hexsha
string
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int64
ext
string
lang
string
max_stars_repo_path
string
max_stars_repo_name
string
max_stars_repo_head_hexsha
string
max_stars_repo_licenses
list
max_stars_count
int64
max_stars_repo_stars_event_min_datetime
string
max_stars_repo_stars_event_max_datetime
string
max_issues_repo_path
string
max_issues_repo_name
string
max_issues_repo_head_hexsha
string
max_issues_repo_licenses
list
max_issues_count
int64
max_issues_repo_issues_event_min_datetime
string
max_issues_repo_issues_event_max_datetime
string
max_forks_repo_path
string
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string
max_forks_repo_head_hexsha
string
max_forks_repo_licenses
list
max_forks_count
int64
max_forks_repo_forks_event_min_datetime
string
max_forks_repo_forks_event_max_datetime
string
content
string
avg_line_length
float64
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int64
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float64
qsc_code_num_words_quality_signal
int64
qsc_code_num_chars_quality_signal
float64
qsc_code_mean_word_length_quality_signal
float64
qsc_code_frac_words_unique_quality_signal
float64
qsc_code_frac_chars_top_2grams_quality_signal
float64
qsc_code_frac_chars_top_3grams_quality_signal
float64
qsc_code_frac_chars_top_4grams_quality_signal
float64
qsc_code_frac_chars_dupe_5grams_quality_signal
float64
qsc_code_frac_chars_dupe_6grams_quality_signal
float64
qsc_code_frac_chars_dupe_7grams_quality_signal
float64
qsc_code_frac_chars_dupe_8grams_quality_signal
float64
qsc_code_frac_chars_dupe_9grams_quality_signal
float64
qsc_code_frac_chars_dupe_10grams_quality_signal
float64
qsc_code_frac_chars_replacement_symbols_quality_signal
float64
qsc_code_frac_chars_digital_quality_signal
float64
qsc_code_frac_chars_whitespace_quality_signal
float64
qsc_code_size_file_byte_quality_signal
float64
qsc_code_num_lines_quality_signal
float64
qsc_code_num_chars_line_max_quality_signal
float64
qsc_code_num_chars_line_mean_quality_signal
float64
qsc_code_frac_chars_alphabet_quality_signal
float64
qsc_code_frac_chars_comments_quality_signal
float64
qsc_code_cate_xml_start_quality_signal
float64
qsc_code_frac_lines_dupe_lines_quality_signal
float64
qsc_code_cate_autogen_quality_signal
float64
qsc_code_frac_lines_long_string_quality_signal
float64
qsc_code_frac_chars_string_length_quality_signal
float64
qsc_code_frac_chars_long_word_length_quality_signal
float64
qsc_code_frac_lines_string_concat_quality_signal
float64
qsc_code_cate_encoded_data_quality_signal
float64
qsc_code_frac_chars_hex_words_quality_signal
float64
qsc_code_frac_lines_prompt_comments_quality_signal
float64
qsc_code_frac_lines_assert_quality_signal
float64
qsc_codepython_cate_ast_quality_signal
float64
qsc_codepython_frac_lines_func_ratio_quality_signal
float64
qsc_codepython_cate_var_zero_quality_signal
bool
qsc_codepython_frac_lines_pass_quality_signal
float64
qsc_codepython_frac_lines_import_quality_signal
float64
qsc_codepython_frac_lines_simplefunc_quality_signal
float64
qsc_codepython_score_lines_no_logic_quality_signal
float64
qsc_codepython_frac_lines_print_quality_signal
float64
qsc_code_num_words
int64
qsc_code_num_chars
int64
qsc_code_mean_word_length
int64
qsc_code_frac_words_unique
null
qsc_code_frac_chars_top_2grams
int64
qsc_code_frac_chars_top_3grams
int64
qsc_code_frac_chars_top_4grams
int64
qsc_code_frac_chars_dupe_5grams
int64
qsc_code_frac_chars_dupe_6grams
int64
qsc_code_frac_chars_dupe_7grams
int64
qsc_code_frac_chars_dupe_8grams
int64
qsc_code_frac_chars_dupe_9grams
int64
qsc_code_frac_chars_dupe_10grams
int64
qsc_code_frac_chars_replacement_symbols
int64
qsc_code_frac_chars_digital
int64
qsc_code_frac_chars_whitespace
int64
qsc_code_size_file_byte
int64
qsc_code_num_lines
int64
qsc_code_num_chars_line_max
int64
qsc_code_num_chars_line_mean
int64
qsc_code_frac_chars_alphabet
int64
qsc_code_frac_chars_comments
int64
qsc_code_cate_xml_start
int64
qsc_code_frac_lines_dupe_lines
int64
qsc_code_cate_autogen
int64
qsc_code_frac_lines_long_string
int64
qsc_code_frac_chars_string_length
int64
qsc_code_frac_chars_long_word_length
int64
qsc_code_frac_lines_string_concat
null
qsc_code_cate_encoded_data
int64
qsc_code_frac_chars_hex_words
int64
qsc_code_frac_lines_prompt_comments
int64
qsc_code_frac_lines_assert
int64
qsc_codepython_cate_ast
int64
qsc_codepython_frac_lines_func_ratio
int64
qsc_codepython_cate_var_zero
int64
qsc_codepython_frac_lines_pass
int64
qsc_codepython_frac_lines_import
int64
qsc_codepython_frac_lines_simplefunc
int64
qsc_codepython_score_lines_no_logic
int64
qsc_codepython_frac_lines_print
int64
effective
string
hits
int64
ae1ca49c239339e1313fd11e5b2b7338210ad025
179
py
Python
tests/test_exercise04.py
surajwate/57-python-exercises
3b47c096266fec114300b9340cd852088a00d56e
[ "MIT" ]
null
null
null
tests/test_exercise04.py
surajwate/57-python-exercises
3b47c096266fec114300b9340cd852088a00d56e
[ "MIT" ]
1
2021-07-06T17:34:59.000Z
2021-07-06T17:34:59.000Z
tests/test_exercise04.py
surajwate/57-python-exercises
3b47c096266fec114300b9340cd852088a00d56e
[ "MIT" ]
null
null
null
from exercises import exercise04 def test_exercise04(): assert exercise04.madlib('dog', 'walk', 'quickly', 'blue') == "Do you walk your blue dog quickly? That's hilarious!"
29.833333
120
0.715084
24
179
5.291667
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0.039474
0.150838
179
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121
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1
1
0
1
0
0
0
0
5
ae68ee3c16b75d8ab49c4afc4c51a752db912e96
17
py
Python
hello-world.py
IrvingHerreraLuna/profiles-rest-api
ffa5801c9588035033c6ee493b918486cc5d6001
[ "MIT" ]
null
null
null
hello-world.py
IrvingHerreraLuna/profiles-rest-api
ffa5801c9588035033c6ee493b918486cc5d6001
[ "MIT" ]
null
null
null
hello-world.py
IrvingHerreraLuna/profiles-rest-api
ffa5801c9588035033c6ee493b918486cc5d6001
[ "MIT" ]
null
null
null
print('helowwww')
17
17
0.764706
2
17
6.5
1
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0
0
0
0
0
0
0
0
0
0
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5
ae6aecb8947b2a5f5353cbf64c1f2c3e7f217336
641,636
py
Python
Corona_visualization.py
Vaibhhh/Corona-Virus-Visualisation
1698ac5ac154e49dd83e000250ddc3fdc2814cc0
[ "MIT" ]
null
null
null
Corona_visualization.py
Vaibhhh/Corona-Virus-Visualisation
1698ac5ac154e49dd83e000250ddc3fdc2814cc0
[ "MIT" ]
null
null
null
Corona_visualization.py
Vaibhhh/Corona-Virus-Visualisation
1698ac5ac154e49dd83e000250ddc3fdc2814cc0
[ "MIT" ]
null
null
null
#!/usr/bin/env python # coding: utf-8 # # Covid-19 Data Visualization using Plotly Express (50 graphs) # # # ### For Fast Processing :Go to runtime(headbar)> Change runtime type > GPU # ## Task 1: Importing Necessary Libraries # Importing Pandas and Matplotlib # In[ ]: import pandas as pd #Data analysis and Manipulation import matplotlib.pyplot as plt #Data Visualization # Importing Plotly # In[ ]: import plotly.offline as py py.init_notebook_mode(connected=True) import plotly.graph_objs as go # Importing Plotly import plotly.express as px # Initializing Plotly (#Plotly Consumes a lot of computing power, so its default mode is off in Google Colab, Hence we need to initialize it) # In[ ]: import plotly.io as pio pio.renderers.default = 'colab' # To initialize plotly # ### Task 2: Importing the Datasets # In[ ]: from google.colab import files files.upload() # In[ ]: df1= pd.read_csv("covid.csv") df1.head() # In[ ]: from google.colab import files files.upload() # In[ ]: df2= pd.read_csv("covid_grouped.csv") df2.head() # In[ ]: df2.tail() # Dataset 1 and Dataset 2 Columns # In[ ]: df1.columns # In[ ]: df1.drop(['NewCases','NewDeaths', 'NewRecovered'], axis=1, inplace=True) # In[ ]: df1.head() # Creating Tables # In[ ]: from plotly.figure_factory import create_table table=create_table(df1.head(10), colorscale="blues") py.iplot(table) # ### Task 3: Quick Visualizations with Custom Bar Charts # In[ ]: #dataset 1, x,y,color,height,hover_data df1.columns # Total Cases vs Countries # In[ ]: px.bar(df1.head(10), x='Country/Region', y='TotalCases', color='Country/Region', height=500, hover_data=['Country/Region', 'Continent']) # Total Death vs Countries # In[ ]: px.bar(df1.head(10), x='Country/Region', y='TotalDeaths', color='Country/Region', height=500, hover_data=['Country/Region', 'Continent']) # Total Recovered vs Countries # In[ ]: px.bar(df1.head(10), x='Country/Region', y='TotalRecovered', color='TotalRecovered', height=500, hover_data=['Country/Region', 'Continent']) # Total Tests vs Countries (Orientation) # In[ ]: px.bar(df1.head(10), x='TotalTests', y='Country/Region', color='TotalTests', orientation="h",height=500, hover_data=['Country/Region', 'Continent']) # In[ ]: px.bar(df1.head(10), x='TotalTests', y='Continent', color='TotalTests', orientation="h",height=500, hover_data=['Country/Region', 'Continent']) # ## Task 4: Data Visualization using Bubble Chart # In[ ]: # px.scatter, x,y, size, color, hover_data, size_max, log_x,log_y df1.columns # Total Cases vs Continent (50 countries) # In[ ]: px.scatter(df1, x='Continent',y='TotalCases', hover_data=['Country/Region', 'Continent'], color='TotalCases', size='TotalCases', size_max=80) # In[ ]: px.scatter(df1.head(57), x='Continent',y='TotalCases', hover_data=['Country/Region', 'Continent'], color='TotalCases', size='TotalCases', size_max=80, log_y=True) # Total Tests vs Continent (50 countries) # In[ ]: px.scatter(df1.head(54), x='Continent',y='TotalTests', hover_data=['Country/Region', 'Continent'], color='TotalTests', size='TotalTests', size_max=80) # In[ ]: px.scatter(df1.head(50), x='Continent',y='TotalTests', hover_data=['Country/Region', 'Continent'], color='TotalTests', size='TotalTests', size_max=80, log_y=True) # Total Deaths vs Continent (20 countries) # In[ ]: px.scatter(df1.head(50), x='Continent',y='TotalDeaths', hover_data=['Country/Region', 'Continent'], color='TotalDeaths', size='TotalDeaths', size_max=80, log_y=True) # Total Cases vs Countries (All Countries) # In[ ]: # In[ ]: px.scatter(df1.head(100), x='Country/Region', y='TotalCases', hover_data=['Country/Region', 'Continent'], color='TotalCases', size='TotalCases', size_max=80) # Total Cases vs Countries (Top 30) # In[ ]: px.scatter(df1.head(30), x='Country/Region', y='TotalCases', hover_data=['Country/Region', 'Continent'], color='Country/Region', size='TotalCases', size_max=80, log_y=True) # In[ ]: df1.columns # Total death vs Countries (Top 10) # In[ ]: px.scatter(df1.head(10), x='Country/Region', y= 'TotalDeaths', hover_data=['Country/Region', 'Continent'], color='Country/Region', size= 'TotalDeaths', size_max=80) # Total Tests/1M vs Countries (Top 50) # In[ ]: px.scatter(df1.head(30), x='Country/Region', y= 'Tests/1M pop', hover_data=['Country/Region', 'Continent'], color='Country/Region', size= 'Tests/1M pop', size_max=80) # In[ ]: px.scatter(df1.head(30), x='Country/Region', y= 'Tests/1M pop', hover_data=['Country/Region', 'Continent'], color='Tests/1M pop', size= 'Tests/1M pop', size_max=80) # In[ ]: df1.columns # Total case vs Total death # In[ ]: px.scatter(df1.head(30), x='TotalCases', y= 'TotalDeaths', hover_data=['Country/Region', 'Continent'], color='TotalDeaths', size= 'TotalDeaths', size_max=80) # In[ ]: px.scatter(df1.head(30), x='TotalCases', y= 'TotalDeaths', hover_data=['Country/Region', 'Continent'], color='TotalDeaths', size= 'TotalDeaths', size_max=80, log_x=True, log_y=True) # Total test vs Total cases # In[ ]: px.scatter(df1.head(30), x='TotalTests', y= 'TotalCases', hover_data=['Country/Region', 'Continent'], color='TotalTests', size= 'TotalTests', size_max=80, log_x=True, log_y=True) # ## Advanced Data Visualization using Line graph & Bar graph (Dataset 2) # In[ ]: # This Dataset contains DATE column which makes it more appropriate for more advanced Data Visualization # In[ ]: df2.columns # In[ ]: df2.head() # In[ ]: df2.tail() # Date Vs Confirmed (All Countries) # In[ ]: px.bar(df2, x="Date", y="Confirmed", color="Confirmed", hover_data=["Confirmed", "Date", "Country/Region"], height=400) # In[ ]: px.bar(df2, x="Date", y="Confirmed", color="Confirmed", hover_data=["Confirmed", "Date", "Country/Region"],log_y=True, height=400) # Date vs Death (All countries)[Line Graph] # In[ ]: px.bar(df2, x="Date", y="Deaths", color="Deaths", hover_data=["Confirmed", "Date", "Country/Region"],log_y=False, height=400) # In[ ]: df_US= df2.loc[df2["Country/Region"]=="US"] # Date Vs Confirmed (US) # In[ ]: px.bar(df_US, x="Date", y="Confirmed", color="Confirmed", height=400) # Date vs Recovered (US) # In[ ]: px.bar(df_US,x="Date", y="Recovered", color="Recovered", height=400) # Date vs Death (US) # In[ ]: px.line(df_US,x="Date", y="Recovered", height=400) # In[ ]: px.line(df_US,x="Date", y="Deaths", height=400) # In[ ]: px.line(df_US,x="Date", y="Confirmed", height=400) # Date vs New Cases (US)[Line graph] # In[ ]: px.line(df_US,x="Date", y="New cases", height=400) # In[ ]: px.bar(df_US,x="Date", y="New cases", height=400) # Date Vs New cases (India) [Line graph] # In[ ]: df_india= df2.loc[df2["Country/Region"]== "India"] # In[ ]: px.bar(df_india, x="Date", y="New cases", height=400) # In[ ]: px.line(df_india, x="Date", y="New cases", height=400) # Date Vs Confirmed (India) # In[ ]: px.bar(df_india, x="Date", y="Confirmed", height=400) # Date Vs New Death (India) # In[ ]: px.bar(df_india, x="Date", y="Deaths", height=400) # In[ ]: px.bar(df_india, x="Date", y="New deaths", height=400) # In[ ]: px.bar(df_india, x="Date", y="Recovered", height=400) # In[ ]: px.bar(df_india, x="Date", y="New recovered", height=400) # In[ ]: px.scatter(df_US, x="Confirmed", y="Deaths", height=400) # In[ ]: px.scatter(df_india, x="Confirmed", y="New cases", height=400) # # Task 6: Represent Geographic Data as Choropleth Maps # # # In[ ]: # A choropleth map displays divided geographical areas or regions that are coloured, shaded or patterned in relation to a data variable. #Dataset 2 #parameters= dataset, locations= ISOALPHA, color, hover_name, color_continuous_scale= [RdYlGn, Blues, Viridis...], animation_frame= Date #Amazing Representation of data in a map . Choropleth maps provide an easy way to visualize how a measurement varies across a geographic area. # ![newplot (4).png](data:image/png;base64,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) # Equi-rectangular Projection: Total cases # In[ ]: px.choropleth(df2, locations="iso_alpha", color="Confirmed", hover_name="Country/Region", color_continuous_scale="Blues", animation_frame="Date") # In[ ]: # In[ ]: px.choropleth(df2, locations='iso_alpha', color="Deaths", hover_name="Country/Region", color_continuous_scale="Viridis", animation_frame="Date" ) # Orthographic Projection : Total Death # In[ ]: px.choropleth(df2, locations='iso_alpha', color="Deaths", hover_name="Country/Region", color_continuous_scale="Viridis", projection="orthographic", animation_frame="Date" ) # Equirectangular Projection : Total Recovered # In[ ]: px.choropleth(df2, locations='iso_alpha', color="Recovered", hover_name="Country/Region", color_continuous_scale="RdYlGn", projection="natural earth", animation_frame="Date" ) # In[ ]: # ## Task 7: Animations # In[ ]: #px.bar (data, x,y, color, hover_name, animation_frame) #px.scatter (data, x,y, color, hover_name, animation_frame, size, size_max) # Bar Animation : Total Cases # In[ ]: px.bar(df2, x="WHO Region", y="Confirmed", color="WHO Region", animation_frame="Date", hover_name="Country/Region") # Bar Animation : New cases # In[ ]: px.bar(df2, x="WHO Region", y="New cases", color="WHO Region", animation_frame="Date", hover_name="Country/Region") # In[ ]: # ## Bonus Lecture : WordCloud (Reasons of Death) (New dataset-3) # In[ ]: #Step 1. Importing WordCloud and datasets #Step 2. Exploring data using pandas #NEW DATASET 3 #Step 3. Creating WordCloud # In[ ]: #Step3a= Convert the column with diseases count into list using tolist() function #Step3b= Convert the list to one single string #Step3x= Convert the string into WordCloud # 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# In[ ]: from wordcloud import WordCloud # In[ ]: from google.colab import files files.upload() # In[ ]: df3= pd.read_csv("covid death.csv") df3.head() # In[ ]: df3.tail() # In[ ]: # In[ ]: df3.groupby(["Condition"]).count() # In[ ]: df3.groupby(["Condition Group"]).count() # In[ ]: #Step 3 : WordCloud 1 #Step3a= Convert the column with diseases count into list using tolist() function # In[ ]: sentences= df3["Condition"].tolist() # In[ ]: #Step3b= Convert the list to one single string # In[ ]: sentences_as_a_string= ' '.join(sentences) # In[ ]: #Step3c= Convert the string into WordCloud # In[ ]: plt.figure(figsize=(14,14)) plt.imshow(WordCloud().generate(sentences_as_a_string)) # In[ ]: #Step 3 : WordCloud 2- "Condition Group" column #Step3a= Convert the column with diseases count into list using tolist() function # In[ ]: column2_tolist= df3["Condition Group"].tolist() # In[ ]: #Step3b= Convert the list to one single string # In[ ]: column_to_string= " ".join(column2_tolist) # In[ ]: #Step3c= Convert the string into WordCloud # In[ ]: plt.figure(figsize=(20,20)) plt.imshow(WordCloud().generate(column_to_string)) # In[ ]:
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ae7af19b727ccc7719e45fec3f83e5fb7c745a79
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py
Python
venv/Lib/site-packages/xero_python/project/api/__init__.py
RobMilinski/Xero-Starter-Branched-Test
c82382e674b34c2336ee164f5a079d6becd1ed46
[ "MIT" ]
77
2020-02-16T03:50:18.000Z
2022-03-11T03:53:26.000Z
venv/Lib/site-packages/xero_python/project/api/__init__.py
RobMilinski/Xero-Starter-Branched-Test
c82382e674b34c2336ee164f5a079d6becd1ed46
[ "MIT" ]
50
2020-04-06T10:15:52.000Z
2022-03-29T21:27:50.000Z
venv/Lib/site-packages/xero_python/project/api/__init__.py
RobMilinski/Xero-Starter-Branched-Test
c82382e674b34c2336ee164f5a079d6becd1ed46
[ "MIT" ]
27
2020-06-04T11:16:17.000Z
2022-03-19T06:27:36.000Z
# flake8: noqa # import apis into api package from xero_python.project.api.project_api import ProjectApi
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ae8b02e75e3e2431dce918964b704561b1548a1d
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py
Python
tests/test_benchmark.py
dumpmemory/doubtlab
e9802b3f64e42961bff79ae1368d3c0a3d81a3a8
[ "MIT" ]
300
2021-11-05T21:10:50.000Z
2022-03-30T04:59:02.000Z
tests/test_benchmark.py
dumpmemory/doubtlab
e9802b3f64e42961bff79ae1368d3c0a3d81a3a8
[ "MIT" ]
24
2021-11-09T15:28:30.000Z
2022-03-25T12:13:48.000Z
tests/test_benchmark.py
dumpmemory/doubtlab
e9802b3f64e42961bff79ae1368d3c0a3d81a3a8
[ "MIT" ]
18
2021-11-13T10:17:37.000Z
2022-03-30T19:25:42.000Z
import pytest import numpy as np from doubtlab.benchmark import shuffle_labels, flip_labels @pytest.mark.parametrize("n", [100, 200, 500, 1000]) def test_flip_labels_n(n): """Test some basic properties.""" y = ["pos", "neg", "neu"] * 1000 y_out, indicator = flip_labels(y, n=n) assert indicator.sum() == n flipped = (y != y_out).astype(np.int8) assert np.all(flipped == indicator) @pytest.mark.parametrize("p", [0.1, 0.2, 0.3, 0.5]) def test_flip_labels_p(p): """Test some basic properties.""" y = ["pos", "neg", "neu"] * 1000 y_out, indicator = flip_labels(y, p=p) flipped = (y != y_out).astype(np.int8) assert np.all(flipped == indicator) @pytest.mark.parametrize("n", [100, 200, 500, 1000]) def test_shuffle_labels_n(n): """Test some basic properties.""" y = np.random.normal(0, 1, 10000) y_out, indicator = shuffle_labels(y, n=n) assert indicator.sum() == n flipped = (y != y_out).astype(np.int8) assert np.all(flipped == indicator) @pytest.mark.parametrize("p", [0.1, 0.2, 0.3, 0.5]) def test_shuffle_labels_p(p): """Test some basic properties.""" y = np.random.normal(0, 1, 10000) y_out, indicator = shuffle_labels(y, p=p) flipped = (y != y_out).astype(np.int8) assert np.all(flipped == indicator) def test_raise_error_bad_n(): """If n == 1 then we can't really shuffle so we raise an error.""" with pytest.raises(ValueError): y = np.random.normal(0, 1, 10000) shuffle_labels(y, n=1) def test_raise_error_no_n_or_p(): """Gotta make sure one of the values is given.""" with pytest.raises(ValueError): y = np.random.normal(0, 1, 10000) shuffle_labels(y, n=1) def test_raise_error_bad_p_value(): """Probability values should be 0 < p < 1.""" y = np.random.normal(0, 1, 10000) with pytest.raises(ValueError): shuffle_labels(y, p=1.5) with pytest.raises(ValueError): shuffle_labels(y, p=0.0)
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py
Python
test/login.py
811633267/infomation21
2e42c56a229a2813367ea39b94162df4f3ed7c5c
[ "MIT" ]
null
null
null
test/login.py
811633267/infomation21
2e42c56a229a2813367ea39b94162df4f3ed7c5c
[ "MIT" ]
null
null
null
test/login.py
811633267/infomation21
2e42c56a229a2813367ea39b94162df4f3ed7c5c
[ "MIT" ]
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null
null
num1 = 10 num2 = 20 num3 = 30 num4 = 8888
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py
Python
backend/app/schemas/user.py
flsworld/comment-rick-n-morty
fdab96ca5d14fedd2428fbdad7e49ec8e31b4ddd
[ "MIT" ]
null
null
null
backend/app/schemas/user.py
flsworld/comment-rick-n-morty
fdab96ca5d14fedd2428fbdad7e49ec8e31b4ddd
[ "MIT" ]
null
null
null
backend/app/schemas/user.py
flsworld/comment-rick-n-morty
fdab96ca5d14fedd2428fbdad7e49ec8e31b4ddd
[ "MIT" ]
null
null
null
from pydantic import BaseModel class UserSchema(BaseModel): name: str class UserCreate(UserSchema): pass
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py
Python
naoqi_proxy_python_classes/PackageManager.py
FabianGroeger96/hslu-roblab-hs18
60fca783609f04dee785a96356646a586a63b768
[ "MIT" ]
null
null
null
naoqi_proxy_python_classes/PackageManager.py
FabianGroeger96/hslu-roblab-hs18
60fca783609f04dee785a96356646a586a63b768
[ "MIT" ]
null
null
null
naoqi_proxy_python_classes/PackageManager.py
FabianGroeger96/hslu-roblab-hs18
60fca783609f04dee785a96356646a586a63b768
[ "MIT" ]
null
null
null
#!/usr/bin/env python # Class autogenerated from /home/sam/Downloads/aldebaran_sw/nao/naoqi-sdk-2.1.4.13-linux64/include/alproxies/packagemanagerproxy.h # by Sammy Pfeiffer's <Sammy.Pfeiffer at student.uts.edu.au> generator # You need an ALBroker running from naoqi import ALProxy class PackageManager(object): def __init__(self, session): self.proxy = None self.session = session def force_connect(self): self.proxy = self.session.service("PackageManager") def getPackage(self, arg1): """ :param str arg1: arg :returns AL::ALValue: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.getPackage(arg1) def getPackageIcon(self, arg1): """ :param str arg1: arg :returns AL::ALValue: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.getPackageIcon(arg1) def getPackages(self): """ :returns AL::ALValue: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.getPackages() def hasPackage(self, arg1): """ :param str arg1: arg :returns bool: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.hasPackage(arg1) def install(self, arg1): """ :param str arg1: arg :returns bool: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.install(arg1) def install2(self, arg1, arg2): """ :param str arg1: arg :param str arg2: arg :returns int: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.install(arg1, arg2) def install3(self, arg1, arg2, arg3): """ :param str arg1: arg :param str arg2: arg :param str arg3: arg :returns int: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.install(arg1, arg2, arg3) def installCheckMd5(self, arg1, arg2): """ :param str arg1: arg :param str arg2: arg :returns bool: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.installCheckMd5(arg1, arg2) def package(self, arg1): """ :param str arg1: arg :returns AL::ALValue: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.package(arg1) def package2(self, arg1): """ :param str arg1: arg :returns AL::ALValue: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.package2(arg1) def packageIcon(self, arg1): """ :param str arg1: arg :returns str: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.packageIcon(arg1) def packages(self): """ :returns std::vector<AL::ALValue>: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.packages() def packages2(self): """ :returns std::vector<AL::ALValue>: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.packages2() def remove(self, arg1): """ :param str arg1: arg :returns int: """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.remove(arg1) def removePkg(self, arg1): """ :param str arg1: arg """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.removePkg(arg1) def setServiceDirectory(self, arg1): """ :param str arg1: arg """ if not self.proxy: self.proxy = self.session.service("PackageManager") return self.proxy.setServiceDirectory(arg1)
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py
Python
gym-duckietown/learning/imitation/iil_dagger/teacher/__init__.py
lyf44/CS4278-5478-Project-Materials
685419c65847e72450e99586e9e0f3794369b4a3
[ "MIT" ]
4
2020-04-28T15:48:56.000Z
2020-05-03T14:03:01.000Z
gym-duckietown/learning/imitation/iil_dagger/teacher/__init__.py
lyf44/CS4278-5478-Project-Materials
685419c65847e72450e99586e9e0f3794369b4a3
[ "MIT" ]
null
null
null
gym-duckietown/learning/imitation/iil_dagger/teacher/__init__.py
lyf44/CS4278-5478-Project-Materials
685419c65847e72450e99586e9e0f3794369b4a3
[ "MIT" ]
21
2020-04-28T16:38:01.000Z
2021-11-16T14:21:08.000Z
from .pure_pursuit_policy import PurePursuitPolicy
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ee1dac9578aad5d68b81e49ab7e1dfa4d4b3027b
78
py
Python
attic/wpfrontman/wp_frontman/context_processors.py
ludoo/wpkit
0447d941a438e143b0e51b5e73418a0206832823
[ "BSD-3-Clause" ]
null
null
null
attic/wpfrontman/wp_frontman/context_processors.py
ludoo/wpkit
0447d941a438e143b0e51b5e73418a0206832823
[ "BSD-3-Clause" ]
null
null
null
attic/wpfrontman/wp_frontman/context_processors.py
ludoo/wpkit
0447d941a438e143b0e51b5e73418a0206832823
[ "BSD-3-Clause" ]
null
null
null
def blog(request): return dict(blog=getattr(request, 'blog', None))
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5
ee24f8f045de2b1c4ee4d43417d9bfb2774675f0
105
py
Python
many_requests/__init__.py
0xflotus/many_requests
dab3963eff471669f7b372cf488a2d9623270fab
[ "MIT" ]
398
2020-11-11T16:04:44.000Z
2022-01-31T10:49:36.000Z
many_requests/__init__.py
0xflotus/many_requests
dab3963eff471669f7b372cf488a2d9623270fab
[ "MIT" ]
6
2020-11-12T16:15:50.000Z
2021-04-01T12:18:34.000Z
many_requests/__init__.py
0xflotus/many_requests
dab3963eff471669f7b372cf488a2d9623270fab
[ "MIT" ]
7
2020-11-11T17:12:21.000Z
2020-12-19T23:01:11.000Z
from .easy_async import EasyAsync, delayed, zip_kw from .many_requests_ import ManyRequests, BadResponse
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py
Python
{{cookiecutter.package_title_name}}/{{cookiecutter.package_name}}/emailer/__init__.py
drkostas/starter
fd8d0c16519e418e9479fe2d81643f06dacb125f
[ "MIT" ]
null
null
null
{{cookiecutter.package_title_name}}/{{cookiecutter.package_name}}/emailer/__init__.py
drkostas/starter
fd8d0c16519e418e9479fe2d81643f06dacb125f
[ "MIT" ]
11
2021-02-08T03:57:53.000Z
2022-01-30T01:03:32.000Z
{{cookiecutter.package_title_name}}/{{cookiecutter.package_name}}/emailer/__init__.py
drkostas/starter
fd8d0c16519e418e9479fe2d81643f06dacb125f
[ "MIT" ]
null
null
null
"""Emailer sub-package of {{cookiecutter.package_title_name}}.""" from .gmail_emailer import GmailEmailer __author__ = "{{cookiecutter.author}}" __email__ = "{{cookiecutter.author_email}}" __version__ = "{{cookiecutter.package_version}}"
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5
c9e013dad6071cd3fa03056e50e07716e43e5f43
114
py
Python
simulation/simulation/geometry/__init__.py
wtrnoguchi/superposition
a3ce049000ea8b014c4cac1bfe84d8b399862ef9
[ "MIT" ]
2
2022-03-09T21:33:46.000Z
2022-03-12T06:14:41.000Z
simulation/simulation/geometry/__init__.py
wtrnoguchi/superposition
a3ce049000ea8b014c4cac1bfe84d8b399862ef9
[ "MIT" ]
null
null
null
simulation/simulation/geometry/__init__.py
wtrnoguchi/superposition
a3ce049000ea8b014c4cac1bfe84d8b399862ef9
[ "MIT" ]
null
null
null
from .material import Material from .model import Model, ModelGroup __all__ = ['Material', 'Model', 'ModelGroup']
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5
14e4e610a7ca3a9262435136fa70801dbee7f777
5,350
py
Python
gcode_gen/tool.py
tulth/gcode_gen
d6e276f2074d4fe66755b2ae06c5b4d85583c563
[ "BSD-3-Clause" ]
null
null
null
gcode_gen/tool.py
tulth/gcode_gen
d6e276f2074d4fe66755b2ae06c5b4d85583c563
[ "BSD-3-Clause" ]
null
null
null
gcode_gen/tool.py
tulth/gcode_gen
d6e276f2074d4fe66755b2ae06c5b4d85583c563
[ "BSD-3-Clause" ]
null
null
null
import numpy as np from . import base_types from . import number class Tool(base_types.Named): def __init__(self, cut_diameter, cut_height, shank_diameter=(1 / 8 * number.mm_per_inch), name=None, ): super().__init__(name) self.cut_diameter = cut_diameter self.shank_diameter = shank_diameter self.cut_height = cut_height @property def default_name(self): return self.__class__.__name__ class Carbide3D_101(Tool): def __init__(self, ): super().__init__(cut_diameter=(1 / 8 * number.mm_per_inch), cut_height=(0.75 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class Carbide3D_102(Tool): def __init__(self, ): super().__init__(cut_diameter=(1 / 8 * number.mm_per_inch), cut_height=(0.75 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class Carbide3D_112(Tool): def __init__(self, ): super().__init__(cut_diameter=(1 / 16 * number.mm_per_inch), cut_height=(0.25 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_1p2mm(Tool): def __init__(self, ): super().__init__(cut_diameter=1.2, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_1p1mm(Tool): def __init__(self, ): super().__init__(cut_diameter=1.1, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_1p0mm(Tool): def __init__(self, ): super().__init__(cut_diameter=1, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_0p9mm(Tool): def __init__(self, ): super().__init__(cut_diameter=0.9, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_0p8mm(Tool): def __init__(self, ): super().__init__(cut_diameter=0.8, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_0p7mm(Tool): def __init__(self, ): super().__init__(cut_diameter=0.7, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_0p6mm(Tool): def __init__(self, ): super().__init__(cut_diameter=0.6, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_0p5mm(Tool): def __init__(self, ): super().__init__(cut_diameter=0.5, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_0p4mm(Tool): def __init__(self, ): super().__init__(cut_diameter=0.4, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbDrill_0p3mm(Tool): def __init__(self, ): super().__init__(cut_diameter=0.3, cut_height=(0.4 * number.mm_per_inch), shank_diameter=(1 / 8 * number.mm_per_inch), ) class InventablesPcbMill_P3_3002(Tool): def __init__(self, ): self.cutAngle = 30 * np.pi / 180 shank_diameter = (1 / 8 * number.mm_per_inch) cut_height = (shank_diameter / 2) / np.tan(self.cutAngle / 2) super().__init__(cut_diameter=0.2, cut_height=cut_height, shank_diameter=shank_diameter, ) class Mill_0p5mm(Tool): def __init__(self, ): super().__init__(cut_diameter=0.5, cut_height=(0.25 * number.mm_per_inch), # FIXME? shank_diameter=(1 / 8 * number.mm_per_inch), ) class Mill_0p01mm(Tool): # not for real! For testing extreme cases def __init__(self, ): super().__init__(cut_diameter=0.01, cut_height=(0.25 * number.mm_per_inch), # FIXME? shank_diameter=(1 / 8 * number.mm_per_inch), )
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11a7e75578235abf09b35e59daeeb4bb9b51115e
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py
Python
src/kgmk/dsa/dp/__init__.py
kagemeka/python
486ce39d97360b61029527bacf00a87fdbcf552c
[ "MIT" ]
null
null
null
src/kgmk/dsa/dp/__init__.py
kagemeka/python
486ce39d97360b61029527bacf00a87fdbcf552c
[ "MIT" ]
null
null
null
src/kgmk/dsa/dp/__init__.py
kagemeka/python
486ce39d97360b61029527bacf00a87fdbcf552c
[ "MIT" ]
null
null
null
import sys sys.setrecursionlimit(10**6)
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11f446ee927ffaf51493b2923bb47b2f89062416
195
py
Python
src/nba_anomaly_generator/data/__init__.py
eliavw/nba-anomaly-generator
a1e162095b76a3406411925093381e9ace9258c7
[ "MIT" ]
null
null
null
src/nba_anomaly_generator/data/__init__.py
eliavw/nba-anomaly-generator
a1e162095b76a3406411925093381e9ace9258c7
[ "MIT" ]
null
null
null
src/nba_anomaly_generator/data/__init__.py
eliavw/nba-anomaly-generator
a1e162095b76a3406411925093381e9ace9258c7
[ "MIT" ]
null
null
null
from .collect import ( get_default_team_plyr_stats_dataframe, get_plyr_stats_dataframe, get_team_plyr_stats_dataframe, get_team_roster_dataframe, ) from .datasets import load_lal
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eeb04b7ead45386f79ebfa901a196d7f512edb5c
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py
Python
controle_financeiro/carteiras/admin.py
douglaspands/controle-financeiro
1f8f44dca6132b730e92ccf62447dede4119b28e
[ "MIT" ]
null
null
null
controle_financeiro/carteiras/admin.py
douglaspands/controle-financeiro
1f8f44dca6132b730e92ccf62447dede4119b28e
[ "MIT" ]
null
null
null
controle_financeiro/carteiras/admin.py
douglaspands/controle-financeiro
1f8f44dca6132b730e92ccf62447dede4119b28e
[ "MIT" ]
1
2021-06-15T22:14:22.000Z
2021-06-15T22:14:22.000Z
from django.contrib import admin from .models import Carteira, CentroCusto admin.site.register(Carteira) admin.site.register(CentroCusto)
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py
Python
mlsurvey/workflows/__init__.py
jlaumonier/mlsurvey
373598d067c7f0930ba13fe8da9756ce26eecbaf
[ "MIT" ]
null
null
null
mlsurvey/workflows/__init__.py
jlaumonier/mlsurvey
373598d067c7f0930ba13fe8da9756ce26eecbaf
[ "MIT" ]
null
null
null
mlsurvey/workflows/__init__.py
jlaumonier/mlsurvey
373598d067c7f0930ba13fe8da9756ce26eecbaf
[ "MIT" ]
null
null
null
from .learning_workflow import LearningWorkflow from . import tasks
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py
Python
core/object.py
Salenia/Orca
1b3381eb22c6c269fa3d6d9c07e997bcc92f1702
[ "MIT" ]
null
null
null
core/object.py
Salenia/Orca
1b3381eb22c6c269fa3d6d9c07e997bcc92f1702
[ "MIT" ]
null
null
null
core/object.py
Salenia/Orca
1b3381eb22c6c269fa3d6d9c07e997bcc92f1702
[ "MIT" ]
null
null
null
class Object(dict): def __getattr__(self, name): return self.get(name)
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9,387
py
Python
iotas/device.py
cheshrkat/holideck
4ee6e11d728ef24c32670e6b15a16de27c8f7406
[ "MIT" ]
2
2018-01-03T09:58:00.000Z
2019-05-15T07:26:33.000Z
iotas/device.py
jpwarren/holideck
4fd39f5cf5bd3a1749d5c57f1a73ea70fd9a8f49
[ "MIT" ]
null
null
null
iotas/device.py
jpwarren/holideck
4fd39f5cf5bd3a1749d5c57f1a73ea70fd9a8f49
[ "MIT" ]
null
null
null
#!/usr/bin/python # """ Class implementation for devices for Holiday by MooresCloud Right now we understand four different classes of devices: GPIO by Linux Light by MooresCloud Holiday by MooresCloud EngineRoom Chippendale by MooresCloud Hue by Philips WeMo by Belkin Homepage and documentation: http://dev.moorescloud.com/ Copyright (c) 2013, Mark Pesce. License: MIT (see LICENSE for details) """ __author__ = 'Mark Pesce' __version__ = '0.01-dev' __license__ = 'MIT' import urllib2, json, socket, os.path, os, subprocess, math, time class GPIO: def __init__(self, number, direction): """The GPIO port number is passed as number, The direction is a boolean, where True = out, False = in""" self.number = number self.base = "/sys/class/gpio/gpio%s/" % number self.create() self.direction = direction # True = out, False = in self.set_direction(self.direction) #print self.base return def get_info(self): resp= {} resp['device_type'] = 'gpio' resp['num'] = self.number resp['direction'] = self.get_direction() resp['value'] = self.value() return resp def create(self): """Instance the GPIO port in the OS. If it already exists, don't do anything.""" if os.path.exists("/sys/class/gpio/gpio%s" % self.number): return else: f = open("/sys/class/gpio/export", "w") f.write("%s" % self.number) f.close() def get_direction(self): dirname = self.base + "direction" f = open(dirname, "r") d = f.read() d = d[:-1] # Remove line feed thingy maybe #print "Direction is %s" % d if (d == "in"): return False else: return True def set_direction(self, inout): dirname = self.base + "direction" f = open(dirname, "w") if inout == True: f.write("out") else: f.write("in") f.close() self.direction = inout def on(self): """Raises error if direction is not out""" if self.direction == True: dirname = self.base + "value" f = open(dirname, "w") f.write("1") f.close() #cmd = """echo "1" > %s""" % dirname #print cmd #os.system(cmd) else: raise Error("Invalid direction") return def off(self): """Raises error if direction is not out""" if self.direction == True: dirname = self.base + "value" f = open(dirname, "w") f.write("0") f.close() else: raise Error("Invalid direction") return def value(self): dirname = self.base + "value" fd = open(dirname, "r") val = fd.read() fd.close() #print "value read is %s" % val if val[:1] == "1": return True else: return False class Holiday: def __init__(self, address): self.address = address self.numleds = 50 self.pipename = "/run/pipelights.fifo" self.leds = [] # Array of LED values. This may actually exist elsewhere eventually. try: self.pipe = open(self.pipename,"w+") except: print "Couldn't open the pipe, there's gonna be trouble!" ln = 0 while (ln < self.numleds): self.leds.append([0x00, 0x00, 0x00]) # Create and clear an array of RGB LED values ln = ln + 1 return def get_devices(self): l = { "device_type": "Holiday", "number": 50, "version": 0.1 } return [ l ] def get_led_value(self, lednum): if lednum < self.numleds: return self.leds[lednum] else: raise IndexError("Illegal LED number") def set_led_value(self, lednum, value): if lednum < self.numleds: self.leds[lednum][0] = value[0] self.leds[lednum][1] = value[1] self.leds[lednum][2] = value[2] self.render() #print self.leds return self.leds[lednum] else: raise IndexError("Illegal LED number") def get_light_values(self): return { "lights": self.leds } def set_light_values(self, value): ln = 0 while (ln < self.numleds): self.leds[ln][0] = value[0] # White please self.leds[ln][1] = value[1] self.leds[ln][2] = value[2] ln = ln + 1 self.render() return { "lights": self.leds } def do_setvalues(self, values): ln = 0 while (ln < self.numleds): self.leds[ln][0] = values[ln][0] # White please self.leds[ln][1] = values[ln][1] self.leds[ln][2] = values[ln][2] ln = ln + 1 self.render() return { "lights": self.leds } def gradient(self, begin, end, steps): """Do it the new-fashioned way""" steps = float(steps) base = [0.0,0.0,0.0] base[0] = begin[0] base[1] = begin[1] base[2] = begin[2] incr = [0.0,0.0,0.0] incr[0] = float((end[0]-begin[0]) / steps) incr[1] = float((end[1]-begin[1]) / steps) incr[2] = float((end[2]-begin[2]) / steps) print "r-incr %f g-incr %f b-incr %f" % (incr[0],incr[1],incr[2]) s = 0.0 gr = [0,0,0] while (s < steps): gr[0] = int(base[0] + (incr[0] * s)) gr[1] = int(base[1] + (incr[1] * s)) gr[2] = int(base[2] + (incr[2] * s)) self.set_light_values(gr) s = s + 1 time.sleep(.02) return { "value": True } def nrl(self, data): """Set the NRL team colours based on the passed value""" team_num = int(data['team']) print "team_num %d" % team_num if (team_num < 1) or (team_num > 16): return { 'value': False } try: resp = subprocess.call(['/home/mpesce/sport/nrl', str(team_num)]) except: return { 'value': False } return { 'value': True } def afl(self, data): """Set the NRL team colours based on the passed value""" team_num = int(data['team']) if (team_num < 1) or (team_num > 18): return { 'value': False } try: resp = subprocess.call(['/home/mpesce/sport/afl', str(team_num)]) except: return { 'value': False } return { 'value': True } def render(self): """Render the LED array to the Light""" """This version is safe because it renders to a string in memory""" echo = "" ln = 0 while (ln < self.numleds): tripval = (self.leds[ln][0] * 65536) + (self.leds[ln][1] * 256) + self.leds[ln][2] #echo = echo + "%6X" % tripval + "\\" + "\\" + "x0a" # magic pixie formatting eh? echo = echo + "%6X\n" % tripval ln = ln+1 #print echo #os.system("""%s""" % echo) self.pipe.write(echo) self.pipe.flush() #os.system("""%s | /srv/http/cgi-bin/setlights""" % echo) return def on(self): return set_light_values([255,255,255]) def off(self): return set_light_values([0,0,0]) class EngineRoom: def __init__(self, address): self.address = address self.numleds = 96 self.pipename = "/run/pipelights.fifo" self.leds = [] # Array of LED values. This may actually exist elsewhere eventually. try: self.pipe = open(self.pipename,"w+") except: print "Couldn't open the pipe, there's gonna be trouble!" ln = 0 while (ln < self.numleds): self.leds.append([0x00, 0x00, 0x00]) # Create and clear an array of RGB LED values ln = ln + 1 return def get_devices(self): l = { "device_type": "LEDs", "number": 96, "version": 4.1 } return [ l ] def get_led_value(self, lednum): if lednum < self.numleds: return self.leds[lednum] else: raise IndexError("Illegal LED number") def set_led_value(self, lednum, value): if lednum < self.numleds: self.leds[lednum][0] = value[0] self.leds[lednum][1] = value[1] self.leds[lednum][2] = value[2] self.render() #print self.leds return self.leds[lednum] else: raise IndexError("Illegal LED number") def get_light_values(self): return { "lights": self.leds } def set_light_values(self, value): ln = 0 while (ln < self.numleds): self.leds[ln][0] = value[0] # White please self.leds[ln][1] = value[1] self.leds[ln][2] = value[2] ln = ln + 1 self.render() return { "lights": self.leds } def do_setvalues(self, values): ln = 0 while (ln < self.numleds): self.leds[ln][0] = values[ln][0] # White please self.leds[ln][1] = values[ln][1] self.leds[ln][2] = values[ln][2] ln = ln + 1 self.render() return { "lights": self.leds } def gradient(self, begin, end, steps): """Do it the new-fashioned way""" steps = float(steps) base = [0.0,0.0,0.0] base[0] = begin[0] base[1] = begin[1] base[2] = begin[2] incr = [0.0,0.0,0.0] incr[0] = float((end[0]-begin[0]) / steps) incr[1] = float((end[1]-begin[1]) / steps) incr[2] = float((end[2]-begin[2]) / steps) print "r-incr %f g-incr %f b-incr %f" % (incr[0],incr[1],incr[2]) s = 0.0 gr = [0,0,0] while (s < steps): gr[0] = int(base[0] + (incr[0] * s)) gr[1] = int(base[1] + (incr[1] * s)) gr[2] = int(base[2] + (incr[2] * s)) self.set_light_values(gr) s = s + 1 time.sleep(.02) return { "value": True } def render(self): """Render the LED array to the Light""" """This version is safe because it renders to a string in memory""" echo = "" ln = 0 while (ln < self.numleds): tripval = (self.leds[ln][0] * 65536) + (self.leds[ln][1] * 256) + self.leds[ln][2] #echo = echo + "%6X" % tripval + "\\" + "\\" + "x0a" # magic pixie formatting eh? echo = echo + "%6X\n" % tripval ln = ln+1 #print echo #os.system("""%s""" % echo) self.pipe.write(echo) self.pipe.flush() #os.system("""%s | /srv/http/cgi-bin/setlights""" % echo) return def on(self): return set_light_values([127,127,127]) def off(self): return set_light_values([0,0,0]) class Device: def __init__(self, dev): self.dev = dev return def on(self): self.dev.on() return def off(self): self.dev.off() return def value(self): try: val = self.dev.value() except: raise Error("Method does not exist") return val
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py
Python
nuodbawsquickstart/__init__.py
nuodb/nuodb-aws-quickstart
0f98dc6e0e0a9645fd453b9490b02faa959e9a9b
[ "BSD-3-Clause" ]
2
2015-09-29T19:18:16.000Z
2021-01-19T20:57:49.000Z
nuodbawsquickstart/__init__.py
nuodb/nuodb-aws-quickstart
0f98dc6e0e0a9645fd453b9490b02faa959e9a9b
[ "BSD-3-Clause" ]
null
null
null
nuodbawsquickstart/__init__.py
nuodb/nuodb-aws-quickstart
0f98dc6e0e0a9645fd453b9490b02faa959e9a9b
[ "BSD-3-Clause" ]
1
2017-05-17T10:06:57.000Z
2017-05-17T10:06:57.000Z
from cluster import * from database import * from domain import * from exception import * from host import * from zone import *
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6da512a05055827c1fec25446ae2182f43af1305
113
py
Python
0x04-python-more_data_structures/0-square_matrix_simple.py
BennettDixon/holbertonschool-higher_level_programming
3fbcd5e009548aab5539ce8610b4113f005964c4
[ "MIT" ]
1
2022-02-07T12:13:18.000Z
2022-02-07T12:13:18.000Z
0x04-python-more_data_structures/0-square_matrix_simple.py
BennettDixon/holbertonschool-higher_level_programming
3fbcd5e009548aab5539ce8610b4113f005964c4
[ "MIT" ]
null
null
null
0x04-python-more_data_structures/0-square_matrix_simple.py
BennettDixon/holbertonschool-higher_level_programming
3fbcd5e009548aab5539ce8610b4113f005964c4
[ "MIT" ]
1
2021-12-06T18:15:54.000Z
2021-12-06T18:15:54.000Z
#!/usr/bin/python3 def square_matrix_simple(matrix=[]): return ([[(x**2) for x in row] for row in matrix])
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5
6dc8dd4f775e25c4150e960ecc605ee6553ed52a
1,324
py
Python
lib/systems/d-tagatose.py
pulsar-chem/BPModule
f8e64e04fdb01947708f098e833600c459c2ff0e
[ "BSD-3-Clause" ]
null
null
null
lib/systems/d-tagatose.py
pulsar-chem/BPModule
f8e64e04fdb01947708f098e833600c459c2ff0e
[ "BSD-3-Clause" ]
null
null
null
lib/systems/d-tagatose.py
pulsar-chem/BPModule
f8e64e04fdb01947708f098e833600c459c2ff0e
[ "BSD-3-Clause" ]
null
null
null
import pulsar as psr def load_ref_system(): """ Returns d-tagatose as found in the IQMol fragment library. All credit to https://github.com/nutjunkie/IQmol """ return psr.make_system(""" C -0.6304 -0.5059 -0.5478 C -2.0218 -0.1222 -0.0130 C -2.5311 -0.9493 1.1576 O -0.6220 -0.5708 -1.9504 H -0.3772 -1.5545 -0.2650 C 0.4542 0.4819 -0.0135 O -2.6570 0.7907 -0.5020 O -3.8939 -0.8179 1.4328 H -1.9263 -0.7042 2.0549 H -2.4178 -2.0295 0.9532 C 1.8808 0.0067 -0.4226 O 0.3352 0.6850 1.3715 H 0.2675 1.5057 -0.4154 H 1.8406 -0.4738 -1.4290 C 2.8453 1.2158 -0.4369 O 2.3194 -1.0530 0.3942 O 4.1867 0.8513 -0.5954 H 2.8474 1.7552 0.5281 H 2.5377 1.9296 -1.2254 H 4.2546 0.3365 -1.3903 H 2.8084 -0.6812 1.1190 H -4.1047 0.1080 1.4526 H -0.9245 0.2665 -2.2834 H 0.4916 -0.1488 1.8009 """)
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6dcc4e4d711a80d6579ef08451a8182fb7b78bea
3,466
py
Python
z2/part3/updated_part2_batch/jm/parser_errors_2/484875673.py
kozakusek/ipp-2020-testy
09aa008fa53d159672cc7cbf969a6b237e15a7b8
[ "MIT" ]
1
2020-04-16T12:13:47.000Z
2020-04-16T12:13:47.000Z
z2/part3/updated_part2_batch/jm/parser_errors_2/484875673.py
kozakusek/ipp-2020-testy
09aa008fa53d159672cc7cbf969a6b237e15a7b8
[ "MIT" ]
18
2020-03-06T17:50:15.000Z
2020-05-19T14:58:30.000Z
z2/part3/updated_part2_batch/jm/parser_errors_2/484875673.py
kozakusek/ipp-2020-testy
09aa008fa53d159672cc7cbf969a6b237e15a7b8
[ "MIT" ]
18
2020-03-06T17:45:13.000Z
2020-06-09T19:18:31.000Z
from part1 import ( gamma_board, gamma_busy_fields, gamma_delete, gamma_free_fields, gamma_golden_move, gamma_golden_possible, gamma_move, gamma_new, ) """ scenario: test_random_actions uuid: 484875673 """ """ random actions, total chaos """ board = gamma_new(4, 5, 4, 5) assert board is not None assert gamma_move(board, 1, 0, 1) == 1 assert gamma_free_fields(board, 1) == 19 assert gamma_move(board, 2, 2, 0) == 1 assert gamma_move(board, 3, 0, 1) == 0 assert gamma_free_fields(board, 3) == 18 assert gamma_move(board, 4, 3, 1) == 1 assert gamma_move(board, 4, 0, 2) == 1 assert gamma_move(board, 1, 1, 2) == 1 assert gamma_golden_move(board, 2, 1, 3) == 0 assert gamma_move(board, 3, 0, 1) == 0 assert gamma_move(board, 3, 3, 0) == 1 assert gamma_busy_fields(board, 3) == 1 assert gamma_move(board, 4, 2, 2) == 1 assert gamma_move(board, 1, 3, 3) == 1 assert gamma_free_fields(board, 1) == 12 assert gamma_move(board, 2, 2, 4) == 1 assert gamma_free_fields(board, 2) == 11 assert gamma_move(board, 3, 1, 2) == 0 assert gamma_move(board, 3, 2, 1) == 1 assert gamma_free_fields(board, 3) == 10 assert gamma_move(board, 4, 0, 0) == 1 assert gamma_move(board, 1, 3, 0) == 0 assert gamma_golden_possible(board, 1) == 1 assert gamma_move(board, 2, 4, 1) == 0 assert gamma_move(board, 2, 1, 3) == 1 assert gamma_move(board, 3, 1, 1) == 1 assert gamma_move(board, 3, 1, 2) == 0 assert gamma_move(board, 4, 4, 3) == 0 assert gamma_move(board, 4, 1, 4) == 1 assert gamma_move(board, 1, 3, 2) == 1 assert gamma_move(board, 2, 3, 0) == 0 assert gamma_move(board, 3, 0, 4) == 1 assert gamma_move(board, 3, 3, 4) == 1 assert gamma_move(board, 4, 0, 1) == 0 assert gamma_move(board, 1, 3, 2) == 0 assert gamma_move(board, 2, 0, 1) == 0 assert gamma_busy_fields(board, 2) == 3 board703600597 = gamma_board(board) assert board703600597 is not None assert board703600597 == ("3423\n" ".2.1\n" "4141\n" "1334\n" "4.23\n") del board703600597 board703600597 = None assert gamma_move(board, 3, 3, 1) == 0 assert gamma_move(board, 3, 2, 4) == 0 assert gamma_move(board, 4, 3, 2) == 0 assert gamma_move(board, 1, 3, 2) == 0 assert gamma_free_fields(board, 1) == 3 assert gamma_move(board, 2, 0, 1) == 0 assert gamma_move(board, 3, 3, 2) == 0 assert gamma_move(board, 4, 2, 1) == 0 assert gamma_move(board, 4, 1, 3) == 0 assert gamma_move(board, 1, 0, 1) == 0 assert gamma_move(board, 1, 2, 2) == 0 assert gamma_move(board, 2, 3, 2) == 0 assert gamma_move(board, 2, 0, 0) == 0 assert gamma_move(board, 3, 1, 1) == 0 assert gamma_move(board, 4, 3, 2) == 0 assert gamma_busy_fields(board, 4) == 5 assert gamma_move(board, 1, 0, 1) == 0 assert gamma_move(board, 1, 0, 1) == 0 board396310819 = gamma_board(board) assert board396310819 is not None assert board396310819 == ("3423\n" ".2.1\n" "4141\n" "1334\n" "4.23\n") del board396310819 board396310819 = None assert gamma_move(board, 2, 3, 0) == 0 assert gamma_move(board, 2, 2, 1) == 0 assert gamma_golden_possible(board, 2) == 1 assert gamma_move(board, 3, 3, 2) == 0 assert gamma_move(board, 4, 1, 2) == 0 board664249270 = gamma_board(board) assert board664249270 is not None assert board664249270 == ("3423\n" ".2.1\n" "4141\n" "1334\n" "4.23\n") del board664249270 board664249270 = None assert gamma_busy_fields(board, 3) == 5 assert gamma_move(board, 4, 3, 3) == 0 assert gamma_golden_possible(board, 4) == 1 gamma_delete(board)
28.409836
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3,466
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0
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0
0
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5
6dd414428a54fd107c573d25ac9dd4fdc9092d61
191
py
Python
server/__init__.py
artaf/ofaudit
146e92d8880dc4343c488bb06618f38f43937b8b
[ "MIT" ]
null
null
null
server/__init__.py
artaf/ofaudit
146e92d8880dc4343c488bb06618f38f43937b8b
[ "MIT" ]
null
null
null
server/__init__.py
artaf/ofaudit
146e92d8880dc4343c488bb06618f38f43937b8b
[ "MIT" ]
null
null
null
# -*- coding: utf-8 -*- from . import config from . import db from . import fields from . import http from . import server from . import templates from . import wsgi_apps from . import web
15.916667
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0.006579
0.204188
191
11
24
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5
6dd4694b3ef078231a839b9b69d476d59d5f4398
23
py
Python
tardis/util/__init__.py
karban8/tardis
f1ab565ba76a106719ce01088135465cbfdf3191
[ "BSD-3-Clause" ]
176
2015-02-26T07:26:59.000Z
2022-03-16T18:26:22.000Z
tardis/util/__init__.py
karban8/tardis
f1ab565ba76a106719ce01088135465cbfdf3191
[ "BSD-3-Clause" ]
1,474
2015-02-12T13:02:16.000Z
2022-03-31T09:05:54.000Z
tardis/util/__init__.py
karban8/tardis
f1ab565ba76a106719ce01088135465cbfdf3191
[ "BSD-3-Clause" ]
434
2015-02-07T17:15:41.000Z
2022-03-23T04:49:38.000Z
# Utilities for TARDIS
11.5
22
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6dd652b3df20369223cd27c4cfc6701e4104a87b
37
py
Python
t/data/foo/fourthparty/mudule.py
tek/vim-pymport
ea918179d11a78a4e946afec1e8052e50ddd2ef7
[ "MIT" ]
null
null
null
t/data/foo/fourthparty/mudule.py
tek/vim-pymport
ea918179d11a78a4e946afec1e8052e50ddd2ef7
[ "MIT" ]
null
null
null
t/data/foo/fourthparty/mudule.py
tek/vim-pymport
ea918179d11a78a4e946afec1e8052e50ddd2ef7
[ "MIT" ]
null
null
null
class Integration2(object): pass
12.333333
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2
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5
6dde5c16125e8abc99c125ade9b2cecf21d1ec96
58
py
Python
bot/migrators/__init__.py
yukie-nobuharu/TTMediaBot
9d34aadb1cfa41fcceee212931ff12526d3d137f
[ "MIT" ]
null
null
null
bot/migrators/__init__.py
yukie-nobuharu/TTMediaBot
9d34aadb1cfa41fcceee212931ff12526d3d137f
[ "MIT" ]
null
null
null
bot/migrators/__init__.py
yukie-nobuharu/TTMediaBot
9d34aadb1cfa41fcceee212931ff12526d3d137f
[ "MIT" ]
null
null
null
from bot.migrators import cache_migrator, config_migrator
29
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1
58
58
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0
5
6de3975c420e8b0ecfcbdb37a64a8c6ae8d3bf72
95
py
Python
functions/modules/import_module_alias.py
nv-krishna/python-crash-course
d481faeb2196712cd52ca1d34dc1fe967d13712f
[ "Apache-2.0" ]
2
2020-11-02T05:52:33.000Z
2021-06-09T01:28:22.000Z
functions/modules/import_module_alias.py
nv-krishna/python-crash-course
d481faeb2196712cd52ca1d34dc1fe967d13712f
[ "Apache-2.0" ]
null
null
null
functions/modules/import_module_alias.py
nv-krishna/python-crash-course
d481faeb2196712cd52ca1d34dc1fe967d13712f
[ "Apache-2.0" ]
2
2021-04-08T05:26:04.000Z
2021-06-09T01:28:23.000Z
import pizza as piz piz.make_pizza(12,"extra-cheese") piz.make_pizza(16,"sausages","tomatoes")
23.75
40
0.768421
16
95
4.4375
0.6875
0.197183
0.338028
0
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0.044944
0.063158
95
4
40
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1
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0
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5
1117c60d443ff5cc50fb2f273776f603172e394f
197
py
Python
test_plugins/ssh_url.py
geerlingguy/ansible-content-testing
799f948d86fa30944b76b7d120c288b6a571421f
[ "MIT" ]
5
2020-04-14T20:49:02.000Z
2020-04-29T06:56:57.000Z
test_plugins/ssh_url.py
geerlingguy/ansible-content-testing
799f948d86fa30944b76b7d120c288b6a571421f
[ "MIT" ]
11
2020-04-13T17:06:32.000Z
2020-07-20T17:35:09.000Z
test_plugins/ssh_url.py
geerlingguy/ansible-content-testing
799f948d86fa30944b76b7d120c288b6a571421f
[ "MIT" ]
1
2020-04-27T17:49:17.000Z
2020-04-27T17:49:17.000Z
from ansible.module_utils.known_hosts import is_ssh_url def ssh_url_test(url): return is_ssh_url(url) class TestModule(object): def tests(self): return dict(ssh_url=ssh_url_test)
21.888889
55
0.756345
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197
4.181818
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0.217391
0.115942
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197
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56
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0
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1
1
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0
5
1151c758d34201519d6cc6c2d8512e2528eaea1c
4,008
py
Python
frame_2D_alg/alternative versions/LUT.py
landdafku11/CogAlg
b33d706b25f63d5a2a4bbf9bb6a5d1fad5b9b5eb
[ "MIT" ]
102
2016-10-09T01:33:00.000Z
2022-01-28T01:03:23.000Z
frame_2D_alg/alternative versions/LUT.py
Risingabhi/CogAlg
a95ea498af3104893f92028f466a56ef3a211f10
[ "MIT" ]
41
2017-06-04T16:09:43.000Z
2022-01-20T21:11:42.000Z
frame_2D_alg/alternative versions/LUT.py
Risingabhi/CogAlg
a95ea498af3104893f92028f466a56ef3a211f10
[ "MIT" ]
50
2017-05-10T06:25:36.000Z
2021-08-02T20:28:54.000Z
import numpy as np TRANSLATING_SLICES = { 0:[ (Ellipsis, slice(None, -2, None), slice(None, -2, None)), (Ellipsis, slice(None, -2, None), slice(1, -1, None)), (Ellipsis, slice(None, -2, None), slice(2, None, None)), (Ellipsis, slice(1, -1, None), slice(2, None, None)), (Ellipsis, slice(2, None, None), slice(2, None, None)), (Ellipsis, slice(2, None, None), slice(1, -1, None)), (Ellipsis, slice(2, None, None), slice(None, -2, None)), (Ellipsis, slice(1, -1, None), slice(None, -2, None)), ], 1:[ (Ellipsis, slice(None, -4, None), slice(None, -4, None)), (Ellipsis, slice(None, -4, None), slice(1, -3, None)), (Ellipsis, slice(None, -4, None), slice(2, -2, None)), (Ellipsis, slice(None, -4, None), slice(3, -1, None)), (Ellipsis, slice(None, -4, None), slice(4, None, None)), (Ellipsis, slice(1, -3, None), slice(4, None, None)), (Ellipsis, slice(2, -2, None), slice(4, None, None)), (Ellipsis, slice(3, -1, None), slice(4, None, None)), (Ellipsis, slice(4, None, None), slice(4, None, None)), (Ellipsis, slice(4, None, None), slice(3, -1, None)), (Ellipsis, slice(4, None, None), slice(2, -2, None)), (Ellipsis, slice(4, None, None), slice(1, -3, None)), (Ellipsis, slice(4, None, None), slice(None, -4, None)), (Ellipsis, slice(3, -1, None), slice(None, -4, None)), (Ellipsis, slice(2, -2, None), slice(None, -4, None)), (Ellipsis, slice(1, -3, None), slice(None, -4, None)), ], 2:[ (Ellipsis, slice(None, -6, None), slice(None, -6, None)), (Ellipsis, slice(None, -6, None), slice(1, -5, None)), (Ellipsis, slice(None, -6, None), slice(2, -4, None)), (Ellipsis, slice(None, -6, None), slice(3, -3, None)), (Ellipsis, slice(None, -6, None), slice(4, -2, None)), (Ellipsis, slice(None, -6, None), slice(5, -1, None)), (Ellipsis, slice(None, -6, None), slice(6, None, None)), (Ellipsis, slice(1, -5, None), slice(6, None, None)), (Ellipsis, slice(2, -4, None), slice(6, None, None)), (Ellipsis, slice(3, -3, None), slice(6, None, None)), (Ellipsis, slice(4, -2, None), slice(6, None, None)), (Ellipsis, slice(5, -1, None), slice(6, None, None)), (Ellipsis, slice(6, None, None), slice(6, None, None)), (Ellipsis, slice(6, None, None), slice(5, -1, None)), (Ellipsis, slice(6, None, None), slice(4, -2, None)), (Ellipsis, slice(6, None, None), slice(3, -3, None)), (Ellipsis, slice(6, None, None), slice(2, -4, None)), (Ellipsis, slice(6, None, None), slice(1, -5, None)), (Ellipsis, slice(6, None, None), slice(None, -6, None)), (Ellipsis, slice(5, -1, None), slice(None, -6, None)), (Ellipsis, slice(4, -2, None), slice(None, -6, None)), (Ellipsis, slice(3, -3, None), slice(None, -6, None)), (Ellipsis, slice(2, -4, None), slice(None, -6, None)), (Ellipsis, slice(1, -5, None), slice(None, -6, None)), ], } Y_COEFFS = { 1:np.array([-0.5, -0.5, -0.5, 0. , 0.5, 0.5, 0.5, 0. ]), 2:np.array([-0.25, -0.25, -0.25, -0.25, -0.25, -0.5 , 0. , 0.5 , 0.25, 0.25, 0.25, 0.25, 0.25, 0.5 , 0. , -0.5 ]), 3:np.array([-0.167, -0.167, -0.167, -0.167, -0.167, -0.167, -0.167, -0.25 , -0.5 , 0. , 0.5 , 0.25 , 0.167, 0.167, 0.167, 0.167, 0.167, 0.167, 0.167, 0.25 , 0.5 , 0. , -0.5 , -0.25 ]), } X_COEFFS = { 1:np.array([-0.5, 0. , 0.5, 0.5, 0.5, 0. , -0.5, -0.5]), 2:np.array([-0.25, -0.5 , 0. , 0.5 , 0.25, 0.25, 0.25, 0.25, 0.25, 0.5 , 0. , -0.5 , -0.25, -0.25, -0.25, -0.25]), 3:np.array([-0.167, -0.25 , -0.5 , 0. , 0.5 , 0.25 , 0.167, 0.167, 0.167, 0.167, 0.167, 0.167, 0.167, 0.25 , 0.5 , 0. , -0.5 , -0.25 , -0.167, -0.167, -0.167, -0.167, -0.167, -0.167]), }
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5
115ef3faca675c8367fb87e880010b049c38092d
160
py
Python
arvestust/serializers/tests/__init__.py
lehvitus/arvestust
2d508317b744eaf12a643a398ff95723893a046a
[ "BSD-3-Clause" ]
1
2021-09-17T23:45:27.000Z
2021-09-17T23:45:27.000Z
arvestust/serializers/tests/__init__.py
lehvitus/arvestust
2d508317b744eaf12a643a398ff95723893a046a
[ "BSD-3-Clause" ]
3
2020-07-25T05:40:54.000Z
2020-08-11T04:01:19.000Z
arvestust/serializers/tests/__init__.py
lehvitus/arvestust
2d508317b744eaf12a643a398ff95723893a046a
[ "BSD-3-Clause" ]
null
null
null
# arvestust:serializers:tests from .comment import CommentTestCase from .file import FileTestCase from .tag import TagTestCase from .image import ImageTestCase
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5
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1
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0
5
feff1ce1f4960bf84fdb9d02d07e5e9f1e647013
51
py
Python
src/decoders/__init__.py
norikinishida/DiscourseConstituencyInduction--ViterbiEM
588eee5626dfa5bdd9a24a2dbefa555d1bc36b8f
[ "MIT" ]
12
2020-04-21T18:21:50.000Z
2022-03-25T03:36:21.000Z
src/decoders/__init__.py
norikinishida/DiscourseConstituencyInduction--ViterbiEM
588eee5626dfa5bdd9a24a2dbefa555d1bc36b8f
[ "MIT" ]
null
null
null
src/decoders/__init__.py
norikinishida/DiscourseConstituencyInduction--ViterbiEM
588eee5626dfa5bdd9a24a2dbefa555d1bc36b8f
[ "MIT" ]
2
2020-04-22T07:13:00.000Z
2020-06-24T05:57:03.000Z
from .cky import CKYDecoder, IncrementalCKYDecoder
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8.8
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51
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1
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0
5
3a0e6ad23ddb83b8f4bbf00b71c8240a0f96b4de
86
py
Python
apps/scrapers/exceptions.py
tractiming/trac-gae
46c4a1fe409a45e8595210a5cf242425d40d4b41
[ "MIT" ]
3
2020-09-13T04:56:31.000Z
2021-05-26T11:46:08.000Z
apps/scrapers/exceptions.py
tractiming/trac-gae
46c4a1fe409a45e8595210a5cf242425d40d4b41
[ "MIT" ]
null
null
null
apps/scrapers/exceptions.py
tractiming/trac-gae
46c4a1fe409a45e8595210a5cf242425d40d4b41
[ "MIT" ]
1
2020-05-09T10:05:08.000Z
2020-05-09T10:05:08.000Z
class NoSuchAthlete(Exception): pass class TooManyAthletes(Exception): pass
12.285714
33
0.744186
8
86
8
0.625
0.40625
0
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0.186047
86
6
34
14.333333
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0
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0
0
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5
3a5557eff9d5f58241d207c1fc7506ee7a1642d8
201
py
Python
iris_drs_assembly/run_pipeline.py
oirlab/iris_drs_assembly
34421ff42d88a98eae6ca0234632b4617b21c730
[ "BSD-3-Clause" ]
1
2021-03-21T13:30:53.000Z
2021-03-21T13:30:53.000Z
iris_drs_assembly/run_pipeline.py
oirlab/iris_drs_assembly
34421ff42d88a98eae6ca0234632b4617b21c730
[ "BSD-3-Clause" ]
2
2021-03-19T02:13:07.000Z
2021-09-04T01:35:09.000Z
iris_drs_assembly/run_pipeline.py
oirlab/iris_drs_assembly
34421ff42d88a98eae6ca0234632b4617b21c730
[ "BSD-3-Clause" ]
null
null
null
import os import iris_pipeline iris_pipeline.monkeypatch_jwst_datamodels() pipeline = iris_pipeline.pipeline.ProcessImagerL2Pipeline pipeline.call("association.json", config_file="image2_iris.cfg")
22.333333
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0.850746
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201
6.833333
0.625
0.219512
0.243902
0
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0.010638
0.064677
201
8
65
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5
28b9fbccbbd0a4960a0dd05165ab6c8e3d3338e0
240
py
Python
api/core/sendgrid/constants.py
sourcery-ai-bot/twitter-clone-server-fastapi
5ba34303da6b12b61ecb8c1a712bd1a1c318c4bf
[ "MIT" ]
10
2021-06-08T18:35:58.000Z
2022-03-26T15:56:26.000Z
api/core/sendgrid/constants.py
sourcery-ai-bot/twitter-clone-server-fastapi
5ba34303da6b12b61ecb8c1a712bd1a1c318c4bf
[ "MIT" ]
10
2021-05-04T04:41:01.000Z
2021-07-01T03:37:53.000Z
api/core/sendgrid/constants.py
sourcery-ai-bot/twitter-clone-server-fastapi
5ba34303da6b12b61ecb8c1a712bd1a1c318c4bf
[ "MIT" ]
5
2021-06-14T18:47:56.000Z
2022-03-26T15:56:30.000Z
# Unsubscribe groups MAIN_UNSUBSCRIBE_GROUP_ID = 15703 # Dynamic Template IDs REGISTRATION_CONFIRMATION_DYNAMIC_TEMPLATE_ID = "d-398f7ce806b84c878126d9d5ae4e9a8e" NEW_NOTIFICATION_DYNAMIC_TEMPLATE_ID = "d-4e340a8932ac473c91fd3a351e805fa5"
34.285714
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240
8.375
0.666667
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0.169154
0.179104
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0.206278
0.070833
240
6
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40
0.695067
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false
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5
28c303c8c4472fee3c05a0a60291b6269943a156
611
py
Python
src/color/ColorService.py
DaDudek/Tetris
b3848132fd315e883e714e1882ec4bfd38b890e1
[ "MIT" ]
2
2022-01-16T20:44:08.000Z
2022-01-18T13:41:32.000Z
src/color/ColorService.py
DaDudek/Tetris
b3848132fd315e883e714e1882ec4bfd38b890e1
[ "MIT" ]
null
null
null
src/color/ColorService.py
DaDudek/Tetris
b3848132fd315e883e714e1882ec4bfd38b890e1
[ "MIT" ]
null
null
null
from src.color.Color import Color def get_red() -> Color: return Color(255, 0, 0) def get_blue() -> Color: return Color(0, 0, 255) def get_green() -> Color: return Color(0, 255, 0) def get_orange() -> Color: return Color(255, 128, 0) def get_yellow() -> Color: return Color(255, 255, 0) def get_purple() -> Color: return Color(76, 0, 153) def get_maritime() -> Color: return Color(0, 255, 255) def get_shadow() -> Color: return Color(210, 210, 210) def get_white() -> Color: return Color(255, 255, 255) def get_black() -> Color: return Color(0, 0, 0)
14.547619
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0.613748
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611
3.802083
0.239583
0.164384
0.438356
0.208219
0.328767
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0
0.134904
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14.902439
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1
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5
28f47dd5c3a37215328e301fb5c1835055977e80
15,314
py
Python
gen-py/basicservice/KeyValue.py
RobWC/thrift-fun
e9613797619bc3858b3da92238d9b431f673f329
[ "Apache-2.0" ]
null
null
null
gen-py/basicservice/KeyValue.py
RobWC/thrift-fun
e9613797619bc3858b3da92238d9b431f673f329
[ "Apache-2.0" ]
null
null
null
gen-py/basicservice/KeyValue.py
RobWC/thrift-fun
e9613797619bc3858b3da92238d9b431f673f329
[ "Apache-2.0" ]
null
null
null
# # Autogenerated by Thrift Compiler (0.9.2) # # DO NOT EDIT UNLESS YOU ARE SURE THAT YOU KNOW WHAT YOU ARE DOING # # options string: py # from thrift.Thrift import TType, TMessageType, TException, TApplicationException from ttypes import * from thrift.Thrift import TProcessor from thrift.transport import TTransport from thrift.protocol import TBinaryProtocol, TProtocol try: from thrift.protocol import fastbinary except: fastbinary = None class Iface: def ping(self): pass def setValue(self, key, value): """ Parameters: - key - value """ pass def add(self, a, b): """ Parameters: - a - b """ pass class Client(Iface): def __init__(self, iprot, oprot=None): self._iprot = self._oprot = iprot if oprot is not None: self._oprot = oprot self._seqid = 0 def ping(self): self.send_ping() self.recv_ping() def send_ping(self): self._oprot.writeMessageBegin('ping', TMessageType.CALL, self._seqid) args = ping_args() args.write(self._oprot) self._oprot.writeMessageEnd() self._oprot.trans.flush() def recv_ping(self): iprot = self._iprot (fname, mtype, rseqid) = iprot.readMessageBegin() if mtype == TMessageType.EXCEPTION: x = TApplicationException() x.read(iprot) iprot.readMessageEnd() raise x result = ping_result() result.read(iprot) iprot.readMessageEnd() return def setValue(self, key, value): """ Parameters: - key - value """ self.send_setValue(key, value) self.recv_setValue() def send_setValue(self, key, value): self._oprot.writeMessageBegin('setValue', TMessageType.CALL, self._seqid) args = setValue_args() args.key = key args.value = value args.write(self._oprot) self._oprot.writeMessageEnd() self._oprot.trans.flush() def recv_setValue(self): iprot = self._iprot (fname, mtype, rseqid) = iprot.readMessageBegin() if mtype == TMessageType.EXCEPTION: x = TApplicationException() x.read(iprot) iprot.readMessageEnd() raise x result = setValue_result() result.read(iprot) iprot.readMessageEnd() return def add(self, a, b): """ Parameters: - a - b """ self.send_add(a, b) return self.recv_add() def send_add(self, a, b): self._oprot.writeMessageBegin('add', TMessageType.CALL, self._seqid) args = add_args() args.a = a args.b = b args.write(self._oprot) self._oprot.writeMessageEnd() self._oprot.trans.flush() def recv_add(self): iprot = self._iprot (fname, mtype, rseqid) = iprot.readMessageBegin() if mtype == TMessageType.EXCEPTION: x = TApplicationException() x.read(iprot) iprot.readMessageEnd() raise x result = add_result() result.read(iprot) iprot.readMessageEnd() if result.success is not None: return result.success raise TApplicationException(TApplicationException.MISSING_RESULT, "add failed: unknown result"); class Processor(Iface, TProcessor): def __init__(self, handler): self._handler = handler self._processMap = {} self._processMap["ping"] = Processor.process_ping self._processMap["setValue"] = Processor.process_setValue self._processMap["add"] = Processor.process_add def process(self, iprot, oprot): (name, type, seqid) = iprot.readMessageBegin() if name not in self._processMap: iprot.skip(TType.STRUCT) iprot.readMessageEnd() x = TApplicationException(TApplicationException.UNKNOWN_METHOD, 'Unknown function %s' % (name)) oprot.writeMessageBegin(name, TMessageType.EXCEPTION, seqid) x.write(oprot) oprot.writeMessageEnd() oprot.trans.flush() return else: self._processMap[name](self, seqid, iprot, oprot) return True def process_ping(self, seqid, iprot, oprot): args = ping_args() args.read(iprot) iprot.readMessageEnd() result = ping_result() self._handler.ping() oprot.writeMessageBegin("ping", TMessageType.REPLY, seqid) result.write(oprot) oprot.writeMessageEnd() oprot.trans.flush() def process_setValue(self, seqid, iprot, oprot): args = setValue_args() args.read(iprot) iprot.readMessageEnd() result = setValue_result() self._handler.setValue(args.key, args.value) oprot.writeMessageBegin("setValue", TMessageType.REPLY, seqid) result.write(oprot) oprot.writeMessageEnd() oprot.trans.flush() def process_add(self, seqid, iprot, oprot): args = add_args() args.read(iprot) iprot.readMessageEnd() result = add_result() result.success = self._handler.add(args.a, args.b) oprot.writeMessageBegin("add", TMessageType.REPLY, seqid) result.write(oprot) oprot.writeMessageEnd() oprot.trans.flush() # HELPER FUNCTIONS AND STRUCTURES class ping_args: thrift_spec = ( ) def read(self, iprot): if iprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and isinstance(iprot.trans, TTransport.CReadableTransport) and self.thrift_spec is not None and fastbinary is not None: fastbinary.decode_binary(self, iprot.trans, (self.__class__, self.thrift_spec)) return iprot.readStructBegin() while True: (fname, ftype, fid) = iprot.readFieldBegin() if ftype == TType.STOP: break else: iprot.skip(ftype) iprot.readFieldEnd() iprot.readStructEnd() def write(self, oprot): if oprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and self.thrift_spec is not None and fastbinary is not None: oprot.trans.write(fastbinary.encode_binary(self, (self.__class__, self.thrift_spec))) return oprot.writeStructBegin('ping_args') oprot.writeFieldStop() oprot.writeStructEnd() def validate(self): return def __hash__(self): value = 17 return value def __repr__(self): L = ['%s=%r' % (key, value) for key, value in self.__dict__.iteritems()] return '%s(%s)' % (self.__class__.__name__, ', '.join(L)) def __eq__(self, other): return isinstance(other, self.__class__) and self.__dict__ == other.__dict__ def __ne__(self, other): return not (self == other) class ping_result: thrift_spec = ( ) def read(self, iprot): if iprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and isinstance(iprot.trans, TTransport.CReadableTransport) and self.thrift_spec is not None and fastbinary is not None: fastbinary.decode_binary(self, iprot.trans, (self.__class__, self.thrift_spec)) return iprot.readStructBegin() while True: (fname, ftype, fid) = iprot.readFieldBegin() if ftype == TType.STOP: break else: iprot.skip(ftype) iprot.readFieldEnd() iprot.readStructEnd() def write(self, oprot): if oprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and self.thrift_spec is not None and fastbinary is not None: oprot.trans.write(fastbinary.encode_binary(self, (self.__class__, self.thrift_spec))) return oprot.writeStructBegin('ping_result') oprot.writeFieldStop() oprot.writeStructEnd() def validate(self): return def __hash__(self): value = 17 return value def __repr__(self): L = ['%s=%r' % (key, value) for key, value in self.__dict__.iteritems()] return '%s(%s)' % (self.__class__.__name__, ', '.join(L)) def __eq__(self, other): return isinstance(other, self.__class__) and self.__dict__ == other.__dict__ def __ne__(self, other): return not (self == other) class setValue_args: """ Attributes: - key - value """ thrift_spec = ( None, # 0 (1, TType.I32, 'key', None, None, ), # 1 (2, TType.STRING, 'value', None, None, ), # 2 ) def __init__(self, key=None, value=None,): self.key = key self.value = value def read(self, iprot): if iprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and isinstance(iprot.trans, TTransport.CReadableTransport) and self.thrift_spec is not None and fastbinary is not None: fastbinary.decode_binary(self, iprot.trans, (self.__class__, self.thrift_spec)) return iprot.readStructBegin() while True: (fname, ftype, fid) = iprot.readFieldBegin() if ftype == TType.STOP: break if fid == 1: if ftype == TType.I32: self.key = iprot.readI32(); else: iprot.skip(ftype) elif fid == 2: if ftype == TType.STRING: self.value = iprot.readString(); else: iprot.skip(ftype) else: iprot.skip(ftype) iprot.readFieldEnd() iprot.readStructEnd() def write(self, oprot): if oprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and self.thrift_spec is not None and fastbinary is not None: oprot.trans.write(fastbinary.encode_binary(self, (self.__class__, self.thrift_spec))) return oprot.writeStructBegin('setValue_args') if self.key is not None: oprot.writeFieldBegin('key', TType.I32, 1) oprot.writeI32(self.key) oprot.writeFieldEnd() if self.value is not None: oprot.writeFieldBegin('value', TType.STRING, 2) oprot.writeString(self.value) oprot.writeFieldEnd() oprot.writeFieldStop() oprot.writeStructEnd() def validate(self): return def __hash__(self): value = 17 value = (value * 31) ^ hash(self.key) value = (value * 31) ^ hash(self.value) return value def __repr__(self): L = ['%s=%r' % (key, value) for key, value in self.__dict__.iteritems()] return '%s(%s)' % (self.__class__.__name__, ', '.join(L)) def __eq__(self, other): return isinstance(other, self.__class__) and self.__dict__ == other.__dict__ def __ne__(self, other): return not (self == other) class setValue_result: thrift_spec = ( ) def read(self, iprot): if iprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and isinstance(iprot.trans, TTransport.CReadableTransport) and self.thrift_spec is not None and fastbinary is not None: fastbinary.decode_binary(self, iprot.trans, (self.__class__, self.thrift_spec)) return iprot.readStructBegin() while True: (fname, ftype, fid) = iprot.readFieldBegin() if ftype == TType.STOP: break else: iprot.skip(ftype) iprot.readFieldEnd() iprot.readStructEnd() def write(self, oprot): if oprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and self.thrift_spec is not None and fastbinary is not None: oprot.trans.write(fastbinary.encode_binary(self, (self.__class__, self.thrift_spec))) return oprot.writeStructBegin('setValue_result') oprot.writeFieldStop() oprot.writeStructEnd() def validate(self): return def __hash__(self): value = 17 return value def __repr__(self): L = ['%s=%r' % (key, value) for key, value in self.__dict__.iteritems()] return '%s(%s)' % (self.__class__.__name__, ', '.join(L)) def __eq__(self, other): return isinstance(other, self.__class__) and self.__dict__ == other.__dict__ def __ne__(self, other): return not (self == other) class add_args: """ Attributes: - a - b """ thrift_spec = ( None, # 0 (1, TType.I32, 'a', None, None, ), # 1 (2, TType.I32, 'b', None, None, ), # 2 ) def __init__(self, a=None, b=None,): self.a = a self.b = b def read(self, iprot): if iprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and isinstance(iprot.trans, TTransport.CReadableTransport) and self.thrift_spec is not None and fastbinary is not None: fastbinary.decode_binary(self, iprot.trans, (self.__class__, self.thrift_spec)) return iprot.readStructBegin() while True: (fname, ftype, fid) = iprot.readFieldBegin() if ftype == TType.STOP: break if fid == 1: if ftype == TType.I32: self.a = iprot.readI32(); else: iprot.skip(ftype) elif fid == 2: if ftype == TType.I32: self.b = iprot.readI32(); else: iprot.skip(ftype) else: iprot.skip(ftype) iprot.readFieldEnd() iprot.readStructEnd() def write(self, oprot): if oprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and self.thrift_spec is not None and fastbinary is not None: oprot.trans.write(fastbinary.encode_binary(self, (self.__class__, self.thrift_spec))) return oprot.writeStructBegin('add_args') if self.a is not None: oprot.writeFieldBegin('a', TType.I32, 1) oprot.writeI32(self.a) oprot.writeFieldEnd() if self.b is not None: oprot.writeFieldBegin('b', TType.I32, 2) oprot.writeI32(self.b) oprot.writeFieldEnd() oprot.writeFieldStop() oprot.writeStructEnd() def validate(self): return def __hash__(self): value = 17 value = (value * 31) ^ hash(self.a) value = (value * 31) ^ hash(self.b) return value def __repr__(self): L = ['%s=%r' % (key, value) for key, value in self.__dict__.iteritems()] return '%s(%s)' % (self.__class__.__name__, ', '.join(L)) def __eq__(self, other): return isinstance(other, self.__class__) and self.__dict__ == other.__dict__ def __ne__(self, other): return not (self == other) class add_result: """ Attributes: - success """ thrift_spec = ( (0, TType.I32, 'success', None, None, ), # 0 ) def __init__(self, success=None,): self.success = success def read(self, iprot): if iprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and isinstance(iprot.trans, TTransport.CReadableTransport) and self.thrift_spec is not None and fastbinary is not None: fastbinary.decode_binary(self, iprot.trans, (self.__class__, self.thrift_spec)) return iprot.readStructBegin() while True: (fname, ftype, fid) = iprot.readFieldBegin() if ftype == TType.STOP: break if fid == 0: if ftype == TType.I32: self.success = iprot.readI32(); else: iprot.skip(ftype) else: iprot.skip(ftype) iprot.readFieldEnd() iprot.readStructEnd() def write(self, oprot): if oprot.__class__ == TBinaryProtocol.TBinaryProtocolAccelerated and self.thrift_spec is not None and fastbinary is not None: oprot.trans.write(fastbinary.encode_binary(self, (self.__class__, self.thrift_spec))) return oprot.writeStructBegin('add_result') if self.success is not None: oprot.writeFieldBegin('success', TType.I32, 0) oprot.writeI32(self.success) oprot.writeFieldEnd() oprot.writeFieldStop() oprot.writeStructEnd() def validate(self): return def __hash__(self): value = 17 value = (value * 31) ^ hash(self.success) return value def __repr__(self): L = ['%s=%r' % (key, value) for key, value in self.__dict__.iteritems()] return '%s(%s)' % (self.__class__.__name__, ', '.join(L)) def __eq__(self, other): return isinstance(other, self.__class__) and self.__dict__ == other.__dict__ def __ne__(self, other): return not (self == other)
27.692586
188
0.65907
1,830
15,314
5.256284
0.078689
0.016114
0.029005
0.061129
0.765464
0.724192
0.710469
0.687701
0.664622
0.664622
0
0.007384
0.221758
15,314
552
189
27.742754
0.799715
0.022528
0
0.713948
1
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0
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0.148936
false
0.007092
0.014184
0.042553
0.312057
0
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null
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0
0
0
0
0
5
e90a1c66a3ef6edd20100f0cc721d166e4cb36a9
137
py
Python
backend/message/admin.py
IanSteenstra/TherapyNow
cfc8376d188c597f3e66301bdf987e66502c3cf6
[ "MIT" ]
3
2020-01-24T20:35:22.000Z
2020-04-13T07:08:05.000Z
backend/message/admin.py
IanSteenstra/TherapyNow
cfc8376d188c597f3e66301bdf987e66502c3cf6
[ "MIT" ]
15
2019-12-27T22:14:49.000Z
2020-08-14T17:03:04.000Z
backend/message/admin.py
IanSteenstra/TherapyNow
cfc8376d188c597f3e66301bdf987e66502c3cf6
[ "MIT" ]
1
2020-11-26T18:20:42.000Z
2020-11-26T18:20:42.000Z
from django.contrib import admin from .models import Message, MessageFlag admin.site.register(Message) admin.site.register(MessageFlag)
22.833333
40
0.832117
18
137
6.333333
0.555556
0.157895
0.298246
0
0
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0.087591
137
5
41
27.4
0.912
0
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true
0
0.5
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null
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1
0
0
0
0
5
e939a9e677508d6e4b21c7a4bb6442c8b339ac30
234
py
Python
lib/__init__.py
amagdy/islamic_cron_jobs
29dea92878e9f5fa1456d5c0b6368064dded47c6
[ "Apache-2.0" ]
1
2017-07-11T22:11:52.000Z
2017-07-11T22:11:52.000Z
lib/__init__.py
amagdy/islamic_cron_jobs
29dea92878e9f5fa1456d5c0b6368064dded47c6
[ "Apache-2.0" ]
null
null
null
lib/__init__.py
amagdy/islamic_cron_jobs
29dea92878e9f5fa1456d5c0b6368064dded47c6
[ "Apache-2.0" ]
null
null
null
from lib.MutableTimeInstance import MutableTimeInstance from lib.PrayerTimesGetter import PrayerTimesGetter from lib.TimeInstance import TimeInstance from lib.CronParser import CronParser from lib.CronParseError import CronParseError
39
55
0.893162
25
234
8.36
0.32
0.167464
0
0
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0.08547
234
5
56
46.8
0.976636
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true
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0
0
1
0
1
0
1
0
0
5
3a915cf2c8a995ac9d4031ace91eaada80e4504e
477
py
Python
src/oas/content/models.py
sisp/python-oas
6c988902dd84e0352ba96633ea66fdda91fb6c9d
[ "Apache-2.0" ]
5
2019-04-27T10:36:16.000Z
2021-12-22T01:45:41.000Z
src/oas/content/models.py
sisp/python-oas
6c988902dd84e0352ba96633ea66fdda91fb6c9d
[ "Apache-2.0" ]
37
2019-04-26T14:57:25.000Z
2021-05-28T13:20:46.000Z
src/oas/content/models.py
sisp/python-oas
6c988902dd84e0352ba96633ea66fdda91fb6c9d
[ "Apache-2.0" ]
4
2019-05-01T12:01:28.000Z
2021-04-02T14:38:03.000Z
from __future__ import absolute_import from __future__ import division from __future__ import print_function from __future__ import unicode_literals import abc import six @six.add_metaclass(abc.ABCMeta) class Content(object): @abc.abstractproperty def media_type(self): """Return the media type of the content without parameter.""" # TODO: Support parameter @abc.abstractproperty def media(self): """Return deserialized content."""
22.714286
69
0.740042
57
477
5.824561
0.526316
0.120482
0.192771
0.162651
0
0
0
0
0
0
0
0
0.188679
477
20
70
23.85
0.857881
0.228512
0
0.166667
0
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0.05
0
1
0.166667
false
0
0.5
0
0.75
0.083333
0
0
0
null
0
1
1
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null
0
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0
0
0
0
1
0
1
0
0
5
3aacf707d7f1a0f53932e35bcd6ad7b8d088d103
297
py
Python
morpheus/analysis/project_version.py
kajdreef/spidertools
78a5095582b0bc1fe05a81de5c742fe994de5aa4
[ "MIT" ]
null
null
null
morpheus/analysis/project_version.py
kajdreef/spidertools
78a5095582b0bc1fe05a81de5c742fe994de5aa4
[ "MIT" ]
null
null
null
morpheus/analysis/project_version.py
kajdreef/spidertools
78a5095582b0bc1fe05a81de5c742fe994de5aa4
[ "MIT" ]
1
2021-05-02T00:41:09.000Z
2021-05-02T00:41:09.000Z
from morpheus.analysis.util.java_version import JavaVersion from morpheus.analysis.util.subject import AnalysisRepo def project_version(project: AnalysisRepo) -> JavaVersion: """ If nothing defined in POM.xml, then, by default, return Java Version 13. """ return JavaVersion.J13
29.7
76
0.760943
37
297
6.054054
0.648649
0.107143
0.178571
0.214286
0
0
0
0
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0
0.016
0.158249
297
9
77
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0.88
0.242424
0
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1
0.25
false
0
0.5
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null
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0
1
0
0
1
0
1
0
0
5
aafd1a0078539037a386840db3750251ef52edf3
187
py
Python
source/devices/LuxDomoticzDevice.py
wotell/alfred-workflow-domoticz
f1219d70808e89bfce41158c0278e1c2fd45d9e7
[ "MIT" ]
1
2021-12-27T21:58:26.000Z
2021-12-27T21:58:26.000Z
source/devices/LuxDomoticzDevice.py
wotell/alfred-workflow-domoticz
f1219d70808e89bfce41158c0278e1c2fd45d9e7
[ "MIT" ]
null
null
null
source/devices/LuxDomoticzDevice.py
wotell/alfred-workflow-domoticz
f1219d70808e89bfce41158c0278e1c2fd45d9e7
[ "MIT" ]
null
null
null
import DomoticzDevice class LuxDomoticzDevice(DomoticzDevice.DomoticzDevice): def __init__(self, room, deviceInfo): super(LuxDomoticzDevice, self).__init__(room, deviceInfo)
31.166667
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0.786096
17
187
8.176471
0.588235
0.201439
0
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0.128342
187
5
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37.4
0.852761
0
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0.25
false
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0
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0
0
1
0
0
0
0
1
0
0
5
c92350808f3b7a802095653508ac7a6bacad080b
143
py
Python
credentials/credentials_twitter.py
Luc-Bertin/Pi2_project
64c18b21771df8a244047a8e3156b868ed1089df
[ "MIT" ]
null
null
null
credentials/credentials_twitter.py
Luc-Bertin/Pi2_project
64c18b21771df8a244047a8e3156b868ed1089df
[ "MIT" ]
null
null
null
credentials/credentials_twitter.py
Luc-Bertin/Pi2_project
64c18b21771df8a244047a8e3156b868ed1089df
[ "MIT" ]
null
null
null
# this is done creating a LinkedIn app CONSUMER_KEY = 'PSXYFbBa8Pd8jVk6NIt1R3wlN' TOKEN = '1PpSRhZHtQpq5QVjVH2CNkwA4Nr7nmspDMlbbv9iiBzXu6Jn7X'
35.75
60
0.853147
12
143
10.083333
1
0
0
0
0
0
0
0
0
0
0
0.100775
0.097902
143
3
61
47.666667
0.837209
0.251748
0
0
0
0
0.714286
0.714286
0
0
0
0
0
1
0
false
0
0
0
0
0
1
0
1
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
1
1
null
0
0
0
0
0
0
0
0
0
0
0
0
0
5
c9413e7e3590e79b6412cda16699da01ede60050
69
py
Python
twitter/agents/__init__.py
Ra-Ni/Twitter-Language-Identifier
95e28cc8b0cc7b2acd96f240134649a9e601bca7
[ "MIT" ]
null
null
null
twitter/agents/__init__.py
Ra-Ni/Twitter-Language-Identifier
95e28cc8b0cc7b2acd96f240134649a9e601bca7
[ "MIT" ]
null
null
null
twitter/agents/__init__.py
Ra-Ni/Twitter-Language-Identifier
95e28cc8b0cc7b2acd96f240134649a9e601bca7
[ "MIT" ]
null
null
null
from .agent import * from .evaluator import * from .trainer import *
17.25
24
0.73913
9
69
5.666667
0.555556
0.392157
0
0
0
0
0
0
0
0
0
0
0.173913
69
3
25
23
0.894737
0
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
1
0
1
0
1
0
0
null
1
0
0
0
0
0
0
0
0
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0
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1
0
0
0
0
0
0
0
0
0
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null
0
0
0
0
0
0
1
0
1
0
0
0
0
5
c9579df869dc8968450d142c025427f4164c3ee1
126
py
Python
src/selanneal/__init__.py
feichtip/selanneal
95836a9bcf32deb109938bd26a5b13a1f8240b5d
[ "MIT" ]
2
2021-05-22T23:43:57.000Z
2021-07-16T13:01:45.000Z
src/selanneal/__init__.py
feichtip/selanneal
95836a9bcf32deb109938bd26a5b13a1f8240b5d
[ "MIT" ]
null
null
null
src/selanneal/__init__.py
feichtip/selanneal
95836a9bcf32deb109938bd26a5b13a1f8240b5d
[ "MIT" ]
1
2021-07-16T13:02:00.000Z
2021-07-16T13:02:00.000Z
from .annealing import run from .optimise import iterate from .optimise import roc __all__ = [ 'run', 'iterate', 'roc' ]
15.75
29
0.698413
16
126
5.25
0.5
0.285714
0.428571
0
0
0
0
0
0
0
0
0
0.190476
126
7
30
18
0.823529
0
0
0
0
0
0.103175
0
0
0
0
0
0
1
0
false
0
0.5
0
0.5
0
1
0
0
null
1
1
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
0
0
1
0
0
0
0
5
a31bcdd89548093e376e88501e12832ea4df3829
75
py
Python
jinahub/segmenters/TorchObjectDetectionSegmenter/__init__.py
sauravgarg540/executors
c06a16633767346eee96ec019ae6a171f125f6cb
[ "Apache-2.0" ]
null
null
null
jinahub/segmenters/TorchObjectDetectionSegmenter/__init__.py
sauravgarg540/executors
c06a16633767346eee96ec019ae6a171f125f6cb
[ "Apache-2.0" ]
null
null
null
jinahub/segmenters/TorchObjectDetectionSegmenter/__init__.py
sauravgarg540/executors
c06a16633767346eee96ec019ae6a171f125f6cb
[ "Apache-2.0" ]
null
null
null
from .torch_object_detection_segmenter import TorchObjectDetectionSegmenter
75
75
0.946667
7
75
9.714286
1
0
0
0
0
0
0
0
0
0
0
0
0.04
75
1
75
75
0.944444
0
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
1
0
1
0
1
0
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
1
0
1
0
0
5
a35351087781fc7ebccd96ca4f4a95acd4fa8d75
76
py
Python
src/rspy/preprocess/__init__.py
nockchun/rspy
5cc1ebc1d6f91e2de03c34ccd550b6ef2228990e
[ "Apache-2.0" ]
1
2022-02-08T14:29:51.000Z
2022-02-08T14:29:51.000Z
src/rspy/preprocess/__init__.py
softgood/rspy
4c8485f2ab6d5572bde46fd62e95cad1b615ce95
[ "Apache-2.0" ]
null
null
null
src/rspy/preprocess/__init__.py
softgood/rspy
4c8485f2ab6d5572bde46fd62e95cad1b615ce95
[ "Apache-2.0" ]
1
2021-05-03T01:47:19.000Z
2021-05-03T01:47:19.000Z
# -*- coding: utf-8 -*- from .sequence import * from .Correlationer import *
25.333333
28
0.671053
9
76
5.666667
0.777778
0
0
0
0
0
0
0
0
0
0
0.015625
0.157895
76
3
28
25.333333
0.78125
0.276316
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
1
0
1
0
1
0
0
null
0
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0
0
0
0
0
0
0
0
0
0
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1
0
0
0
0
0
0
0
0
0
0
null
0
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0
0
0
0
1
0
1
0
1
0
0
5
a3668ccbee1bf89d1303a28ed637041c6708806b
143
py
Python
books/tech/py/m_lutz-learning_py-5_ed/code/part_5-modules/ch_23-coding_basics/09-namespaces/main.py
ordinary-developer/education
1b1f40dacab873b28ee01dfa33a9bd3ec4cfed58
[ "MIT" ]
null
null
null
books/tech/py/m_lutz-learning_py-5_ed/code/part_5-modules/ch_23-coding_basics/09-namespaces/main.py
ordinary-developer/education
1b1f40dacab873b28ee01dfa33a9bd3ec4cfed58
[ "MIT" ]
null
null
null
books/tech/py/m_lutz-learning_py-5_ed/code/part_5-modules/ch_23-coding_basics/09-namespaces/main.py
ordinary-developer/education
1b1f40dacab873b28ee01dfa33a9bd3ec4cfed58
[ "MIT" ]
null
null
null
if __name__ == '__main__': import module1 print(module1.sys) print(module1.name) print(module1.func) print(module1.klass)
17.875
26
0.664336
17
143
5.117647
0.529412
0.551724
0
0
0
0
0
0
0
0
0
0.044643
0.216783
143
7
27
20.428571
0.732143
0
0
0
0
0
0.055944
0
0
0
0
0
0
1
0
true
0
0.166667
0
0.166667
0.666667
1
0
0
null
1
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
0
0
0
1
0
5
a3963e6d32db7b59d0ab2d0d6b396113f30b1c6e
42
py
Python
comickaze/exceptions.py
Chr1st-oo/comickaze
048898d4a15c8e8b1d6696c151438b18dde8ffec
[ "MIT" ]
1
2020-08-17T18:31:29.000Z
2020-08-17T18:31:29.000Z
comickaze/exceptions.py
Chr1st-oo/comickaze
048898d4a15c8e8b1d6696c151438b18dde8ffec
[ "MIT" ]
null
null
null
comickaze/exceptions.py
Chr1st-oo/comickaze
048898d4a15c8e8b1d6696c151438b18dde8ffec
[ "MIT" ]
null
null
null
class NoChapterError(Exception): pass
14
32
0.761905
4
42
8
1
0
0
0
0
0
0
0
0
0
0
0
0.166667
42
2
33
21
0.914286
0
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0.5
0
0
0.5
0
1
1
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
1
0
0
0
0
0
5
6e61c066f11f215a46cfae83dc282562bbb280e5
3,236
py
Python
colossus/apps/lists/tests/test_models.py
CreativeWurks/emailerpro
5f8d668d1b98f5add8123794a1802b82381560eb
[ "MIT" ]
372
2018-08-13T20:51:32.000Z
2022-03-21T12:55:58.000Z
colossus/apps/lists/tests/test_models.py
CreativeWurks/emailerpro
5f8d668d1b98f5add8123794a1802b82381560eb
[ "MIT" ]
30
2018-08-13T19:34:17.000Z
2022-03-20T21:28:49.000Z
colossus/apps/lists/tests/test_models.py
CreativeWurks/emailerpro
5f8d668d1b98f5add8123794a1802b82381560eb
[ "MIT" ]
117
2018-08-13T21:54:42.000Z
2022-03-24T16:45:48.000Z
from colossus.apps.lists.models import MailingList from colossus.apps.subscribers.constants import Status from colossus.apps.subscribers.tests.factories import SubscriberFactory from colossus.test.testcases import TestCase from .factories import MailingListFactory class MailingListUpdateSubscribersCountTests(TestCase): def setUp(self): self.mailing_list = MailingListFactory() def test_update_subscribers_count_persistence(self): self.assertEqual(0, MailingList.objects.get(pk=self.mailing_list.pk).subscribers_count) SubscriberFactory(mailing_list=self.mailing_list, status=Status.SUBSCRIBED) self.mailing_list.update_subscribers_count() self.assertEqual(1, MailingList.objects.get(pk=self.mailing_list.pk).subscribers_count) def test_subscribed_count(self): SubscriberFactory(mailing_list=self.mailing_list, status=Status.SUBSCRIBED) self.assertEqual(1, self.mailing_list.update_subscribers_count()) def test_subscribed_count_5_subscribers(self): SubscriberFactory.create_batch(5, mailing_list=self.mailing_list, status=Status.SUBSCRIBED) self.assertEqual(5, self.mailing_list.update_subscribers_count()) def test_pending_count(self): SubscriberFactory(mailing_list=self.mailing_list, status=Status.PENDING) self.assertEqual(0, self.mailing_list.update_subscribers_count()) def test_unsubscribed_count(self): SubscriberFactory(mailing_list=self.mailing_list, status=Status.UNSUBSCRIBED) self.assertEqual(0, self.mailing_list.update_subscribers_count()) def test_cleaned_count(self): SubscriberFactory(mailing_list=self.mailing_list, status=Status.CLEANED) self.assertEqual(0, self.mailing_list.update_subscribers_count()) class MailingListUpdateOpenRateTests(TestCase): def setUp(self): self.mailing_list = MailingListFactory() SubscriberFactory(mailing_list=self.mailing_list, open_rate=1.0) SubscriberFactory(mailing_list=self.mailing_list, open_rate=0.0) def test_update_open_rate(self): self.assertEqual(0.5, self.mailing_list.update_open_rate()) def test_persistence(self): self.mailing_list.update_open_rate() self.assertEqual(0.5, MailingList.objects.get(pk=self.mailing_list.pk).open_rate) def test_round_percentage(self): SubscriberFactory(mailing_list=self.mailing_list, open_rate=0.0) self.assertEqual(0.3333, self.mailing_list.update_open_rate()) class MailingListUpdateClickRateTests(TestCase): def setUp(self): self.mailing_list = MailingListFactory() SubscriberFactory(mailing_list=self.mailing_list, click_rate=1.0) SubscriberFactory(mailing_list=self.mailing_list, click_rate=0.0) def test_update_click_rate(self): self.assertEqual(0.5, self.mailing_list.update_click_rate()) def test_persistence(self): self.mailing_list.update_click_rate() self.assertEqual(0.5, MailingList.objects.get(pk=self.mailing_list.pk).click_rate) def test_round_percentage(self): SubscriberFactory(mailing_list=self.mailing_list, click_rate=0.0) self.assertEqual(0.3333, self.mailing_list.update_click_rate())
43.72973
99
0.768541
400
3,236
5.9525
0.12
0.198656
0.195296
0.110878
0.774045
0.773625
0.720706
0.720706
0.657707
0.590928
0
0.013978
0.137824
3,236
73
100
44.328767
0.839427
0
0
0.351852
0
0
0
0
0
0
0
0
0.240741
1
0.277778
false
0
0.092593
0
0.425926
0
0
0
0
null
0
1
0
0
1
1
1
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
1
0
0
0
0
0
0
0
5
6e8fc168428d4551dc3ca757f3121949eea0575d
16
py
Python
toplevel2/broken_package/child2/child2.py
a1exwang/python3-import-sucks
aa7cb60ace2e6507adcbcfbfa5d4bdde9731f2df
[ "MIT" ]
null
null
null
toplevel2/broken_package/child2/child2.py
a1exwang/python3-import-sucks
aa7cb60ace2e6507adcbcfbfa5d4bdde9731f2df
[ "MIT" ]
null
null
null
toplevel2/broken_package/child2/child2.py
a1exwang/python3-import-sucks
aa7cb60ace2e6507adcbcfbfa5d4bdde9731f2df
[ "MIT" ]
null
null
null
print("child2")
8
15
0.6875
2
16
5.5
1
0
0
0
0
0
0
0
0
0
0
0.066667
0.0625
16
1
16
16
0.666667
0
0
0
0
0
0.375
0
0
0
0
0
0
1
0
true
0
0
0
0
1
1
1
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
0
0
0
1
0
5
6ebab5e76643ce3a7688a64ad3ee8308ce4e74c9
6,934
py
Python
server/src/modules/routing/tests/handlers_tests.py
briannosaurus/go-links
235ed045414124b0d6f41fc9e4c05117407f18ff
[ "Apache-2.0" ]
176
2019-07-20T00:16:40.000Z
2022-03-29T08:44:11.000Z
server/src/modules/routing/tests/handlers_tests.py
briannosaurus/go-links
235ed045414124b0d6f41fc9e4c05117407f18ff
[ "Apache-2.0" ]
45
2019-08-18T17:03:57.000Z
2022-03-21T14:47:43.000Z
server/src/modules/routing/tests/handlers_tests.py
briannosaurus/go-links
235ed045414124b0d6f41fc9e4c05117407f18ff
[ "Apache-2.0" ]
44
2019-07-22T07:26:55.000Z
2022-03-30T19:55:39.000Z
from mock import patch from modules.data import get_models from modules.routing import handlers from testing import TrottoTestCase ShortLink = get_models('links').ShortLink class TestRedirectHandlerWithoutLogin(TrottoTestCase): blueprints_under_test = [handlers.routes] def test_get__not_logged_in__normal_redirect_from_browser_extension(self): response = self.testapp.get('/benefits?s=crx') self.assertEqual(302, response.status_int) self.assertEqual('http://localhost/_/auth/login?redirect_to=%2Fbenefits%3Fs%3Dcrx', response.location) def test_get__not_logged_in__http_bare_host_request_coming_from_browser_extension(self): response = self.testapp.get('/benefits?s=crx&sc=http') self.assertEqual(302, response.status_int) self.assertEqual('http://benefits?tr=ot', response.location) def test_get__not_logged_in__https_bare_host_request_coming_from_browser_extension(self): response = self.testapp.get('/benefits?s=crx&sc=https') self.assertEqual(302, response.status_int) self.assertEqual('https://benefits?tr=ot', response.location) class TestRedirectHandler(TrottoTestCase): blueprints_under_test = [handlers.routes] def setUp(self): super().setUp() self._populate_shortlinks() def _populate_shortlinks(self): test_shortlinks = [ ShortLink(id=321, organization='1.com', owner='jay@1.com', namespace='go', shortpath='wiki', shortpath_prefix='wiki', destination_url='http://wiki.com'), ShortLink(organization='1.com', owner='jay@1.com', namespace='go', shortpath='sfdc/%s', shortpath_prefix='sfdc', destination_url='http://sfdc.com/search/%s'), ShortLink(organization='1.com', owner='bay@1.com', namespace='go', shortpath='slack', shortpath_prefix='slack', destination_url='http://slack.com'), ShortLink(organization='1.com', owner='bay@1.com', namespace='eng', shortpath='drive', shortpath_prefix='drive', destination_url='https://eng.drive.com'), ShortLink(organization='2.com', owner='jay@2.com', namespace='go', shortpath='drive', shortpath_prefix='drive', destination_url='http://drive3.com') ] for link in test_shortlinks: link.put() def test_redirect__logged_in__go_link_does_not_exist(self): response = self.testapp.get('/drive', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://localhost:5007/?sp=drive', response.headers['Location']) def test_redirect__logged_in__simple_go_link(self): response = self.testapp.get('/wiki', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://wiki.com', response.headers['Location']) def test_redirect__logged_in__simple_go_link__using_extension(self): response = self.testapp.get('/wiki?s=crx', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://wiki.com', response.headers['Location']) def test_redirect__logged_in__go_link_with_pattern(self): response = self.testapp.get('/sfdc/micro', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://sfdc.com/search/micro', response.headers['Location']) def test_redirect__logged_in__uppercase_keyword(self): response = self.testapp.get('/WIKI', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://wiki.com', response.headers['Location']) def test_redirect__logged_in__pattern_with_uppercase_keyword_and_search_term(self): response = self.testapp.get('/SFdc/Micro', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://sfdc.com/search/Micro', response.headers['Location']) @patch('shared_helpers.config.get_organization_config', side_effect=lambda org: {'namespaces': ['eng', 'prod']} if org == '1.com' else {}) def test_redirect__logged_in__alternate_namespace__no_match(self, _): response = self.testapp.get('/eng/someplace', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://localhost:5007/?sp=someplace&ns=eng', response.headers['Location']) @patch('shared_helpers.config.get_organization_config', side_effect=lambda org: {'namespaces': ['eng', 'prod']} if org == '1.com' else {}) def test_redirect__logged_in__match_for_other_namespace(self, _): response = self.testapp.get('/drive', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://localhost:5007/?sp=drive', response.headers['Location']) @patch('shared_helpers.config.get_organization_config', side_effect=lambda org: {'namespaces': ['eng', 'prod']} if org == '2.com' else {}) def test_redirect__logged_in__alternate_namespace__match_in_other_org(self, _): response = self.testapp.get('/eng/drive', headers={'TROTTO_USER_UNDER_TEST': 'rex@2.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://localhost:5007/?sp=drive&ns=eng', response.headers['Location']) @patch('shared_helpers.config.get_organization_config', side_effect=lambda org: {'namespaces': ['eng', 'prod']} if org == '1.com' else {}) def test_redirect__logged_in__alternate_namespace__match_in_this_org(self, _): response = self.testapp.get('/eng/drive', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('https://eng.drive.com', response.headers['Location']) @patch('shared_helpers.config.get_organization_config', side_effect=lambda org: {'namespaces': ['wiki', 'prod']} if org == '1.com' else {}) def test_redirect__logged_in__simple_go_link_matching_alternate_namespace(self, _): response = self.testapp.get('/wiki', headers={'TROTTO_USER_UNDER_TEST': 'rex@1.com'}) self.assertEqual(302, response.status_int) self.assertEqual('http://wiki.com', response.headers['Location'])
37.89071
106
0.656331
815
6,934
5.282209
0.148466
0.097561
0.052033
0.074797
0.815331
0.803484
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0
0
5
6ee4684ee9ac2647ccfa7290de2b5d8bdbcf70aa
47
py
Python
app/orders/domain/exceptions/product_does_not_exist.py
jcazallasc/burriking-citibox
30f0a4520bedb6b9ba613e8cf279b37f0cc60704
[ "MIT" ]
null
null
null
app/orders/domain/exceptions/product_does_not_exist.py
jcazallasc/burriking-citibox
30f0a4520bedb6b9ba613e8cf279b37f0cc60704
[ "MIT" ]
null
null
null
app/orders/domain/exceptions/product_does_not_exist.py
jcazallasc/burriking-citibox
30f0a4520bedb6b9ba613e8cf279b37f0cc60704
[ "MIT" ]
null
null
null
class ProductDoesNotExist(Exception): pass
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2
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5
6eec1e4a170872aebc7e9ce5bacbfdfdbad5ac03
305
py
Python
glue/core/data_factories/__init__.py
HPLegion/glue
1843787ccb4de852dfe103ff58473da13faccf5f
[ "BSD-3-Clause" ]
550
2015-01-08T13:51:06.000Z
2022-03-31T11:54:47.000Z
glue/core/data_factories/__init__.py
HPLegion/glue
1843787ccb4de852dfe103ff58473da13faccf5f
[ "BSD-3-Clause" ]
1,362
2015-01-03T19:15:52.000Z
2022-03-30T13:23:11.000Z
glue/core/data_factories/__init__.py
HPLegion/glue
1843787ccb4de852dfe103ff58473da13faccf5f
[ "BSD-3-Clause" ]
142
2015-01-08T13:08:00.000Z
2022-03-18T13:25:57.000Z
from .astropy_table import * # noqa from .dendrogram import * # noqa from .excel import * # noqa from .fits import * # noqa from .hdf5 import * # noqa from .helpers import * # noqa from .image import * # noqa from .numpy import * # noqa from .pandas import * # noqa from .tables import * # noqa
27.727273
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4.97561
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5
42e57f800b36496a25e9d58b4d12e52b54848a56
136
py
Python
leviathan/level/generator/normal.py
envygames/Leviathan
fb08db7e4cd3ad182981fc71224011f5950063b8
[ "MIT" ]
16
2019-08-08T05:09:48.000Z
2022-03-20T15:42:03.000Z
leviathan/level/generator/normal.py
envygames/Leviathan
fb08db7e4cd3ad182981fc71224011f5950063b8
[ "MIT" ]
4
2019-08-06T03:08:22.000Z
2019-09-23T05:20:58.000Z
leviathan/level/generator/normal.py
envygames/Leviathan
fb08db7e4cd3ad182981fc71224011f5950063b8
[ "MIT" ]
9
2019-08-10T16:48:41.000Z
2022-01-24T06:21:52.000Z
from leviathan.api.level.generator import Generator class Normal(Generator): def get_id(self): return self.TYPE_INFINITE
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42edb48e1de55659fb21667238f92b7e96749e13
1,191
py
Python
十二、剑指offer-Python/面试题68 - I. 二叉搜索树的最近公共祖先.py
Lcoderfit/Introduction-to-algotithms
aea2630be6ca2c60186593d6e66b0a59e56dc848
[ "MIT" ]
3
2018-08-25T16:14:16.000Z
2019-10-15T22:25:32.000Z
十二、剑指offer-Python/面试题68 - I. 二叉搜索树的最近公共祖先.py
Lcoderfit/Introduction-to-algotithms
aea2630be6ca2c60186593d6e66b0a59e56dc848
[ "MIT" ]
null
null
null
十二、剑指offer-Python/面试题68 - I. 二叉搜索树的最近公共祖先.py
Lcoderfit/Introduction-to-algotithms
aea2630be6ca2c60186593d6e66b0a59e56dc848
[ "MIT" ]
1
2019-10-08T09:03:48.000Z
2019-10-08T09:03:48.000Z
''' 面试题68 - I. 二叉搜索树的最近公共祖先.py 时间复杂度:O() 空间复杂度:O() ''' # 迭代解法 # 时间: O(n): 最坏情况,一条单链表,只有左孩子 # 空间: O(1) class Solution: def lowestCommonAncestor(self, root: 'TreeNode', p: 'TreeNode', q: 'TreeNode') -> 'TreeNode': if not root: return None if p.val == q.val: return p while root: if root.val < q.val and root.val < p.val: root = root.right if root.val > q.val and root.val > p.val: root = root.left else: return root # 递归解法 # 时间: O(n): 最坏情况,一条单链表,只有左孩子 # 空间: O(n): 递归栈空间 class Solution1: def lowestCommonAncestor(self, root: 'TreeNode', p: 'TreeNode', q: 'TreeNode') -> 'TreeNode': if not root: return None if p.val > q.val: p, q = q, p if p.val == root.val or q.val == root.val: return root if p.val < root.val and q.val > root.val: return root if p.val < root.val and q.val < root.val: return self.lowestCommonAncestor(root.left, p, q) if p.val > root.val and q.val > root.val: return self.lowestCommonAncestor(root.right, p, q)
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0
0
0
0
0
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5
42ee7fcb5b9d371fa063a260cf401ee8545debea
2,457
py
Python
util/metrics.py
TobiahShaw/machine-learning-algorithm
0ce0e0d463159d8d30b11a15ba98c5a64b2c5b89
[ "Apache-2.0" ]
null
null
null
util/metrics.py
TobiahShaw/machine-learning-algorithm
0ce0e0d463159d8d30b11a15ba98c5a64b2c5b89
[ "Apache-2.0" ]
null
null
null
util/metrics.py
TobiahShaw/machine-learning-algorithm
0ce0e0d463159d8d30b11a15ba98c5a64b2c5b89
[ "Apache-2.0" ]
null
null
null
import numpy as np def accuracy_score(y_true, y_predict): assert y_true.shape == y_predict.shape,\ "the size of y_true must be equal to the size of y_predict" return (sum(y_true == y_predict) / len(y_true)) def mean_squared_error(y_true, y_predict): assert len(y_true) == len(y_predict),\ "the size of y_true must be equal to the size of y_predict" return np.sum((y_true - y_predict) ** 2) / len(y_true) def root_mean_squared_error(y_true, y_oredict): return np.sqrt(mean_squared_error(y_true, y_oredict)) def mean_absolute_error(y_true, y_predict): assert len(y_true) == len(y_predict),\ "the size of y_true must be equal to the size of y_predict" return np.sum(np.abs(y_true - y_predict)) / len(y_true) def r2_score(y_true, y_predict): return 1 - mean_squared_error(y_true, y_predict) / np.var(y_true) def TN(y_true, y_predict): assert len(y_true) == len(y_predict) return np.sum((y_true == 0) & (y_predict == 0)) def FP(y_true, y_predict): assert len(y_true) == len(y_predict) return np.sum((y_true == 0) & (y_predict == 1)) def FN(y_true, y_predict): assert len(y_true) == len(y_predict) return np.sum((y_true == 1) & (y_predict == 0)) def TP(y_true, y_predict): assert len(y_true) == len(y_predict) return np.sum((y_true == 1) & (y_predict == 1)) def confusion_matrix(y_true, y_predict): return np.array([ TN(y_true, y_predict), FP(y_true, y_predict), FN(y_true, y_predict), TP(y_true, y_predict) ]) def precision_score(y_true, y_predict): assert len(y_true) == len(y_predict) tp = TP(y_true, y_predict) fp = FP(y_true, y_predict) try: return tp / (tp +fp) except: return 0.0 def recall_score(y_true, y_predict): assert len(y_true) == len(y_predict) tp = TP(y_true, y_predict) fn = FN(y_true, y_predict) try: return tp / (tp + fn) except: return 0.0 def f1_score(y_true, y_predict): precision = precision_score(y_true, y_predict) recall = recall_score(y_true, y_predict) try: return (2 * precision * recall) / (precision +recall) except: return 0.0 def TPR(y_true, y_predict): return recall_score(y_true, y_predict) def FPR(y_true, y_predict): assert len(y_true) == len(y_predict) tn = TN(y_true, y_predict) fp = FP(y_true, y_predict) try: return fp / (fp +tn) except: return 0.0
29.25
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0.010989
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2,457
83
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null
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0
0
0
1
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5
6e1d597824a792118a6426b1bed602c8f3012022
305
py
Python
tests/checkio/home/test_long_repeat.py
zoido/checkio_python_solutions
858cc7eafbbf55c8506e14cce260d17406fbf09c
[ "MIT" ]
null
null
null
tests/checkio/home/test_long_repeat.py
zoido/checkio_python_solutions
858cc7eafbbf55c8506e14cce260d17406fbf09c
[ "MIT" ]
2
2017-10-14T17:44:17.000Z
2018-04-06T18:53:37.000Z
tests/checkio/home/test_long_repeat.py
zoido/checkio_python_solutions
858cc7eafbbf55c8506e14cce260d17406fbf09c
[ "MIT" ]
null
null
null
from checkio.home.long_repeat import long_repeat def test_long_repeat(): assert long_repeat("sdsffffse") == 4, "First" assert long_repeat("ddvvrwwwrggg") == 3, "Second" def test_fails_1(): assert long_repeat("") == 0, "Empty String" def test_fails_2(): assert long_repeat("aa") == 2
20.333333
53
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43
305
4.581395
0.511628
0.35533
0.324873
0
0
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0
0.023715
0.170492
305
14
54
21.785714
0.754941
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0.5
1
0.375
true
0
0.125
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0.5
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null
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1
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1
1
0
0
0
0
0
0
5
6e2816cc3c09324224f877772c3ebc3499c5e2ee
65
py
Python
book_search/models/__init__.py
yakky/microservice-talk
5b59783d5d1f38994e960883f9026a2b11416c7e
[ "CNRI-Python" ]
null
null
null
book_search/models/__init__.py
yakky/microservice-talk
5b59783d5d1f38994e960883f9026a2b11416c7e
[ "CNRI-Python" ]
61
2020-11-16T06:49:52.000Z
2022-03-28T00:15:10.000Z
book_search/models/__init__.py
yakky/microservice-talk
5b59783d5d1f38994e960883f9026a2b11416c7e
[ "CNRI-Python" ]
null
null
null
from .response import BookList as BookListResponse # noqa: F401
32.5
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5
282910e39638db807ef7766011320331433f05ef
106
wsgi
Python
Backend/gjar-iot-server.wsgi
SamuelNovak/GJAR_IoT
2557eaadb39d286bd5036a96012166098490f614
[ "MIT" ]
null
null
null
Backend/gjar-iot-server.wsgi
SamuelNovak/GJAR_IoT
2557eaadb39d286bd5036a96012166098490f614
[ "MIT" ]
null
null
null
Backend/gjar-iot-server.wsgi
SamuelNovak/GJAR_IoT
2557eaadb39d286bd5036a96012166098490f614
[ "MIT" ]
null
null
null
#!/usr/bin/python3 import sys sys.path.append("/GJAR_IoT/Backend") from main import app as application
13.25
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5
2832294b2072c6962df0ec18b54100c509d4fb56
132
py
Python
diofant/tensor/array/mutable_ndim_array.py
project-kotinos/diofant___diofant
882549ac3a4dac238695aa620c02fce6ca33f9d3
[ "BSD-3-Clause" ]
1
2021-08-22T09:34:15.000Z
2021-08-22T09:34:15.000Z
diofant/tensor/array/mutable_ndim_array.py
project-kotinos/diofant___diofant
882549ac3a4dac238695aa620c02fce6ca33f9d3
[ "BSD-3-Clause" ]
null
null
null
diofant/tensor/array/mutable_ndim_array.py
project-kotinos/diofant___diofant
882549ac3a4dac238695aa620c02fce6ca33f9d3
[ "BSD-3-Clause" ]
null
null
null
from .ndim_array import NDimArray class MutableNDimArray(NDimArray): def _subs(self, old, new, **hints): return self
16.5
39
0.69697
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132
5.625
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1
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5
288e1a6d274bc5ca9f6df7f21016b1dfe1ee94b9
211
py
Python
template_secret_info.py
JoaoCampos89/0xbtc-discord-price-bot
6eb6839213dfb0176c0be72c2dda7193d4131750
[ "MIT" ]
null
null
null
template_secret_info.py
JoaoCampos89/0xbtc-discord-price-bot
6eb6839213dfb0176c0be72c2dda7193d4131750
[ "MIT" ]
null
null
null
template_secret_info.py
JoaoCampos89/0xbtc-discord-price-bot
6eb6839213dfb0176c0be72c2dda7193d4131750
[ "MIT" ]
null
null
null
# to add bot to a server: # https://discordapp.com/oauth2/authorize?client_id=XXXXXXXXXXXXXXXXXX&scope=bot CLIENT_ID = "XXXXXXXXXXXXXXXXXX" TOKEN = "XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX"
26.375
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81
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5
9540de174661b9bd4d446dfd42a7b712ddaa009d
127
py
Python
atari/dqn/__init__.py
podondra/roboschool-rl
2e6d6b1302eaa9aea12ebd81e2ad7a22d29a8d69
[ "MIT" ]
2
2018-03-06T21:26:34.000Z
2021-12-22T12:31:47.000Z
atari/dqn/__init__.py
podondra/roboschool-rl
2e6d6b1302eaa9aea12ebd81e2ad7a22d29a8d69
[ "MIT" ]
4
2019-12-16T20:37:48.000Z
2020-03-30T20:08:36.000Z
atari/dqn/__init__.py
podondra/roboschool-rl
2e6d6b1302eaa9aea12ebd81e2ad7a22d29a8d69
[ "MIT" ]
2
2018-03-06T21:45:19.000Z
2018-04-06T20:53:15.000Z
from .replay_memory import Preprocessor, ReplayMemory from .dqn import DQN __all__ = ['DQN', 'Preprocessor', 'ReplayMemory']
21.166667
53
0.76378
14
127
6.571429
0.571429
0.521739
0
0
0
0
0
0
0
0
0
0
0.125984
127
5
54
25.4
0.828829
0
0
0
0
0
0.212598
0
0
0
0
0
0
1
0
false
0
0.666667
0
0.666667
0
1
0
0
null
1
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
0
0
1
0
1
0
0
5
955e807dcb28b072cf48faecf26c45bfb98884bc
103
py
Python
python/testData/optimizeImports/referencesInFStringLiterals.py
jnthn/intellij-community
8fa7c8a3ace62400c838e0d5926a7be106aa8557
[ "Apache-2.0" ]
2
2019-04-28T07:48:50.000Z
2020-12-11T14:18:08.000Z
python/testData/optimizeImports/referencesInFStringLiterals.py
jnthn/intellij-community
8fa7c8a3ace62400c838e0d5926a7be106aa8557
[ "Apache-2.0" ]
173
2018-07-05T13:59:39.000Z
2018-08-09T01:12:03.000Z
python/testData/optimizeImports/referencesInFStringLiterals.py
jnthn/intellij-community
8fa7c8a3ace62400c838e0d5926a7be106aa8557
[ "Apache-2.0" ]
2
2020-03-15T08:57:37.000Z
2020-04-07T04:48:14.000Z
import sys from datetime import datetime print(f'{sys.path}') def f(): print(f'{datetime.now()}')
14.714286
30
0.669903
16
103
4.3125
0.5625
0.173913
0
0
0
0
0
0
0
0
0
0
0.145631
103
7
30
14.714286
0.784091
0
0
0
0
0
0.25
0
0
0
0
0
0
1
0.2
true
0
0.4
0
0.6
0.4
1
0
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
1
0
1
0
0
5
958ec7eab2e07c44c635e8db8740a3d1287e8615
56
py
Python
codeup100/6089.py
chicCode/dspstutorial_python-ver
89a1b4a76b7f8143aa7ef9d93cf2b2a9db1f1405
[ "MIT" ]
1
2021-09-02T08:03:42.000Z
2021-09-02T08:03:42.000Z
codeup100/6089.py
chicCode/dspstutorial_python-ver
89a1b4a76b7f8143aa7ef9d93cf2b2a9db1f1405
[ "MIT" ]
null
null
null
codeup100/6089.py
chicCode/dspstutorial_python-ver
89a1b4a76b7f8143aa7ef9d93cf2b2a9db1f1405
[ "MIT" ]
null
null
null
a,b,c = map(int,input().split(' ')) print(a*(b**(c-1)))
18.666667
35
0.5
12
56
2.333333
0.75
0.142857
0.214286
0
0
0
0
0
0
0
0
0.019608
0.089286
56
2
36
28
0.529412
0
0
0
0
0
0.017857
0
0
0
0
0
0
1
0
true
0
0
0
0
0.5
1
0
0
null
0
1
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
0
0
0
1
0
5
95aad571a513acd9ac6f2a99b363f344e21bd525
163
py
Python
allauth/socialaccount/providers/orcid/urls.py
JoshLabs/django-allauth
d8befb8c97fdba4e1aad4b4d75945899d92effba
[ "MIT" ]
2
2016-08-11T11:57:31.000Z
2019-05-24T14:53:03.000Z
allauth/socialaccount/providers/orcid/urls.py
JoshLabs/django-allauth
d8befb8c97fdba4e1aad4b4d75945899d92effba
[ "MIT" ]
9
2020-06-05T17:18:43.000Z
2022-03-11T23:15:04.000Z
allauth/socialaccount/providers/orcid/urls.py
JoshLabs/django-allauth
d8befb8c97fdba4e1aad4b4d75945899d92effba
[ "MIT" ]
3
2015-08-13T22:28:36.000Z
2016-07-04T18:46:46.000Z
from allauth.socialaccount.providers.oauth2.urls import default_urlpatterns from .provider import OrcidProvider urlpatterns = default_urlpatterns(OrcidProvider)
27.166667
75
0.871166
17
163
8.235294
0.647059
0.257143
0
0
0
0
0
0
0
0
0
0.006667
0.079755
163
5
76
32.6
0.926667
0
0
0
0
0
0
0
0
0
0
0
0
1
0
false
0
0.666667
0
0.666667
0
1
0
0
null
1
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
0
0
1
0
1
0
0
5
95cfbff8b31f39bcacd138ccf71607445d3efe8a
108
py
Python
python/testData/inspections/ChainedComparison3.py
jnthn/intellij-community
8fa7c8a3ace62400c838e0d5926a7be106aa8557
[ "Apache-2.0" ]
2
2019-04-28T07:48:50.000Z
2020-12-11T14:18:08.000Z
python/testData/inspections/ChainedComparison3.py
jnthn/intellij-community
8fa7c8a3ace62400c838e0d5926a7be106aa8557
[ "Apache-2.0" ]
173
2018-07-05T13:59:39.000Z
2018-08-09T01:12:03.000Z
python/testData/inspections/ChainedComparison3.py
jnthn/intellij-community
8fa7c8a3ace62400c838e0d5926a7be106aa8557
[ "Apache-2.0" ]
2
2020-03-15T08:57:37.000Z
2020-04-07T04:48:14.000Z
if <weak_warning descr="Simplify chained comparison">e >= <caret>a > b and c < b</weak_warning>: print "q"
54
96
0.694444
18
108
4.055556
0.833333
0.30137
0
0
0
0
0
0
0
0
0
0
0.148148
108
2
97
54
0.793478
0
0
0
0
0
0.256881
0
0
0
0
0
0
0
null
null
0
0
null
null
0.5
1
0
0
null
1
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
1
0
0
0
0
0
0
1
0
5
2500d895f98d67ebcaea7912acb6a48bcd8e8e2b
87
py
Python
models/__init__.py
OttrOne/suivi
9e53a39b0f50054b89cb960eb9055fd0a28a5ebf
[ "MIT" ]
null
null
null
models/__init__.py
OttrOne/suivi
9e53a39b0f50054b89cb960eb9055fd0a28a5ebf
[ "MIT" ]
2
2022-01-11T15:50:04.000Z
2022-01-13T01:53:53.000Z
models/__init__.py
OttrOne/suivi
9e53a39b0f50054b89cb960eb9055fd0a28a5ebf
[ "MIT" ]
null
null
null
from .sample import Sample from .sampleset import SampleSet from .config import Config
21.75
32
0.827586
12
87
6
0.416667
0
0
0
0
0
0
0
0
0
0
0
0.137931
87
3
33
29
0.96
0
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
1
0
1
0
1
0
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
1
0
1
0
0
5
25271cb13c810d2c4a0ee196f2b52cf206a7bc12
34
py
Python
seq2seq/dataset/__init__.py
EVASHINJI/Seq2Seq-PyTorch
d53f8d7c240bd7c16ebd1475384774bd064b4b03
[ "Apache-2.0" ]
4
2020-01-03T09:14:10.000Z
2021-07-04T14:39:45.000Z
seq2seq/dataset/__init__.py
EVASHINJI/Seq2Seq-PyTorch
d53f8d7c240bd7c16ebd1475384774bd064b4b03
[ "Apache-2.0" ]
null
null
null
seq2seq/dataset/__init__.py
EVASHINJI/Seq2Seq-PyTorch
d53f8d7c240bd7c16ebd1475384774bd064b4b03
[ "Apache-2.0" ]
2
2020-01-09T10:08:30.000Z
2020-01-10T01:54:01.000Z
from .vocabField import VocabField
34
34
0.882353
4
34
7.5
0.75
0
0
0
0
0
0
0
0
0
0
0
0.088235
34
1
34
34
0.967742
0
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
1
0
1
0
1
1
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
1
0
0
0
0
5
25609a243bc5e59057e16d18b115f846ecfcf60b
61
py
Python
analisador_sintatico/ext/cors.py
viniciusandd/uri-analisador-sintatico
b347f4293e4c60bd3b2c838c8cef0d75db2c0bec
[ "MIT" ]
null
null
null
analisador_sintatico/ext/cors.py
viniciusandd/uri-analisador-sintatico
b347f4293e4c60bd3b2c838c8cef0d75db2c0bec
[ "MIT" ]
null
null
null
analisador_sintatico/ext/cors.py
viniciusandd/uri-analisador-sintatico
b347f4293e4c60bd3b2c838c8cef0d75db2c0bec
[ "MIT" ]
null
null
null
from flask_cors import CORS def init_app(app): CORS(app)
15.25
27
0.737705
11
61
3.909091
0.636364
0
0
0
0
0
0
0
0
0
0
0
0.180328
61
4
28
15.25
0.86
0
0
0
0
0
0
0
0
0
0
0
0
1
0.333333
false
0
0.333333
0
0.666667
0
1
0
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
1
0
0
1
0
1
0
0
5
c25daa2dd3f6714f6d28c2f76682e519c97643c2
134
py
Python
tests/__main__.py
tjguk/winsys
346a5bc0ad74f3f70b1099e714b544a6f008b72c
[ "MIT" ]
51
2015-01-14T09:23:48.000Z
2021-11-08T12:53:54.000Z
tests/__main__.py
tjguk/winsys
346a5bc0ad74f3f70b1099e714b544a6f008b72c
[ "MIT" ]
2
2019-05-30T12:34:40.000Z
2020-06-13T20:00:55.000Z
tests/__main__.py
tjguk/winsys
346a5bc0ad74f3f70b1099e714b544a6f008b72c
[ "MIT" ]
15
2015-04-21T19:48:48.000Z
2020-07-29T19:30:43.000Z
# -*- coding: utf-8 -*- from __future__ import unicode_literals import os, sys from . import run run.main(os.path.dirname(__file__))
19.142857
39
0.731343
20
134
4.45
0.75
0
0
0
0
0
0
0
0
0
0
0.008621
0.134328
134
6
40
22.333333
0.758621
0.156716
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
0.75
0
0.75
0
1
0
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
1
0
1
0
0
5
c27648c9cec98bed5825743ab82b2970e0fac754
113
py
Python
queryutils/versions.py
salspaugh/queryutils
fb3ab2e3e5c17e55ae87217b66ae33c205a50c70
[ "BSD-3-Clause" ]
null
null
null
queryutils/versions.py
salspaugh/queryutils
fb3ab2e3e5c17e55ae87217b66ae33c205a50c70
[ "BSD-3-Clause" ]
null
null
null
queryutils/versions.py
salspaugh/queryutils
fb3ab2e3e5c17e55ae87217b66ae33c205a50c70
[ "BSD-3-Clause" ]
null
null
null
class Version: FORMAT_2012 = "format_2012" FORMAT_2013 = "format_2013" FORMAT_2014 = "format_2014"
16.142857
31
0.690265
14
113
5.142857
0.428571
0.277778
0.444444
0
0
0
0
0
0
0
0
0.272727
0.221239
113
6
32
18.833333
0.545455
0
0
0
0
0
0.294643
0
0
0
0
0
0
1
0
false
0
0
0
1
0
1
0
0
null
1
1
0
0
0
0
0
0
0
0
1
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
5
c284ee68caf2858865a298966d3eb7f3bf5434ff
296
py
Python
framework/lib/dlju/os_utils.py
audreyseo/defects4j
e412c83d9ef2594b9e70e56b3ed78d71efc15713
[ "MIT" ]
null
null
null
framework/lib/dlju/os_utils.py
audreyseo/defects4j
e412c83d9ef2594b9e70e56b3ed78d71efc15713
[ "MIT" ]
null
null
null
framework/lib/dlju/os_utils.py
audreyseo/defects4j
e412c83d9ef2594b9e70e56b3ed78d71efc15713
[ "MIT" ]
null
null
null
""" Figure out which operating system is being used """ import platform def isMacOsX(): return platform.system() == "Darwin" def isLinux(): return platform.system() == "Linux" def isWindows(): return platform.system() == "Windows" or platform.system().lower().startswith("cygwin")
22.769231
91
0.682432
34
296
5.941176
0.647059
0.277228
0.29703
0
0
0
0
0
0
0
0
0
0.158784
296
12
92
24.666667
0.811245
0.158784
0
0
0
0
0.099585
0
0
0
0
0
0
1
0.428571
true
0
0.142857
0.428571
1
0
0
0
0
null
1
1
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
1
1
0
0
1
0
0
0
5
c2891a5a08a7c52df2a2784d642b9a54e576660b
23
py
Python
Dirv1/changeOne.py
kaushiktalukdar/GithubFeatureTest
393606d5b1b6abe3d55156e6647285ade0d6d7a2
[ "Apache-2.0" ]
null
null
null
Dirv1/changeOne.py
kaushiktalukdar/GithubFeatureTest
393606d5b1b6abe3d55156e6647285ade0d6d7a2
[ "Apache-2.0" ]
11
2021-11-24T02:03:37.000Z
2021-11-25T00:31:27.000Z
Dirv1/changeOne.py
kaushiktalukdar/GithubFeatureTest
393606d5b1b6abe3d55156e6647285ade0d6d7a2
[ "Apache-2.0" ]
null
null
null
# This is a change test
23
23
0.73913
5
23
3.4
1
0
0
0
0
0
0
0
0
0
0
0
0.217391
23
1
23
23
0.944444
0.913043
0
null
0
null
0
0
null
0
0
0
null
1
null
true
0
0
null
null
null
1
1
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
1
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
0
0
0
0
0
5
c2a8961876c93562e723dabb09e2fff2563bd672
51
py
Python
grAdapt/datasets/testfunctions/__init__.py
mkduong-ai/grAdapt
94c2659b0f6ff9a2984a9dc58e3c83213313bf90
[ "Apache-2.0" ]
25
2020-11-13T05:57:01.000Z
2021-06-18T11:16:03.000Z
grAdapt/datasets/testfunctions/__init__.py
mkduong-ai/grAdapt
94c2659b0f6ff9a2984a9dc58e3c83213313bf90
[ "Apache-2.0" ]
null
null
null
grAdapt/datasets/testfunctions/__init__.py
mkduong-ai/grAdapt
94c2659b0f6ff9a2984a9dc58e3c83213313bf90
[ "Apache-2.0" ]
null
null
null
from . import bivariate from . import multivariate
17
26
0.803922
6
51
6.833333
0.666667
0.487805
0
0
0
0
0
0
0
0
0
0
0.156863
51
2
27
25.5
0.953488
0
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
1
0
1
0
1
0
0
null
1
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
1
0
1
0
0
0
0
5
c2d81992abc4175135fad7f77eb6db0554f8097b
7,260
py
Python
2015/task_1/second.py
romanthekat/advent_of_code
d9005d9824ab7aadd6bc93fd88421f6fdc95520e
[ "Apache-2.0" ]
null
null
null
2015/task_1/second.py
romanthekat/advent_of_code
d9005d9824ab7aadd6bc93fd88421f6fdc95520e
[ "Apache-2.0" ]
5
2016-07-03T19:07:55.000Z
2019-12-10T19:24:25.000Z
2015/task_1/second.py
EvilKhaosKat/advent_of_code
d9005d9824ab7aadd6bc93fd88421f6fdc95520e
[ "Apache-2.0" ]
null
null
null
input = 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result = 0 for position, char in enumerate(input): if char == "(": result += 1 elif char == ")": result -= 1 if result == -1: # in basement print("position of first basement:" + str(position+1)) break
518.571429
7,010
0.018595
31
7,260
4.354839
0.548387
0.155556
0.162963
0
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0.000697
0.011983
7,260
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7,011
558.461538
0.018124
0.001515
0
0
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0.969919
0.965917
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0
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1
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false
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null
0
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0
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1
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0
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null
0
0
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0
0
0
0
0
0
0
0
0
5
c2ea6c45305731a55ec84c58f7c0aaae7e643cf6
98
py
Python
__getPythonSitePackages.py
simdevex/01.Basics
cf4f372384e66f4b26e4887d2f5d815a1f8e929c
[ "MIT" ]
null
null
null
__getPythonSitePackages.py
simdevex/01.Basics
cf4f372384e66f4b26e4887d2f5d815a1f8e929c
[ "MIT" ]
null
null
null
__getPythonSitePackages.py
simdevex/01.Basics
cf4f372384e66f4b26e4887d2f5d815a1f8e929c
[ "MIT" ]
null
null
null
'''a Python program to locate Python site-packages.''' import site; print(site.getsitepackages())
32.666667
54
0.755102
13
98
5.692308
0.769231
0
0
0
0
0
0
0
0
0
0
0
0.102041
98
3
55
32.666667
0.840909
0.489796
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
0.5
0
0.5
0.5
1
0
0
null
0
0
0
0
0
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0
0
0
0
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1
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0
0
0
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0
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null
0
0
0
0
0
0
1
0
1
0
0
1
0
5
c2f2a1ef6eac3d5bc5d4b36c7883e57247c77ed1
86
py
Python
nasa.py
scollis/flaming_heap
4462c2dd2872fbceff0d6a21ffb4cf2ff18f6bea
[ "BSD-2-Clause" ]
null
null
null
nasa.py
scollis/flaming_heap
4462c2dd2872fbceff0d6a21ffb4cf2ff18f6bea
[ "BSD-2-Clause" ]
null
null
null
nasa.py
scollis/flaming_heap
4462c2dd2872fbceff0d6a21ffb4cf2ff18f6bea
[ "BSD-2-Clause" ]
null
null
null
print('To Infinity and Beyond!') print('Toy story should have ended with the 3 one.')
28.666667
52
0.732558
15
86
4.2
0.933333
0
0
0
0
0
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0
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0
0.013699
0.151163
86
2
53
43
0.849315
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0.767442
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true
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null
0
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0
1
0
0
0
0
1
0
5
6c0f227ebf72e5c62ecac794b83d6c52a90a14ed
50
py
Python
deepl/optimizer/__init__.py
akanametov/deepl
c24c797bc815aa78e4d337d7e8bbb422dbf6dc20
[ "MIT" ]
null
null
null
deepl/optimizer/__init__.py
akanametov/deepl
c24c797bc815aa78e4d337d7e8bbb422dbf6dc20
[ "MIT" ]
null
null
null
deepl/optimizer/__init__.py
akanametov/deepl
c24c797bc815aa78e4d337d7e8bbb422dbf6dc20
[ "MIT" ]
null
null
null
from .__base__ import * from .optimizers_ import *
25
26
0.78
6
50
5.666667
0.666667
0
0
0
0
0
0
0
0
0
0
0
0.14
50
2
26
25
0.790698
0
0
0
0
0
0
0
0
0
0
0
0
1
0
true
0
1
0
1
0
1
0
0
null
0
0
0
0
0
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0
0
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0
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1
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0
0
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0
0
0
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0
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null
0
0
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0
0
0
1
0
1
0
1
0
0
5
6c4a1cc073be8ebf28f81ff779143c1fe6f03c23
231
py
Python
libpgm3/__init__.py
aleksandar-veljkovic/libpgm3
f39a20b17e9934f35cce16bc65c9745cf2355fd7
[ "BSD-3-Clause" ]
83
2015-02-04T02:05:50.000Z
2020-12-21T03:22:39.000Z
libpgm/__init__.py
shark8me/libpgm
bbaabd44a6ba525c2e7e2f5c32c4d09fbd1c5cc2
[ "BSD-3-Clause" ]
26
2015-03-10T11:22:39.000Z
2020-05-27T23:48:21.000Z
libpgm/__init__.py
shark8me/libpgm
bbaabd44a6ba525c2e7e2f5c32c4d09fbd1c5cc2
[ "BSD-3-Clause" ]
50
2015-03-02T12:49:31.000Z
2020-05-26T07:36:48.000Z
__all__ = ['CPDtypes', 'dictionary', 'discretebayesiannetwork', 'graphskeleton', 'hybayesiannetwork', 'lgbayesiannetwork', 'nodedata', 'orderedskeleton', 'pgmlearner', 'sampleaggregator', 'tablecpdfactor', 'tablecpdfactorization']
115.5
230
0.774892
13
231
13.461538
1
0
0
0
0
0
0
0
0
0
0
0
0.060606
231
1
231
231
0.806452
0
0
0
0
0
0.744589
0.190476
0
0
0
0
0
1
0
false
0
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1
null
0
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0
0
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0
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1
0
0
0
0
0
0
1
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null
0
0
0
0
0
0
0
0
0
0
0
0
0
5
6692e436d23de7fd2ba1005b36882dbed2acd577
4,965
py
Python
database.py
luke-truitt/standard-venmo-backend
fb7f9c395872fb1964797ffc882293776444edb1
[ "MIT" ]
null
null
null
database.py
luke-truitt/standard-venmo-backend
fb7f9c395872fb1964797ffc882293776444edb1
[ "MIT" ]
null
null
null
database.py
luke-truitt/standard-venmo-backend
fb7f9c395872fb1964797ffc882293776444edb1
[ "MIT" ]
null
null
null
import psycopg2 import os import uuid from datetime import datetime CLEAR_WAITLIST_TABLE = "DELETE FROM Waitlist" DROP_WAITLIST_TABLE = "DROP TABLE Waitlist" CREATE_WAITLIST_TABLE = """CREATE TABLE WAITLIST ( Email varchar(255), LandingPageID int, Time varchar(255) )""" ADD_EMAIL = "INSERT INTO waitlist (email, landingPageId, time) values ('{}','{}','{}')" def add_email(data): email = data.get("email") if data.get("email") is not None else '' landingPageId = data.get("landingPageId") if data.get("landingPageId") is not None else '' waitlist_spot = get_waitlist_position(landingPageId) + 1000 now = datetime.now() time = now.strftime("%d/%m/%Y %H:%M:%S") try: conn = psycopg2.connect( # database = os.getenv("DATABASE"), # user = os.getenv("USERNAME"), # password = os.getenv("PASSWORD"), # host = os.getenv("HOST"), # port = os.getenv("DATAPORT"), database = "der447s69tcb66", user = "veirluzsqkanmi", password = "0e01540c042256fae0efbfb765bd5377c60c54b56c2df6192598d380c45d928d", host = "ec2-54-237-143-127.compute-1.amazonaws.com", port = "5432" ) cur = conn.cursor() cur.execute(ADD_EMAIL.format(email,landingPageId, time)) conn.commit() cur.close() conn.close() return waitlist_spot except (Exception, psycopg2.DatabaseError) as error: print(error) finally: if conn is not None: conn.close() def get_waitlist_position(num): try: conn = psycopg2.connect( # database = os.getenv("DATABASE"), # user = os.getenv("USERNAME"), # password = os.getenv("PASSWORD"), # host = os.getenv("HOST"), # port = os.getenv("DATAPORT"), database = "der447s69tcb66", user = "veirluzsqkanmi", password = "0e01540c042256fae0efbfb765bd5377c60c54b56c2df6192598d380c45d928d", host = "ec2-54-237-143-127.compute-1.amazonaws.com", port = "5432" ) cur = conn.cursor() cur.execute("SELECT email FROM waitlist WHERE landingPageId={}".format(num)) waitlist = cur.fetchall() waitlist_len = len(waitlist) spot = waitlist_len + 1 cur.close() conn.close() return spot except (Exception, psycopg2.DatabaseError) as error: print(error) def create_table(): try: conn = psycopg2.connect( # database = os.getenv("DATABASE"), # user = os.getenv("USERNAME"), # password = os.getenv("PASSWORD"), # host = os.getenv("HOST"), # port = os.getenv("DATAPORT") database = "der447s69tcb66", user = "veirluzsqkanmi", password = "0e01540c042256fae0efbfb765bd5377c60c54b56c2df6192598d380c45d928d", host = "ec2-54-237-143-127.compute-1.amazonaws.com", port = "5432" ) cur = conn.cursor() cur.execute(CREATE_WAITLIST_TABLE) conn.commit() cur.close() conn.close() except (Exception, psycopg2.DatabaseError) as error: print(error) finally: if conn is not None: conn.close() def clear_table() : try: conn = psycopg2.connect( # database = os.getenv("DATABASE"), # user = os.getenv("USERNAME"), # password = os.getenv("PASSWORD"), # host = os.getenv("HOST"), # port = os.getenv("DATAPORT") database = "der447s69tcb66", user = "veirluzsqkanmi", password = "0e01540c042256fae0efbfb765bd5377c60c54b56c2df6192598d380c45d928d", host = "ec2-54-237-143-127.compute-1.amazonaws.com", port = "5432" ) cur = conn.cursor() cur.execute(CLEAR_WAITLIST_TABLE) conn.commit() cur.close() conn.close() except (Exception, psycopg2.DatabaseError) as error: print(error) finally: if conn is not None: conn.close() def drop_tables(): try: conn = psycopg2.connect( database = os.getenv("DATABASE"), user = os.getenv("USERNAME"), password = os.getenv("PASSWORD"), host = os.getenv("HOST"), port = os.getenv("DATAPORT") ) cur = conn.cursor() cur.execute(DROP_WAITLIST_TABLE) conn.commit() cur.close() conn.close() except (Exception, psycopg2.DatabaseError) as error: print(error) finally: if conn is not None: conn.close() # drop_tables() # create_table()
32.45098
94
0.544814
466
4,965
5.744635
0.180258
0.074711
0.020172
0.041091
0.735525
0.7161
0.706014
0.706014
0.706014
0.683227
0
0.086693
0.335549
4,965
153
95
32.45098
0.724765
0.129305
0
0.628319
0
0
0.208556
0.098582
0
0
0
0
0
1
0.044248
false
0.044248
0.035398
0
0.097345
0.044248
0
0
0
null
0
0
0
0
1
1
1
1
1
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
5
dd02c45cc38a47318fa4a2cdc928b426105a1551
213
py
Python
agents/Random/random_agent.py
ksang/Voigt-Kampff
21f9ad172e5edf0fe50479eba816413f477b4c70
[ "MIT" ]
3
2018-07-28T09:21:45.000Z
2020-04-11T15:01:12.000Z
agents/Random/random_agent.py
ksang/Voigt-Kampff
21f9ad172e5edf0fe50479eba816413f477b4c70
[ "MIT" ]
null
null
null
agents/Random/random_agent.py
ksang/Voigt-Kampff
21f9ad172e5edf0fe50479eba816413f477b4c70
[ "MIT" ]
null
null
null
from agents import BaseAgent class RandomAgent(BaseAgent): def __init__(self, env, config): super().__init__(env, config) def take_action(self, state): return self.action_space.sample()
21.3
41
0.690141
26
213
5.269231
0.692308
0.131387
0
0
0
0
0
0
0
0
0
0
0.206573
213
9
42
23.666667
0.810651
0
0
0
0
0
0
0
0
0
0
0
0
1
0.333333
false
0
0.166667
0.166667
0.833333
0
1
0
0
null
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
0
0
0
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0
0
0
0
0
null
0
0
0
0
0
1
0
0
0
1
1
0
0
5
dd0b13b298e088cf0565399c7a4550acc4a6be31
565
py
Python
src/compas_blender/utilities/document.py
arpastrana/compas
ed677a162c14dbe562c82d72f370279259faf7da
[ "MIT" ]
null
null
null
src/compas_blender/utilities/document.py
arpastrana/compas
ed677a162c14dbe562c82d72f370279259faf7da
[ "MIT" ]
9
2019-09-11T08:53:19.000Z
2019-09-16T08:35:39.000Z
src/compas_blender/utilities/document.py
Licini/compas
34f65adb3d0abc3f403312ffba62aa76f3376292
[ "MIT" ]
null
null
null
__all__ = [ 'get_document_name', 'get_document_filename', 'get_document_path', 'get_document_dirname' ] def get_document_name(): raise NotImplementedError def get_document_filename(): raise NotImplementedError def get_document_path(): raise NotImplementedError def get_document_dirname(): raise NotImplementedError # ============================================================================== # Main # ============================================================================== if __name__ == '__main__': pass
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dd44e5064bf5fe1fa7311d1765cd773f989f0ec2
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py
Python
certbot_plugin_duckdns/__init__.py
lennart-k/certbot-plugin-duckdns
1c42dd62bcd752b5a5e454009356276b8d9d371d
[ "MIT" ]
2
2022-03-19T17:59:41.000Z
2022-03-25T12:54:00.000Z
certbot_plugin_duckdns/__init__.py
lennart-k/certbot-plugin-duckdns
1c42dd62bcd752b5a5e454009356276b8d9d371d
[ "MIT" ]
15
2022-03-16T23:29:42.000Z
2022-03-25T16:51:14.000Z
certbot_plugin_duckdns/__init__.py
lennart-k/certbot-plugin-duckdns
1c42dd62bcd752b5a5e454009356276b8d9d371d
[ "MIT" ]
null
null
null
"""__init__"""
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dd496b850e29935b61720d2d2a92ef44eb93a8f6
154
py
Python
server/app/routes/__init__.py
hunterparks/recipe-collector-back-end
b3784d91b9c0a61c1c0dbc34e5551e5e725e2f12
[ "0BSD" ]
null
null
null
server/app/routes/__init__.py
hunterparks/recipe-collector-back-end
b3784d91b9c0a61c1c0dbc34e5551e5e725e2f12
[ "0BSD" ]
null
null
null
server/app/routes/__init__.py
hunterparks/recipe-collector-back-end
b3784d91b9c0a61c1c0dbc34e5551e5e725e2f12
[ "0BSD" ]
null
null
null
from flask_restful import Resource class Default(Resource): def get(self): return { 'data': 'Hello there! Let\'s make some great food!' }
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5
dd920c177fea0cf84f60d0bb5f040dc124a2c9f2
204
py
Python
lib/network_generator.py
learning-layers/SocialNetworkAnalysis
b9fc6ab3525558fc21d9d298c65875959547aaae
[ "Apache-2.0" ]
null
null
null
lib/network_generator.py
learning-layers/SocialNetworkAnalysis
b9fc6ab3525558fc21d9d298c65875959547aaae
[ "Apache-2.0" ]
null
null
null
lib/network_generator.py
learning-layers/SocialNetworkAnalysis
b9fc6ab3525558fc21d9d298c65875959547aaae
[ "Apache-2.0" ]
null
null
null
from graph_tool.all import * from lib.network import Network def get_fully_connected(filename, size=100): return Network(filename, graph=complete_graph(size, self_loops=False, directed=False))
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dd98a2ee2fdf37dd2ca0effcd7686d58c5e2cf91
124
py
Python
test_dik_generation.py
jtauber-archive/greek-inflection
93ae38dbdb5e93778135f9e5f229a117ed2d4041
[ "MIT" ]
null
null
null
test_dik_generation.py
jtauber-archive/greek-inflection
93ae38dbdb5e93778135f9e5f229a117ed2d4041
[ "MIT" ]
null
null
null
test_dik_generation.py
jtauber-archive/greek-inflection
93ae38dbdb5e93778135f9e5f229a117ed2d4041
[ "MIT" ]
1
2020-10-27T03:34:26.000Z
2020-10-27T03:34:26.000Z
#!/usr/bin/env python3 from test_generation import test_generation test_generation("tests/dik.yaml", "lexicons/dik.yaml")
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06e78cba62f590a85608795905bb74dc85317afb
44
py
Python
venv/Lib/site-packages/webkit/__init__.py
eyespied/F.R.A.M.E
5b52cd2a03bb6cd2c8dab7ba9e9e0166f35b195b
[ "MIT" ]
1
2020-05-18T06:35:36.000Z
2020-05-18T06:35:36.000Z
venv/Lib/site-packages/webkit/__init__.py
DoesArt-Studios/RamBrowse
a81da53e04d265d17e76855e7affc11130ee6120
[ "MIT" ]
null
null
null
venv/Lib/site-packages/webkit/__init__.py
DoesArt-Studios/RamBrowse
a81da53e04d265d17e76855e7affc11130ee6120
[ "MIT" ]
1
2020-02-20T16:29:23.000Z
2020-02-20T16:29:23.000Z
"""Pythonic toolkit for web development."""
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5
66256d89b6a79b1f201b3b6505c06dc1ad4acdc4
1,286
py
Python
medium/39. Combination Sum.py
junyinglucn/leetcode
1fbd0962e4b7dc46b4ed4f0f86778cfedbda72e7
[ "MIT" ]
null
null
null
medium/39. Combination Sum.py
junyinglucn/leetcode
1fbd0962e4b7dc46b4ed4f0f86778cfedbda72e7
[ "MIT" ]
null
null
null
medium/39. Combination Sum.py
junyinglucn/leetcode
1fbd0962e4b7dc46b4ed4f0f86778cfedbda72e7
[ "MIT" ]
null
null
null
# Solution A class Solution: def combinationSum(self, candidates, target): def dfs(candidates, begin, size, path, res, target): if target < 0: return if target == 0: res.append(path) return for index in range(begin, size): dfs(candidates, index, size, path + [candidates[index]], res, target - candidates[index]) size = len(candidates) if size == 0: return [] path = [] res = [] dfs(candidates, 0, size, path, res, target) return res # Solution B class Solution: def combinationSum(self, candidates, target): def dfs(candidates, begin, size, path, res, target): if target == 0: res.append(path) return for index in range(begin, size): residue = target - candidates[index] if residue < 0: break dfs(candidates, index, size, path + [candidates[index]], res, residue) size = len(candidates) if size == 0: return [] candidates.sort() path = [] res = [] dfs(candidates, 0, size, path, res, target) return res
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0
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5
662e6bdbaacf24230f1c14e076b7ceeeec428724
9,862
py
Python
datasets/dataset.py
dreamercv/HSResNet-MMAL
e30097273b836e829ad6c60f41842e1dfc898a13
[ "Apache-2.0" ]
1
2021-09-23T07:16:29.000Z
2021-09-23T07:16:29.000Z
datasets/dataset.py
dreamercv/HSResNet-MMAL
e30097273b836e829ad6c60f41842e1dfc898a13
[ "Apache-2.0" ]
null
null
null
datasets/dataset.py
dreamercv/HSResNet-MMAL
e30097273b836e829ad6c60f41842e1dfc898a13
[ "Apache-2.0" ]
null
null
null
import numpy as np import imageio import os from PIL import Image from torchvision import transforms import torch import torch.utils.data as data class CUB(): def __init__(self, input_size, root, is_train=True, data_len=None): self.input_size = input_size self.root = root self.is_train = is_train img_txt_file = open(os.path.join(self.root, 'images.txt')) label_txt_file = open(os.path.join(self.root, 'image_class_labels.txt')) train_val_file = open(os.path.join(self.root, 'train_test_split.txt')) box_file = open(os.path.join(self.root, 'bounding_boxes.txt')) img_name_list = [] for line in img_txt_file: img_name_list.append(line[:-1].split(' ')[-1]) label_list = [] for line in label_txt_file: label_list.append(int(line[:-1].split(' ')[-1]) - 1) train_test_list = [] for line in train_val_file: train_test_list.append(int(line[:-1].split(' ')[-1])) box_file_list = [] for line in box_file: data = line[:-1].split(' ') box_file_list.append([int(float(data[2])), int(float(data[1])), int(float(data[4])), int(float(data[3]))]) train_file_list = [x for i, x in zip(train_test_list, img_name_list) if i] test_file_list = [x for i, x in zip(train_test_list, img_name_list) if not i] self.train_box = torch.tensor([x for i, x in zip(train_test_list, box_file_list) if i]) self.test_box = torch.tensor([x for i, x in zip(train_test_list, box_file_list) if not i]) if self.is_train: self.train_img = [os.path.join(self.root, 'images', train_file) for train_file in train_file_list[:data_len]] # self.train_img = [imageio.imread(os.path.join(self.root, 'images', train_file)) for train_file in # train_file_list[:data_len]] self.train_label = [x for i, x in zip(train_test_list, label_list) if i][:data_len] if not self.is_train: self.test_img = [os.path.join(self.root, 'images', test_file) for test_file in test_file_list[:data_len]] # self.test_img = [imageio.imread(os.path.join(self.root, 'images', test_file)) for test_file in # test_file_list[:data_len]] self.test_label = [x for i, x in zip(train_test_list, label_list) if not i][:data_len] def __getitem__(self, index): if self.is_train: img, target, box = imageio.imread(self.train_img[index]), self.train_label[index], self.train_box[index] if len(img.shape) == 2: img = np.stack([img] * 3, 2) img = Image.fromarray(img, mode='RGB') # compute scaling height, width = img.height, img.width height_scale = self.input_size / height width_scale = self.input_size / width img = transforms.Resize((self.input_size, self.input_size), Image.BILINEAR)(img) img = transforms.RandomHorizontalFlip()(img) img = transforms.ColorJitter(brightness=0.2, contrast=0.2)(img) img = transforms.ToTensor()(img) img = transforms.Normalize([0.485, 0.456, 0.406], [0.229, 0.224, 0.225])(img) else: img, target, box = imageio.imread(self.test_img[index]), self.test_label[index], self.test_box[index] if len(img.shape) == 2: img = np.stack([img] * 3, 2) img = Image.fromarray(img, mode='RGB') # compute scaling height, width = img.height, img.width height_scale = self.input_size / height width_scale = self.input_size / width img = transforms.Resize((self.input_size, self.input_size), Image.BILINEAR)(img) # img = transforms.Resize((688, 688), Image.BILINEAR)(img) # img = transforms.CenterCrop(448)(img) img = transforms.ToTensor()(img) img = transforms.Normalize([0.485, 0.456, 0.406], [0.229, 0.224, 0.225])(img) scale = torch.tensor([height_scale, width_scale]) return img, target, box, scale def __len__(self): if self.is_train: return len(self.train_label) else: return len(self.test_label) class STANFORD_CAR(data.Dataset): def __init__(self, input_size, root, is_train=True, data_len=None): self.input_size = input_size self.root = root self.is_train = is_train train_img_path = os.path.join(self.root, 'cars_train') test_img_path = os.path.join(self.root, 'cars_test') train_label_file = open(os.path.join(self.root, 'train.txt')) test_label_file = open(os.path.join(self.root, 'test.txt')) train_img_label = [] test_img_label = [] for line in train_label_file: train_img_label.append( [os.path.join(train_img_path, line[:-1].split(' ')[0]), int(line[:-1].split(' ')[1]) - 1]) for line in test_label_file: test_img_label.append( [os.path.join(test_img_path, line[:-1].split(' ')[0]), int(line[:-1].split(' ')[1]) - 1]) self.train_img_label = train_img_label[:data_len] self.test_img_label = test_img_label[:data_len] def __getitem__(self, index): if self.is_train: img, target = imageio.imread(self.train_img_label[index][0]), self.train_img_label[index][1] if len(img.shape) == 2: img = np.stack([img] * 3, 2) img = Image.fromarray(img, mode='RGB') normale_transform = transforms.Compose([ transforms.Resize((self.input_size, self.input_size), Image.BILINEAR), transforms.RandomHorizontalFlip(), transforms.ColorJitter(brightness=0.2, contrast=0.2)(img), transforms.ToTensor(), transforms.Normalize([0.485, 0.456, 0.406], [0.229, 0.224, 0.225]) ]) img = normale_transform(img) else: img, target = imageio.imread(self.test_img_label[index][0]), self.test_img_label[index][1] if len(img.shape) == 2: img = np.stack([img] * 3, 2) img = Image.fromarray(img, mode='RGB') img = transforms.Resize((self.input_size, self.input_size), Image.BILINEAR)(img) # img = transforms.CenterCrop(self.input_size)(img) img = transforms.ToTensor()(img) img = transforms.Normalize([0.485, 0.456, 0.406], [0.229, 0.224, 0.225])(img) return img, target def __len__(self): if self.is_train: return len(self.train_img_label) else: return len(self.test_img_label) class FGVC_aircraft(data.Dataset): def __init__(self, input_size, root, is_train=True, data_len=None, transform=None): self.input_size = input_size self.root = root print("-----------------") print(self.root) self.is_train = is_train self.transform = transform self.normale_transform = transforms.Compose([ transforms.Resize((self.input_size, self.input_size), Image.BILINEAR), transforms.RandomHorizontalFlip(), transforms.ColorJitter(brightness=0.2, contrast=0.2), # transforms.GaussianBlur(3), # transforms.RandomPerspective(), # transforms.RandomRotation((-90, 90), center=(self.input_size // 2, self.input_size // 2)), # transforms.RandomVerticalFlip(), transforms.ToTensor(), transforms.Normalize([0.485, 0.456, 0.406], [0.229, 0.224, 0.225]), ]) # train_img_path = os.path.join(self.root, 'data', 'images') # test_img_path = os.path.join(self.root, 'data', 'images') train_label_file = open(os.path.join(self.root, 'train_images.txt'), "r", encoding='utf-8') test_label_file = open(os.path.join(self.root, 'test_images.txt'), 'r', encoding='utf-8') train_img_label = [] test_img_label = [] for line in train_label_file.readlines(): info = line.lstrip().rstrip().split() train_img_label.append([os.path.join(self.root, "train_images", info[0]), int(info[1]) - 1]) for line in test_label_file.readlines(): info = line.lstrip().rstrip().split() test_img_label.append([os.path.join(self.root, "test_images", info[0]), int(info[1]) - 1]) self.train_img_label = train_img_label[:data_len] self.test_img_label = test_img_label[:data_len] def __getitem__(self, index): if self.is_train: img, target = imageio.imread(self.train_img_label[index][0]), self.train_img_label[index][1] if len(img.shape) == 2: img = np.stack([img] * 3, 2) img = Image.fromarray(img, mode='RGB') if self.transform is not None: img = self.transform(img) img = self.normale_transform(img) else: img, target = imageio.imread(self.test_img_label[index][0]), self.test_img_label[index][1] if len(img.shape) == 2: img = np.stack([img] * 3, 2) img = Image.fromarray(img, mode='RGB') img = transforms.Resize((self.input_size, self.input_size), Image.BILINEAR)(img) # img = transforms.CenterCrop(self.input_size)(img) img = transforms.ToTensor()(img) img = transforms.Normalize([0.485, 0.456, 0.406], [0.229, 0.224, 0.225])(img) return img, target def __len__(self): if self.is_train: return len(self.train_img_label) else: return len(self.test_img_label)
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6640aa9e91e0761bcffc34eed1049fd440c99944
129
py
Python
app/server/database/database.py
CSE-510-Aarogya/DP-Backend
1192689d1db29269b54c2c3f23db3eced0bd35c7
[ "MIT" ]
null
null
null
app/server/database/database.py
CSE-510-Aarogya/DP-Backend
1192689d1db29269b54c2c3f23db3eced0bd35c7
[ "MIT" ]
null
null
null
app/server/database/database.py
CSE-510-Aarogya/DP-Backend
1192689d1db29269b54c2c3f23db3eced0bd35c7
[ "MIT" ]
null
null
null
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5
b0bd7eeb8b47851eaf30f9b339fbb0ba4715d573
337
py
Python
inquire_sql_backend/config.py
PervasiveWellbeingTech/inquire-web-backend
0a078943701472897c288ca1f2683ed749685e92
[ "Apache-2.0" ]
1
2020-10-07T09:35:47.000Z
2020-10-07T09:35:47.000Z
inquire_sql_backend/config.py
PervasiveWellbeingTech/inquire-web-backend
0a078943701472897c288ca1f2683ed749685e92
[ "Apache-2.0" ]
1
2021-06-02T03:08:57.000Z
2021-06-02T03:08:57.000Z
inquire_sql_backend/config.py
PervasiveWellbeingTech/inquire-web-backend
0a078943701472897c288ca1f2683ed749685e92
[ "Apache-2.0" ]
null
null
null
INQUIRE_DATA_ROOT = "/commuter/inquire_data_root" INDEXES_DIRECTORY = "/commuter/inquire_data_root/default/indexes/" DB_LIVEJOURNAL_STRING = "host=commuter.stanford.edu dbname=inquire_newparse user=postgres password=12344321" DB_REDDIT_STRING = "host=commuter.stanford.edu dbname=inquire_reddit_may2015 user=postgres password=12344321"
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5
b0d3f911ef4f7874e259cc7a47404da71f117f75
59
py
Python
nebooman/__init__.py
Zebradil/nebooman
7bc95193d9baa2fee8d476f022b8de251c88424e
[ "MIT" ]
1
2017-10-15T09:24:04.000Z
2017-10-15T09:24:04.000Z
nebooman/__init__.py
Zebradil/nebooman
7bc95193d9baa2fee8d476f022b8de251c88424e
[ "MIT" ]
null
null
null
nebooman/__init__.py
Zebradil/nebooman
7bc95193d9baa2fee8d476f022b8de251c88424e
[ "MIT" ]
2
2017-09-02T20:22:21.000Z
2022-02-25T14:24:10.000Z
# vim:fileencoding=utf-8:noet from .manager import Manager
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9fead6c957788a07dadd881f3e08935928c90d48
163
py
Python
Codes/Liam/557_reverse_words_in_a_string_III.py
liuxiaohui1221/algorithm
d80e64185ceb4798ac5389bfbd226dc1d406f6b5
[ "Apache-2.0" ]
256
2017-10-25T13:02:15.000Z
2022-02-25T13:47:59.000Z
Codes/Liam/557_reverse_words_in_a_string_III.py
liuxiaohui1221/algorithm
d80e64185ceb4798ac5389bfbd226dc1d406f6b5
[ "Apache-2.0" ]
56
2017-10-27T01:34:20.000Z
2022-03-01T00:20:55.000Z
Codes/Liam/557_reverse_words_in_a_string_III.py
liuxiaohui1221/algorithm
d80e64185ceb4798ac5389bfbd226dc1d406f6b5
[ "Apache-2.0" ]
83
2017-10-25T12:51:53.000Z
2022-02-15T08:27:03.000Z
# 执行用时 : 36 ms # 内存消耗 : 14 MB # 方案:python内置翻转字符串 class Solution: def reverseWords(self, s: str) -> str: return " ".join(i[::-1] for i in s.split())
16.3
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0.041322
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163
9
52
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0
0
0
1
1
0
0
5
b0085e445e0808af634a033ebdac99fe0cc875bf
125
py
Python
events/admin.py
rocky-roll-call/rrc-backend
02e8e11c3dab7661e48650e2e861a4a97788a4ce
[ "MIT" ]
null
null
null
events/admin.py
rocky-roll-call/rrc-backend
02e8e11c3dab7661e48650e2e861a4a97788a4ce
[ "MIT" ]
null
null
null
events/admin.py
rocky-roll-call/rrc-backend
02e8e11c3dab7661e48650e2e861a4a97788a4ce
[ "MIT" ]
null
null
null
from django.contrib import admin from .models import Casting, Event admin.site.register(Casting) admin.site.register(Event)
20.833333
34
0.816
18
125
5.666667
0.555556
0.176471
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5
b02d436ab6274d99c9ccffc627e3d6a3995171fc
191
py
Python
TinyAutoML/Preprocessing/__init__.py
thomktz/TinyAutoML
74d9d806ac31795dbf1c4fd60755b0bf9a7c4124
[ "MIT" ]
null
null
null
TinyAutoML/Preprocessing/__init__.py
thomktz/TinyAutoML
74d9d806ac31795dbf1c4fd60755b0bf9a7c4124
[ "MIT" ]
1
2022-03-07T14:22:42.000Z
2022-03-07T14:27:38.000Z
TinyAutoML/Preprocessing/__init__.py
thomktz/TinyAutoML
74d9d806ac31795dbf1c4fd60755b0bf9a7c4124
[ "MIT" ]
1
2022-03-07T14:18:49.000Z
2022-03-07T14:18:49.000Z
from .LassoSelectorTransformer import LassoSelectorTransformer from .NonStationarityCorrector import NonStationarityCorrector __all__=['LassoSelectorTransformer', 'NonStationarityCorrector']
47.75
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5
b057c2ec4cfd000a0bff57158e15dcd04696032a
95
py
Python
brigadier/result_consumer.py
NickNackGus/brigadier.py
43b315446711af3e313bdbb4b0b13a75f6f3a19e
[ "MIT" ]
null
null
null
brigadier/result_consumer.py
NickNackGus/brigadier.py
43b315446711af3e313bdbb4b0b13a75f6f3a19e
[ "MIT" ]
1
2020-11-03T00:20:41.000Z
2020-11-04T06:16:16.000Z
brigadier/result_consumer.py
NickNackGus/brigadier.py
43b315446711af3e313bdbb4b0b13a75f6f3a19e
[ "MIT" ]
1
2020-11-02T23:55:34.000Z
2020-11-02T23:55:34.000Z
class ResultConsumer: def on_command_complete(self, context, success, result): pass
31.666667
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31.666667
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1
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0
1
0
0
5
c6bdef79f22a3fada8d485939a9e93b8042e3f03
9,009
py
Python
ssd_net_vgg.py
Aristochi/Dangerous_driving_behavior_detection
596d0544c3ed8cbfbc322cc4cd7859a9ef539810
[ "MIT" ]
96
2020-03-14T10:17:34.000Z
2022-03-29T03:46:35.000Z
ssd_net_vgg.py
ardorG-ai/Dangerous_driving_behavior_detection
596d0544c3ed8cbfbc322cc4cd7859a9ef539810
[ "MIT" ]
6
2020-09-15T05:56:15.000Z
2022-03-25T01:28:12.000Z
ssd_net_vgg.py
ardorG-ai/Dangerous_driving_behavior_detection
596d0544c3ed8cbfbc322cc4cd7859a9ef539810
[ "MIT" ]
25
2020-04-12T11:40:27.000Z
2022-01-24T02:56:35.000Z
import torch import torch.nn as nn import l2norm import Config as config class SSD(nn.Module): def __init__(self): super(SSD,self).__init__() self.vgg = [] #vgg-16模型 self.vgg.append(nn.Conv2d(in_channels=3,out_channels=64,kernel_size=3,stride=1,padding=1))#conv1_1 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=64,out_channels=64,kernel_size=3,stride=1,padding=1))#conv1_2 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.MaxPool2d(kernel_size=2,stride=2))#maxpool1 self.vgg.append(nn.Conv2d(in_channels=64,out_channels=128,kernel_size=3,stride=1,padding=1))#conv2_1 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=128,out_channels=128,kernel_size=3,stride=1,padding=1))#conv2_2 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.MaxPool2d(kernel_size=2,stride=2))#maxpool2 self.vgg.append(nn.Conv2d(in_channels=128,out_channels=256,kernel_size=3,stride=1,padding=1))#conv3_1 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=256,out_channels=256,kernel_size=3,stride=1,padding=1))#conv3_2 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=256,out_channels=256,kernel_size=3,stride=1,padding=1))#conv3_3 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.MaxPool2d(kernel_size=2,stride=2,ceil_mode=True))#maxpool3 self.vgg.append(nn.Conv2d(in_channels=256,out_channels=512,kernel_size=3,stride=1,padding=1))#conv4_1 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=512,out_channels=512,kernel_size=3,stride=1,padding=1))#conv4_2 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=512,out_channels=512,kernel_size=3,stride=1,padding=1))#conv4_3 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.MaxPool2d(kernel_size=2,stride=2))#maxpool4 self.vgg.append(nn.Conv2d(in_channels=512,out_channels=512,kernel_size=3,stride=1,padding=1))#conv5_1 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=512,out_channels=512,kernel_size=3,stride=1,padding=1))#conv5_2 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=512,out_channels=512,kernel_size=3,stride=1,padding=1))#conv5_3 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.MaxPool2d(kernel_size=3,stride=1,padding=1))#maxpool5 self.vgg.append(nn.Conv2d(in_channels=512,out_channels=1024,kernel_size=3,padding=6,dilation=6))#conv6 self.vgg.append(nn.ReLU(inplace=True)) self.vgg.append(nn.Conv2d(in_channels=1024,out_channels=1024,kernel_size=1))#conv7 self.vgg.append(nn.ReLU(inplace=True)) self.vgg = nn.ModuleList(self.vgg) self.conv8_1 = nn.Sequential( nn.Conv2d(in_channels=1024,out_channels=256,kernel_size=1), nn.ReLU(inplace=True) ) self.conv8_2 = nn.Sequential( nn.Conv2d(in_channels=256,out_channels=512,kernel_size=3,stride=2,padding=1), nn.ReLU(inplace=True) ) self.conv9_1 = nn.Sequential( nn.Conv2d(in_channels=512,out_channels=128,kernel_size=1), nn.ReLU(inplace=True) ) self.conv9_2 = nn.Sequential( nn.Conv2d(in_channels=128,out_channels=256,kernel_size=3,stride=2,padding=1), nn.ReLU(inplace=True) ) self.conv10_1 = nn.Sequential( nn.Conv2d(in_channels=256,out_channels=128,kernel_size=1), nn.ReLU(inplace=True) ) self.conv10_2 = nn.Sequential( nn.Conv2d(in_channels=128,out_channels=256,kernel_size=3,stride=1), nn.ReLU(inplace=True) ) self.conv11_1 = nn.Sequential( nn.Conv2d(in_channels=256, out_channels=128, kernel_size=1), nn.ReLU(inplace=True) ) self.conv11_2 = nn.Sequential( nn.Conv2d(in_channels=128, out_channels=256, kernel_size=3, stride=1), nn.ReLU(inplace=True) ) #特征层位置输出 self.feature_map_loc_1 = nn.Sequential( nn.Conv2d(in_channels=512,out_channels=4*4,kernel_size=3,stride=1,padding=1) ) self.feature_map_loc_2 = nn.Sequential( nn.Conv2d(in_channels=1024,out_channels=6*4,kernel_size=3,stride=1,padding=1) ) self.feature_map_loc_3 = nn.Sequential( nn.Conv2d(in_channels=512,out_channels=6*4,kernel_size=3,stride=1,padding=1) ) self.feature_map_loc_4 = nn.Sequential( nn.Conv2d(in_channels=256,out_channels=6*4,kernel_size=3,stride=1,padding=1) ) self.feature_map_loc_5 = nn.Sequential( nn.Conv2d(in_channels=256,out_channels=4*4,kernel_size=3,stride=1,padding=1) ) self.feature_map_loc_6 = nn.Sequential( nn.Conv2d(in_channels=256,out_channels=4*4,kernel_size=3,stride=1,padding=1) ) #特征层类别输出 self.feature_map_conf_1 = nn.Sequential( nn.Conv2d(in_channels=512,out_channels=4*config.class_num,kernel_size=3,stride=1,padding=1) ) self.feature_map_conf_2 = nn.Sequential( nn.Conv2d(in_channels=1024,out_channels=6*config.class_num,kernel_size=3,stride=1,padding=1) ) self.feature_map_conf_3 = nn.Sequential( nn.Conv2d(in_channels=512,out_channels=6*config.class_num,kernel_size=3,stride=1,padding=1) ) self.feature_map_conf_4 = nn.Sequential( nn.Conv2d(in_channels=256,out_channels=6*config.class_num,kernel_size=3,stride=1,padding=1) ) self.feature_map_conf_5 = nn.Sequential( nn.Conv2d(in_channels=256,out_channels=4*config.class_num,kernel_size=3,stride=1,padding=1) ) self.feature_map_conf_6 = nn.Sequential( nn.Conv2d(in_channels=256,out_channels=4*config.class_num,kernel_size=3,stride=1,padding=1) ) #正向传播过程 def forward(self, image): out = self.vgg[0](image) out = self.vgg[1](out) out = self.vgg[2](out) out = self.vgg[3](out) out = self.vgg[4](out) out = self.vgg[5](out) out = self.vgg[6](out) out = self.vgg[7](out) out = self.vgg[8](out) out = self.vgg[9](out) out = self.vgg[10](out) out = self.vgg[11](out) out = self.vgg[12](out) out = self.vgg[13](out) out = self.vgg[14](out) out = self.vgg[15](out) out = self.vgg[16](out) out = self.vgg[17](out) out = self.vgg[18](out) out = self.vgg[19](out) out = self.vgg[20](out) out = self.vgg[21](out) out = self.vgg[22](out) my_L2Norm = l2norm.L2Norm(512, 20) feature_map_1 = out feature_map_1 = my_L2Norm(feature_map_1) loc_1 = self.feature_map_loc_1(feature_map_1).permute((0,2,3,1)).contiguous() conf_1 = self.feature_map_conf_1(feature_map_1).permute((0,2,3,1)).contiguous() out = self.vgg[23](out) out = self.vgg[24](out) out = self.vgg[25](out) out = self.vgg[26](out) out = self.vgg[27](out) out = self.vgg[28](out) out = self.vgg[29](out) out = self.vgg[30](out) out = self.vgg[31](out) out = self.vgg[32](out) out = self.vgg[33](out) out = self.vgg[34](out) feature_map_2 = out loc_2 = self.feature_map_loc_2(feature_map_2).permute((0,2,3,1)).contiguous() conf_2 = self.feature_map_conf_2(feature_map_2).permute((0,2,3,1)).contiguous() out = self.conv8_1(out) out = self.conv8_2(out) feature_map_3 = out loc_3 = self.feature_map_loc_3(feature_map_3).permute((0,2,3,1)).contiguous() conf_3 = self.feature_map_conf_3(feature_map_3).permute((0,2,3,1)).contiguous() out = self.conv9_1(out) out = self.conv9_2(out) feature_map_4 = out loc_4 = self.feature_map_loc_4(feature_map_4).permute((0,2,3,1)).contiguous() conf_4 = self.feature_map_conf_4(feature_map_4).permute((0,2,3,1)).contiguous() out = self.conv10_1(out) out = self.conv10_2(out) feature_map_5 = out loc_5 = self.feature_map_loc_5(feature_map_5).permute((0,2,3,1)).contiguous() conf_5 = self.feature_map_conf_5(feature_map_5).permute((0,2,3,1)).contiguous() out = self.conv11_1(out) out = self.conv11_2(out) feature_map_6 = out loc_6 = self.feature_map_loc_6(feature_map_6).permute((0,2,3,1)).contiguous() conf_6 = self.feature_map_conf_6(feature_map_6).permute((0,2,3,1)).contiguous() loc_list = [loc_1,loc_2,loc_3,loc_4,loc_5,loc_6] conf_list = [conf_1,conf_2,conf_3,conf_4,conf_5,conf_6] return loc_list,conf_list
48.435484
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9,009
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0.072323
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0.09516
0.793003
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0.742614
0.719775
0.707631
0.690593
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0.084002
0.211122
9,009
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false
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5
05b61ed0f4e2a71e41e61b0dc94e1fef31704412
125
py
Python
MISSIONS/bvr_sim/agent/full_assult.py
binary-husky/hmp2g
1a4f4093cd296f07348f4db4c7503aca6e1fb05c
[ "MIT" ]
2
2022-02-25T12:04:55.000Z
2022-03-15T02:37:59.000Z
MISSIONS/bvr_sim/agent/full_assult.py
binary-husky/hmp2g
1a4f4093cd296f07348f4db4c7503aca6e1fb05c
[ "MIT" ]
null
null
null
MISSIONS/bvr_sim/agent/full_assult.py
binary-husky/hmp2g
1a4f4093cd296f07348f4db4c7503aca6e1fb05c
[ "MIT" ]
null
null
null
from typing import List from agent.agent import Agent from env.env_cmd import CmdEnv import copy import random import time
15.625
31
0.824
21
125
4.857143
0.52381
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