\", \"fall2022\", \"summer2022\", \"spring2022\", \"fall2021\", \"summer2021\", \"spring2021\", \"fall2020\", \"summer2020\", \"spring2020\", \"fall2019\", \"summer2019\", \"spring2019\", \"unknown\"]\nnbgitpuller_textPayload_df_pull_normal.loc[:, \"semester\"] = pd.Categorical(\n nbgitpuller_textPayload_df_pull_normal[\"semester\"],\n categories=sem_order,\n ordered=True\n)\nnbgitpuller_textPayload_df_pull_normal_sem_sort = nbgitpuller_textPayload_df_pull_normal.sort_values(\"semester\")\nsorted_sem_count = nbgitpuller_textPayload_df_pull_normal_sem_sort.semester.value_counts().reindex(sem_order)","metadata":{"trusted":true},"outputs":[],"execution_count":21},{"id":"ff33b511-1621-4aa1-ad8e-3fda8b03d35e","cell_type":"code","source":"agg_sem_counts = nbgitpuller_textPayload_df_pull_normal_sem_sort.groupby(\"semester\").count().reset_index()\nagg_sem_counts = agg_sem_counts.loc[:, [\"semester\", \"log_info_type\"]].rename(columns={\"log_info_type\":\"count\"})","metadata":{"trusted":true},"outputs":[],"execution_count":22},{"id":"09120f51-c5fc-4f4f-8552-d18d581a449c","cell_type":"code","source":"fig = go.Figure(data=[go.Bar(\n x=agg_sem_counts['semester'], \n y=agg_sem_counts['count'], \n text=None,\n textposition='outside', \n marker= dict(color='green')\n)])\n\nfig.update_layout(\n title='Semester Content Count (Github Repos)',\n xaxis_title='Semester',\n yaxis_title='Count',\n xaxis=dict(\n tickangle=-45, \n categoryarray=sem_order,\n ),\n yaxis=dict(\n tickformat=',d', \n 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"},"metadata":{}}],"execution_count":23},{"id":"57b61372-9e46-41aa-b7fe-93186199ce5a","cell_type":"code","source":"def format_semester(semester):\n if semester == \"Unknown\": \n return \"Unknown\"\n else: \n season = semester[:-4].capitalize()\n year = semester[-4:]\n return f\"{season} {year}\"","metadata":{"trusted":true},"outputs":[],"execution_count":24},{"id":"a3a09d6e-e920-4063-a696-640aff755480","cell_type":"code","source":"unique_sem = ['spring2024', 'fall2023', 'summer2023', 'spring2023', 'fall2022', 'summer2022']\n\nrows = len(unique_sem) // 2 + len(unique_sem) % 2 \n\nfig = make_subplots(rows=rows, cols=2, subplot_titles=unique_sem, specs=[[{'type':'domain'}]*2]*rows, vertical_spacing=0.1)\n\nfor i, semester in enumerate(unique_sem):\n filtered_sem = nbgitpuller_textPayload_df_pull_normal_sem_sort[nbgitpuller_textPayload_df_pull_normal_sem_sort['semester'] == semester]\n semester_dist = filtered_sem['course'].value_counts()[:6]\n sem_other = filtered_sem['course'].value_counts()[6:].sum()\n semester_dist['Other'] = sem_other\n \n row = i // 2 + 1 \n col = i % 2 + 1 \n fig.add_trace(go.Pie(labels=semester_dist.index, values=semester_dist.values, name=semester, hoverinfo='label+percent'), row=row, col=col)\n\nannotations = [\n dict(\n text=title, \n x=(col - 1) / 2 +0.05,\n y=(rows - row)/ rows+0.2, \n xref='paper', \n yref='paper',\n showarrow=False, \n font=dict(size=12)\n )\n for i, title in enumerate(unique_sem)\n for row in [i // 2 +1]\n for col in [i%2]\n]\n\nfig.update_layout(\n title=dict(\n text=\"Course Distribution by Semester Repo\",\n x=0.5,\n xanchor=\"center\",\n yanchor=\"top\"\n ), \n height=300 * rows,\n showlegend=False, 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"},"metadata":{}}],"execution_count":68},{"id":"04e79204-203b-416e-b981-cb2886acb83f","cell_type":"markdown","source":"## Trends Over Time","metadata":{"trusted":false}},{"id":"0e680980-699d-4017-b9e6-f3c5170797ec","cell_type":"code","source":"courses_data = nbgitpuller_textPayload_df_pull_normal.groupby(\"timestamp_date\").count()","metadata":{"trusted":true},"outputs":[],"execution_count":65},{"id":"c5476309-d23e-4939-826d-04760062f616","cell_type":"code","source":"courses_data_abnormal = nbgitpuller_textPayload_df_pull_abnormal.groupby(\"timestamp_date\").count()\n\n# Create the combined scatter plot\nfig = go.Figure()\n\n# Add normal clicks data\nfig.add_trace(go.Scatter(\n x=courses_data.index,\n y=courses_data['action'],\n mode='markers',\n name='Normal Actions',\n hovertemplate='Date: %{x|%Y-%m-%d}
Action Count: %{y}',\n marker=dict(color='rgba(0, 0, 255, 0.5)')\n))\n\n# Add abnormal clicks data\nfig.add_trace(go.Scatter(\n x=courses_data_abnormal.index,\n y=courses_data_abnormal['action'],\n mode='markers',\n name='Abnormal Actions',\n hovertemplate='Date: %{x|%Y-%m-%d}
Action Count: %{y}',\n marker=dict(color='rgba(255, 0, 0, 0.5)')\n))\n\n# Update layout\nfig.update_layout(\n title=f'Clicks Over Time ({courses_data.index[0]} to {courses_data.index[-1]})',\n xaxis_title='Month',\n yaxis_title='Count',\n xaxis=dict(\n tickangle=-45,\n tickformat='%b',\n tickvals=[d.strftime('%Y-%m-%d') for d in pd.date_range(start=courses_data.index[0], end=courses_data.index[-1], freq='MS')]\n ),\n yaxis=dict(\n tickformat='d'\n ),\n width=1000,\n height=800\n)\n\nfig.show()","metadata":{"trusted":true},"outputs":[{"output_type":"display_data","data":{"application/vnd.plotly.v1+json":{"data":[{"hovertemplate":"Date: %{x|%Y-%m-%d}
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"},"metadata":{}}],"execution_count":67},{"id":"566a4498-e3ce-40bd-90e4-bc7487a29107","cell_type":"code","source":"def time_assigner(timestamp):\n date = pd.to_datetime(timestamp)\n month = date.month\n year = date.year\n\n if 8 <= month <= 12:\n return 'fall2023'\n elif 1 <= month <= 5: \n return 'spring2024'\n else: \n return None","metadata":{"trusted":true},"outputs":[],"execution_count":90},{"id":"aaaa86fe-15a1-4e81-b3e7-127ecc8e9e4e","cell_type":"code","source":"nbgitpuller_textPayload_df_pull_normal['semester time'] = nbgitpuller_textPayload_df_pull_normal['timestamp_date'].apply(time_assigner)","metadata":{"trusted":true},"outputs":[{"name":"stderr","text":"/tmp/ipykernel_105/620668591.py:1: SettingWithCopyWarning:\n\n\nA value is trying to be set on a copy of a slice from a DataFrame.\nTry using .loc[row_indexer,col_indexer] = value instead\n\nSee the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n\n","output_type":"stream"}],"execution_count":91},{"id":"57f4692b-460d-4c31-a84e-b40cb226e15e","cell_type":"markdown","source":"## Usage Frequency Per Course Comparisons","metadata":{"trusted":false}},{"id":"d04475f5-0cdd-4b7a-91cd-477542893772","cell_type":"code","source":"nbgitpuller_textPayload_df_pull_normal.columns","metadata":{"trusted":true},"outputs":[{"execution_count":94,"output_type":"execute_result","data":{"text/plain":"Index(['log_info_type', 'timestamp_date', 'timestamp_time', 'action',\n 'git_query', 'repo', 'git_user_content', 'git_user', 'git_content',\n 'git_path', 'file_extension', 'hub', 'git_user_content_path', 'course',\n 'semester', 'timestamp_date_time_pst', 'abnormal', 'semester time'],\n dtype='object')"},"metadata":{}}],"execution_count":94},{"id":"a7f64361-e064-473a-979b-377411111881","cell_type":"markdown","source":"### Usage Frequency by Date","metadata":{"trusted":false}},{"id":"e10760ed-e69b-43e4-8a9a-f98bfa3ec389","cell_type":"code","source":"def plot_course_usage(selected_courses):\n if len(set(selected_courses)) != 5:\n print(\"Please select exactly 5 unique courses to display the plots.\")\n return\n\n total_plots = len(selected_courses)\n total_columns = 5\n fig, axes = plt.subplots(1, total_columns, figsize=(25, 5))\n\n for k, course_name in enumerate(selected_courses):\n course = nbgitpuller_textPayload_df_pull_normal[nbgitpuller_textPayload_df_pull_normal['course'] == course_name].reset_index()\n courses_date = course.groupby(by='timestamp_date').timestamp_date.count()\n ax = axes[k] # Directly use the axes array element\n ax.bar(courses_date.index, courses_date)\n\n ax.set_title(f'{course_name} Usage Frequency')\n ax.set_xlabel('Date')\n ax.set_ylabel('Frequency')\n ax.xaxis.set_major_locator(mdates.MonthLocator())\n ax.xaxis.set_major_formatter(mdates.DateFormatter('%b'))\n\n plt.tight_layout()\n plt.show()\n\nunique_courses = sorted(nbgitpuller_textPayload_df_pull_normal['course'].unique())\ncourse_selectors_usage = [widgets.Dropdown(\n options=unique_courses,\n value=None,\n description=f'Course {i+1}',\n disabled=False\n) for i in range(5)]\n\noutput_usage = widgets.Output()\n\ndef on_selection_change_usage(change):\n with output_usage:\n output_usage.clear_output()\n selected_courses = [selector.value for selector in course_selectors_usage]\n if None in selected_courses:\n print(\"Please select both courses.\")\n elif len(set(selected_courses)) != 5:\n print(\"Please select 5 unique courses.\")\n else:\n plot_course_usage(selected_courses)\n\nfor selector in course_selectors_usage:\n selector.observe(on_selection_change_usage, names='value')\n\ndisplay(*course_selectors_usage, output_usage)","metadata":{"trusted":true},"outputs":[{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 1', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"013469f0180d40048e9be3a648cb7507"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 2', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"2ede9366cd854208af31be88351b8129"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 3', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"45c5c1b7066546eca460e8e90f5852a4"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 4', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"9dcd7b7e13b1433f944db77184479012"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 5', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"bb3bb20956c142f4aa55b7d0af4b3c37"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Output()","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"51b09d0278204b09a7943cff90400f45"}},"metadata":{}}],"execution_count":70},{"id":"d6d08946-790b-4eea-aad0-184165e6cc90","cell_type":"markdown","source":"### Usage Frequency by Hour","metadata":{"trusted":false}},{"id":"7c4bba8f-523d-4be8-ab05-31c3c4ea0770","cell_type":"code","source":"def plot_course_time_usage(time_selected_courses):\n if len(set(time_selected_courses)) != 5:\n print(\"Please select exactly 5 unique courses to display the plots.\")\n return\n\n total_plots = len(time_selected_courses)\n total_columns = 5\n fig, axes = plt.subplots(1, total_columns, figsize=(25, 5))\n\n for k, course_name in enumerate(time_selected_courses):\n course = nbgitpuller_textPayload_df_pull_normal[nbgitpuller_textPayload_df_pull_normal['course'] == course_name].reset_index()\n course['timestamp_time'] = pd.to_datetime(course['timestamp_time'], format='%H:%M:%S.%f')\n course['timestamp_time_hour'] = course['timestamp_time'].apply(lambda x: x.hour)\n courses_time = course.groupby(by='timestamp_time_hour').timestamp_time_hour.count()\n ax = axes[k] # Directly use the axes array element\n ax.bar(courses_time.index, courses_time)\n\n ax.set_title(f'{course_name} Time Usage Frequency')\n ax.set_xlabel('Time (hours after 12:00 am)')\n ax.set_ylabel('Frequency')\n\n plt.tight_layout()\n plt.show()\n\ncourse_selectors_time = [widgets.Dropdown(\n options=unique_courses,\n value=None,\n description=f'Course {i+1}',\n disabled=False\n) for i in range(5)]\n\noutput_time = widgets.Output()\n\ndef on_selection_change_time(change):\n with output_time:\n output_time.clear_output()\n time_selected_courses = [selector.value for selector in course_selectors_time]\n if None in time_selected_courses:\n print(\"Please select both courses.\")\n elif len(set(time_selected_courses)) != 5:\n print(\"Please select 5 unique courses.\")\n else:\n plot_course_time_usage(time_selected_courses)\n\nfor selector in course_selectors_time:\n selector.observe(on_selection_change_time, names='value')\n\ndisplay(*course_selectors_time, output_time)","metadata":{"trusted":true},"outputs":[{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 1', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"78e21d3805d5458f94329043c37814c5"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 2', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"ca07ee7144be4e95a1eb2af8443f9e0c"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 3', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"b087d8cc795240059e7c4b13be21d5e0"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 4', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"3cf1d71226f248e0ae02fec763789dc5"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Dropdown(description='Course 5', options=('anthro115', 'aresec212', 'biology1b', 'civeng110', 'civeng93', 'cog…","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"44a1b3242ccc43e9b308d9a95a5c956b"}},"metadata":{}},{"output_type":"display_data","data":{"text/plain":"Output()","application/vnd.jupyter.widget-view+json":{"version_major":2,"version_minor":0,"model_id":"0518d1073c5e430aa126ef04710d182c"}},"metadata":{}}],"execution_count":71},{"id":"01037d47-0877-48dd-835c-7f12d46a0cc0","cell_type":"markdown","source":"# Data Science Courses Only","metadata":{"trusted":false}},{"id":"ed4bce48-c447-4d85-8b60-7c3975c7b835","cell_type":"code","source":"import re","metadata":{"trusted":true},"outputs":[],"execution_count":72},{"id":"4b2c9490-669e-4d07-a442-faead2cef498","cell_type":"code","source":"pattern = r\"^data\"\ndata_courses_only = nbgitpuller_textPayload_df_pull_normal[nbgitpuller_textPayload_df_pull_normal[\"course\"].str.contains(pattern, regex=True)]","metadata":{"trusted":true},"outputs":[],"execution_count":73},{"id":"f455fcc7-c5a5-4ae3-b36a-51c6ecd99454","cell_type":"code","source":"ds_counts = data_courses_only[\"course\"].value_counts()","metadata":{"trusted":true},"outputs":[],"execution_count":74},{"id":"e1c16d8c-332e-4920-ac84-22bdbffcba92","cell_type":"code","source":"fig = go.Figure(data=[go.Bar(\n x=ds_counts.index,\n y=ds_counts.values,\n text=None, \n textposition='outside',\n marker=dict(color='Grey')\n)])\n\nfig.update_layout(\n title='Clicks by Data Science Course', \n xaxis_title='Course',\n yaxis_title='Count', \n xaxis=dict(tickangle=-90),\n yaxis=dict(\n tickformat=',d',\n gridcolor='LightGrey',\n zerolinecolor='LightGrey'\n ),\n width=900,\n height=600,\n plot_bgcolor='white',\n paper_bgcolor='white',\n hovermode='x unified',\n )\n\nfor trace in fig.data: \n trace.hoverinfo = 'x+y'\n trace.hoverlabel = dict(bgcolor='LightGrey', font_size=16)\n \n fig.show()","metadata":{"trusted":true},"outputs":[{"output_type":"display_data","data":{"application/vnd.plotly.v1+json":{"data":[{"marker":{"color":"Grey"},"textposition":"outside","x":["data8","data100","data140","data102","data101","data6","datasci203","datasci_rbridge","datasci241","data198","data4ac"],"y":[412539,318855,82399,54385,17551,4044,2817,398,225,157,27],"type":"bar","hoverinfo":"x+y","hoverlabel":{"bgcolor":"LightGrey","font":{"size":16}}}],"layout":{"template":{"data":{"histogram2dcontour":[{"type":"histogram2dcontour","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"choropleth":[{"type":"choropleth","colorbar":{"outlinewidth":0,"ticks":""}}],"histogram2d":[{"type":"histogram2d","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"heatmap":[{"type":"heatmap","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"heatmapgl":[{"type":"heatmapgl","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"contourcarpet":[{"type":"contourcarpet","colorbar":{"outlinewidth":0,"ticks":""}}],"contour":[{"type":"contour","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"surface":[{"type":"surface","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]]}],"mesh3d":[{"type":"mesh3d","colorbar":{"outlinewidth":0,"ticks":""}}],"scatter":[{"fillpattern":{"fillmode":"overlay","size":10,"solidity":0.2},"type":"scatter"}],"parcoords":[{"type":"parcoords","line":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterpolargl":[{"type":"scatterpolargl","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"bar":[{"error_x":{"color":"#2a3f5f"},"error_y":{"color":"#2a3f5f"},"marker":{"line":{"color":"#E5ECF6","width":0.5},"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"bar"}],"scattergeo":[{"type":"scattergeo","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterpolar":[{"type":"scatterpolar","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"histogram":[{"marker":{"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"histogram"}],"scattergl":[{"type":"scattergl","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatter3d":[{"type":"scatter3d","line":{"colorbar":{"outlinewidth":0,"ticks":""}},"marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scattermapbox":[{"type":"scattermapbox","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterternary":[{"type":"scatterternary","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scattercarpet":[{"type":"scattercarpet","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"carpet":[{"aaxis":{"endlinecolor":"#2a3f5f","gridcolor":"white","linecolor":"white","minorgridcolor":"white","startlinecolor":"#2a3f5f"},"baxis":{"endlinecolor":"#2a3f5f","gridcolor":"white","linecolor":"white","minorgridcolor":"white","startlinecolor":"#2a3f5f"},"type":"carpet"}],"table":[{"cells":{"fill":{"color":"#EBF0F8"},"line":{"color":"white"}},"header":{"fill":{"color":"#C8D4E3"},"line":{"color":"white"}},"type":"table"}],"barpolar":[{"marker":{"line":{"color":"#E5ECF6","width":0.5},"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"barpolar"}],"pie":[{"automargin":true,"type":"pie"}]},"layout":{"autotypenumbers":"strict","colorway":["#636efa","#EF553B","#00cc96","#ab63fa","#FFA15A","#19d3f3","#FF6692","#B6E880","#FF97FF","#FECB52"],"font":{"color":"#2a3f5f"},"hoverm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"},"metadata":{}}],"execution_count":75},{"id":"e2d9ecc6-d40f-4bc3-bfe1-f6c69510eaaf","cell_type":"code","source":"pattern = r'(lab|hw|Homework|lec|proj|project|textbook)'\n\ntypes = [re.search(pattern, path) for path in data_courses_only[\"git_path\"]]\ntypes = [match.group(1) if match else \"unknown\" for match in types]\ndata_courses_only[\"type\"] = types","metadata":{"trusted":true},"outputs":[{"name":"stderr","text":"/tmp/ipykernel_105/1923266441.py:5: SettingWithCopyWarning:\n\n\nA value is trying to be set on a copy of a slice from a DataFrame.\nTry using .loc[row_indexer,col_indexer] = value instead\n\nSee the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n\n","output_type":"stream"}],"execution_count":76},{"id":"42fae287-111d-4e7d-bad5-ffd79d8e2d8f","cell_type":"code","source":"# NOTE: % of DS courses unaccounted for\nboo = [(type == None) for type in types]\nnone_val = data_courses_only[boo].git_path\nmissing_val = sum([type == \"unknown\" for type in types])\npercent=missing_val/len(data_courses_only)","metadata":{"trusted":true},"outputs":[],"execution_count":77},{"id":"ec833a52-7c37-4214-aba2-b5a81e4c1bdd","cell_type":"code","source":"type_counts = data_courses_only.type.value_counts()\n\nfig = go.Figure()\n\nfig.add_trace(go.Pie(\n labels=type_counts.index,\n values=type_counts,\n textinfo='label',\n insidetextorientation='radial'\n))\n\nfig.update_layout(\n title='Course Usage Occasion',\n template='plotly_white',\n width=800,\n height=500\n)\n\nfig.show()","metadata":{"trusted":true},"outputs":[{"output_type":"display_data","data":{"application/vnd.plotly.v1+json":{"data":[{"insidetextorientation":"radial","labels":["lab","hw","proj","lec","unknown","textbook"],"textinfo":"label","values":[521209,204366,76159,68916,12538,10209],"type":"pie"}],"layout":{"template":{"data":{"barpolar":[{"marker":{"line":{"color":"white","width":0.5},"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"barpolar"}],"bar":[{"error_x":{"color":"#2a3f5f"},"error_y":{"color":"#2a3f5f"},"marker":{"line":{"color":"white","width":0.5},"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"bar"}],"carpet":[{"aaxis":{"endlinecolor":"#2a3f5f","gridcolor":"#C8D4E3","linecolor":"#C8D4E3","minorgridcolor":"#C8D4E3","startlinecolor":"#2a3f5f"},"baxis":{"endlinecolor":"#2a3f5f","gridcolor":"#C8D4E3","linecolor":"#C8D4E3","minorgridcolor":"#C8D4E3","startlinecolor":"#2a3f5f"},"type":"carpet"}],"choropleth":[{"colorbar":{"outlinewidth":0,"ticks":""},"type":"choropleth"}],"contourcarpet":[{"colorbar":{"outlinewidth":0,"ticks":""},"type":"contourcarpet"}],"contour":[{"colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]],"type":"contour"}],"heatmapgl":[{"colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]],"type":"heatmapgl"}],"heatmap":[{"colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]],"type":"heatmap"}],"histogram2dcontour":[{"colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]],"type":"histogram2dcontour"}],"histogram2d":[{"colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]],"type":"histogram2d"}],"histogram":[{"marker":{"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"histogram"}],"mesh3d":[{"colorbar":{"outlinewidth":0,"ticks":""},"type":"mesh3d"}],"parcoords":[{"line":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"parcoords"}],"pie":[{"automargin":true,"type":"pie"}],"scatter3d":[{"line":{"colorbar":{"outlinewidth":0,"ticks":""}},"marker":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"scatter3d"}],"scattercarpet":[{"marker":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"scattercarpet"}],"scattergeo":[{"marker":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"scattergeo"}],"scattergl":[{"marker":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"scattergl"}],"scattermapbox":[{"marker":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"scattermapbox"}],"scatterpolargl":[{"marker":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"scatterpolargl"}],"scatterpolar":[{"marker":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"scatterpolar"}],"scatter":[{"fillpattern":{"fillmode":"overlay","size":10,"solidity":0.2},"type":"scatter"}],"scatterternary":[{"marker":{"colorbar":{"outlinewidth":0,"ticks":""}},"type":"scatterternary"}],"surface":[{"colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1,"#f0f921"]],"type":"surface"}],"table":[{"cells":{"fill":{"color":"#EBF0F8"},"line":{"color":"white"}},"header":{"fill":{"color":"#C8D4E3"},"line":{"color":"white"}},"type":"table"}]},"layout":{"annotationdefaults":{"arrowcolor":"#2a3f5f","arrowhead":0,"arrowwidth":1},"autotypenumbers":"strict","coloraxis":{"colorbar":{"outlinewidth":0,"ticks":""}},"colorscale":{"diverging":[[0,"#8e0152"],[0.1,"#c51b7d"],[0.2,"#de77ae"],[0.3,"#f1b6da"],[0.4,"#fde0ef"],[0.5,"#f7f7f7"],[0.6,"#e6f5d0"],[0.7,"#b8e18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= ['data100', 'data8', 'data101', 'data102', 'data140', 'data6']\n\nrows = len(unique_courses) // 2 + len(unique_courses) % 2\nfig = make_subplots(rows=rows, cols=2, subplot_titles=unique_courses, specs=[[{'type': 'domain'}] * 2] * rows)\n\nfor i, course in enumerate(unique_courses):\n filtered_course = data_courses_only[data_courses_only[\"course\"] == course]\n course_counts = filtered_course[\"type\"].value_counts()\n\n row = i // 2 + 1\n col = i % 2 + 1\n fig.add_trace(go.Pie(labels=course_counts.index, values=course_counts.values, name=course, hoverinfo='label+percent'), row=row, col=col)\n\nannotations = [\n dict(\n text=title,\n x=(col - 1) / 2 + 0.05, \n y=(rows - row) / rows + 0.2, \n xref='paper',\n yref='paper',\n showarrow=False,\n font=dict(size=12)\n )\n for i, title in enumerate(unique_courses)\n for row in [i // 2 + 1]\n for col in [i % 2 + 1]\n]\n\nfig.update_layout(\n title=dict(\n text='Type Distribution in Data Science Courses',\n y=0.987, \n x=0.5,\n 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"},"metadata":{}}],"execution_count":79},{"id":"18f6505a-b043-44f8-9627-1554ed2a50bc","cell_type":"code","source":"","metadata":{"trusted":true},"outputs":[],"execution_count":null},{"id":"e6787ead-6c39-4352-8063-4f41347c7aac","cell_type":"code","source":"","metadata":{"trusted":true},"outputs":[],"execution_count":null}]} \ No newline at end of file