From 9dd9dd0dcc2c83f45ae21d9cb9fb1477e489d559 Mon Sep 17 00:00:00 2001 From: gabrielm2q Date: Wed, 5 Feb 2025 21:13:21 -0300 Subject: [PATCH] docs(fga-eps-mds/2024.2-ARANDU-DOC#43): updates internal quality notebook Co-authored-by: dartmol203 Co-authored-by: GabrielCostaDeOliveira --- .../internal_quality_analysis-sonarqube.ipynb | 16923 ++++++++++++++-- ...ds-2024.2-ARANDU--02-05-2025--21-11-01.csv | 113 + ...s-2024.2-ARANDU--02-05-2025--21-11-01.xlsx | Bin 0 -> 13152 bytes 3 files changed, 15738 insertions(+), 1298 deletions(-) create mode 100644 data/fga-eps-mds-2024.2-ARANDU--02-05-2025--21-11-01.csv create mode 100644 data/fga-eps-mds-2024.2-ARANDU--02-05-2025--21-11-01.xlsx diff --git a/analytics/internal_quality_analysis-sonarqube.ipynb b/analytics/internal_quality_analysis-sonarqube.ipynb index f72f35c..d96bc70 100644 --- a/analytics/internal_quality_analysis-sonarqube.ipynb +++ b/analytics/internal_quality_analysis-sonarqube.ipynb @@ -955,7 +955,358 @@ "name": "#%%\n" } }, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/2067229751.py:6: FutureWarning: The behavior of Series.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError\n", + " max_value_index = newdf.idxmax()\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n", + "/tmp/ipykernel_146923/1196986679.py:4: FutureWarning: Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", + " uts_df = uts_df.fillna(0)\n" + ] + } + ], "source": [ "# Here we will create a dictionary with the metrics for each repository\n", "metrics = {}\n", @@ -1011,7 +1362,7 @@ " \n", " \n", " \n", - " 244\n", + " 5005\n", " src/app.module.ts\n", " 1\n", " 1\n", @@ -1025,33 +1376,33 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 245\n", + " 5006\n", " src/content/content.controller.ts\n", " 8\n", " 11\n", " 0.0\n", " 0.0\n", - " 96.6\n", - " 62\n", + " 96.9\n", + " 77\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 246\n", + " 5007\n", " src/content/content.module.ts\n", " 1\n", " 1\n", @@ -1065,13 +1416,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 247\n", + " 5008\n", " src/content/content.schema.ts\n", " 0\n", " 0\n", @@ -1085,13 +1436,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 248\n", + " 5009\n", " src/content/content.service.ts\n", " 9\n", " 14\n", @@ -1105,93 +1456,113 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 249\n", + " 5010\n", " src/content/dtos/create-content.dto.ts\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", - " NaN\n", - " 12\n", + " 100.0\n", + " 25\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 250\n", + " 5011\n", " src/journey/dtos/create-journey.dto.ts\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 11\n", + " 24\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 251\n", + " 5012\n", " src/start_point/dtos/create-start-point.dto.ts\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 11\n", + " 28\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", + " \n", + " \n", + " 5013\n", + " src/trail/dtos/createTrail.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 18\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 252\n", + " 5014\n", " src/journey/journey.controller.ts\n", " 9\n", " 10\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 66\n", + " 82\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 253\n", + " 5015\n", " src/journey/journey.module.ts\n", " 1\n", " 1\n", @@ -1205,13 +1576,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 254\n", + " 5016\n", " src/journey/journey.schema.ts\n", " 0\n", " 0\n", @@ -1225,13 +1596,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 255\n", + " 5017\n", " src/journey/journey.service.ts\n", " 10\n", " 16\n", @@ -1245,53 +1616,113 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 256\n", + " 5018\n", " src/main.ts\n", - " 1\n", - " 1\n", + " 3\n", + " 4\n", " 0.0\n", " 0.0\n", " 0.0\n", - " 14\n", + " 27\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", + " \n", + " \n", + " 5019\n", + " src/journey/dtos/manageJourneyTrail.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 11\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", + " \n", + " \n", + " 5020\n", + " src/start_point/dtos/manageStartPointJourney.d...\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 11\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", + " \n", + " \n", + " 5021\n", + " src/trail/dtos/manageTrailContent.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 11\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 257\n", + " 5022\n", " src/start_point/point.controller.ts\n", " 10\n", " 12\n", " 0.0\n", " 0.0\n", - " 88.9\n", - " 83\n", + " 89.5\n", + " 97\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 258\n", + " 5023\n", " src/start_point/point.module.ts\n", " 1\n", " 1\n", @@ -1305,13 +1736,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 259\n", + " 5024\n", " src/start_point/point.schema.ts\n", " 0\n", " 0\n", @@ -1325,13 +1756,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 260\n", + " 5025\n", " src/start_point/point.service.ts\n", " 13\n", " 22\n", @@ -1345,33 +1776,33 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 261\n", + " 5026\n", " src/trail/trail.controller.ts\n", " 10\n", " 12\n", " 0.0\n", " 0.0\n", - " 97.2\n", - " 78\n", + " 97.4\n", + " 96\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 262\n", + " 5027\n", " src/trail/trail.module.ts\n", " 1\n", " 1\n", @@ -1385,13 +1816,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 263\n", + " 5028\n", " src/trail/trail.schema.ts\n", " 0\n", " 0\n", @@ -1405,13 +1836,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 264\n", + " 5029\n", " src/trail/trail.service.ts\n", " 12\n", " 20\n", @@ -1425,13 +1856,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 265\n", + " 5030\n", " src/content/dtos/update-content-order.dto.ts\n", " 0\n", " 0\n", @@ -1445,13 +1876,33 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", + " \n", + " \n", + " 5031\n", + " src/content/dtos/update-content.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 25\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 266\n", + " 5032\n", " src/start_point/dtos/update-point.dto.ts\n", " 0\n", " 0\n", @@ -1465,13 +1916,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 267\n", + " 5033\n", " src/journey/dtos/updateJourneyOrder.ts\n", " 0\n", " 0\n", @@ -1485,13 +1936,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 268\n", + " 5034\n", " src/trail/dtos/updateTrailsDtos.ts\n", " 0\n", " 0\n", @@ -1505,173 +1956,173 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 269\n", + " 5035\n", " src/content\n", " 18\n", " 26\n", " 0.0\n", " 0.0\n", - " 83.6\n", - " 207\n", + " 86.4\n", + " 260\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 270\n", + " 5036\n", " src/content/dtos\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 25\n", + " 63\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 271\n", + " 5037\n", " src/trail/dtos\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 13\n", + " 42\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 272\n", + " 5038\n", " src/journey/dtos\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 26\n", + " 50\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 273\n", + " 5039\n", " src/start_point/dtos\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 26\n", + " 54\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 274\n", + " 5040\n", " src/journey\n", " 20\n", " 27\n", " 0.0\n", " 0.0\n", - " 87.4\n", - " 226\n", + " 88.3\n", + " 266\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 275\n", + " 5041\n", " src\n", - " 87\n", - " 123\n", + " 89\n", + " 126\n", " 0.0\n", " 0.0\n", - " 84.3\n", - " 989\n", + " 84.8\n", + " 1184\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 276\n", + " 5042\n", " src/start_point\n", " 24\n", " 35\n", " 0.0\n", " 0.0\n", - " 85.3\n", - " 280\n", + " 86.3\n", + " 322\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 277\n", + " 5043\n", " test\n", " NaN\n", " NaN\n", @@ -1682,36 +2133,36 @@ " 110\n", " 0\n", " 0\n", - " 242\n", + " 376\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 278\n", + " 5044\n", " src/trail\n", " 23\n", " 33\n", " 0.0\n", " 0.0\n", - " 87.6\n", - " 227\n", + " 89.0\n", + " 274\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 279\n", + " 5045\n", " test/content.controller.spec.ts\n", " NaN\n", " NaN\n", @@ -1722,16 +2173,16 @@ " 11\n", " 0\n", " 0\n", - " 25\n", + " 26\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 280\n", + " 5046\n", " test/content.service.spec.ts\n", " NaN\n", " NaN\n", @@ -1742,16 +2193,16 @@ " 11\n", " 0\n", " 0\n", - " 25\n", + " 20\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 281\n", + " 5047\n", " test/journey.controller.spec.ts\n", " NaN\n", " NaN\n", @@ -1762,16 +2213,16 @@ " 13\n", " 0\n", " 0\n", - " 24\n", + " 27\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 282\n", + " 5048\n", " test/journey.service.spec.ts\n", " NaN\n", " NaN\n", @@ -1782,16 +2233,16 @@ " 14\n", " 0\n", " 0\n", - " 29\n", + " 147\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 283\n", + " 5049\n", " test/point.controller.spec.ts\n", " NaN\n", " NaN\n", @@ -1802,16 +2253,16 @@ " 14\n", " 0\n", " 0\n", - " 27\n", + " 26\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 284\n", + " 5050\n", " test/point.service.spec.ts\n", " NaN\n", " NaN\n", @@ -1822,16 +2273,16 @@ " 20\n", " 0\n", " 0\n", - " 61\n", + " 78\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 285\n", + " 5051\n", " test/trail.controller.spec.ts\n", " NaN\n", " NaN\n", @@ -1842,16 +2293,16 @@ " 11\n", " 0\n", " 0\n", - " 19\n", + " 21\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 286\n", + " 5052\n", " test/trail.service.spec.ts\n", " NaN\n", " NaN\n", @@ -1862,16 +2313,16 @@ " 16\n", " 0\n", " 0\n", - " 32\n", + " 31\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-19-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-03-53-59\n", - " 0.0.3\n", + " 01-19-2025-23-44-16\n", + " 0.0.1\n", " \n", " \n", - " 289\n", + " 134\n", " src/app.module.ts\n", " 1\n", " 1\n", @@ -1885,33 +2336,33 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 290\n", + " 135\n", " src/content/content.controller.ts\n", " 8\n", " 11\n", " 0.0\n", " 0.0\n", - " 96.6\n", - " 62\n", + " 96.9\n", + " 77\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 291\n", + " 136\n", " src/content/content.module.ts\n", " 1\n", " 1\n", @@ -1925,13 +2376,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 292\n", + " 137\n", " src/content/content.schema.ts\n", " 0\n", " 0\n", @@ -1945,13 +2396,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 293\n", + " 138\n", " src/content/content.service.ts\n", " 9\n", " 14\n", @@ -1965,93 +2416,113 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 294\n", + " 139\n", " src/content/dtos/create-content.dto.ts\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", - " NaN\n", - " 12\n", + " 100.0\n", + " 25\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 295\n", + " 140\n", " src/journey/dtos/create-journey.dto.ts\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 11\n", + " 24\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 296\n", - " src/start_point/dtos/create-start-point.dto.ts\n", + " 141\n", + " src/subject/dtos/createSubject.dto.ts\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 11\n", + " 34\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", + " \n", + " \n", + " 142\n", + " src/trail/dtos/createTrail.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 18\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 297\n", + " 143\n", " src/journey/journey.controller.ts\n", " 9\n", " 10\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 66\n", + " 82\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 298\n", + " 144\n", " src/journey/journey.module.ts\n", " 1\n", " 1\n", @@ -2065,13 +2536,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 299\n", + " 145\n", " src/journey/journey.schema.ts\n", " 0\n", " 0\n", @@ -2085,74 +2556,114 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 300\n", + " 146\n", " src/journey/journey.service.ts\n", " 10\n", " 16\n", " 0.0\n", " 0.0\n", " 80.4\n", - " 98\n", + " 97\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 301\n", + " 147\n", " src/main.ts\n", - " 1\n", - " 1\n", + " 3\n", + " 4\n", " 0.0\n", " 0.0\n", " 0.0\n", - " 14\n", + " 27\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 302\n", - " src/start_point/point.controller.ts\n", + " 148\n", + " src/journey/dtos/manageJourneyTrail.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 11\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", + " \n", + " \n", + " 149\n", + " src/trail/dtos/manageTrailContent.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 11\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", + " \n", + " \n", + " 150\n", + " src/subject/subject.controller.ts\n", " 10\n", " 12\n", " 0.0\n", " 0.0\n", - " 88.9\n", - " 83\n", + " 94.3\n", + " 92\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 303\n", - " src/start_point/point.module.ts\n", + " 151\n", + " src/subject/subject.module.ts\n", " 1\n", " 1\n", " 0.0\n", @@ -2165,73 +2676,73 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 304\n", - " src/start_point/point.schema.ts\n", + " 152\n", + " src/subject/subject.schema.ts\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 0.0\n", - " 18\n", + " 20\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 305\n", - " src/start_point/point.service.ts\n", + " 153\n", + " src/subject/subject.service.ts\n", " 13\n", - " 22\n", + " 23\n", " 0.0\n", " 0.0\n", - " 83.6\n", - " 135\n", + " 84.9\n", + " 127\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 306\n", + " 154\n", " src/trail/trail.controller.ts\n", " 10\n", " 12\n", " 0.0\n", " 0.0\n", - " 97.2\n", - " 78\n", + " 97.4\n", + " 96\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 307\n", + " 155\n", " src/trail/trail.module.ts\n", " 1\n", " 1\n", @@ -2245,13 +2756,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 308\n", + " 156\n", " src/trail/trail.schema.ts\n", " 0\n", " 0\n", @@ -2265,13 +2776,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 309\n", + " 157\n", " src/trail/trail.service.ts\n", " 12\n", " 20\n", @@ -2285,13 +2796,13 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 310\n", + " 158\n", " src/content/dtos/update-content-order.dto.ts\n", " 0\n", " 0\n", @@ -2305,33 +2816,33 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 311\n", - " src/start_point/dtos/update-point.dto.ts\n", + " 159\n", + " src/content/dtos/update-content.dto.ts\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 15\n", + " 25\n", " NaN\n", " 0\n", " 0\n", " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 312\n", + " 160\n", " src/journey/dtos/updateJourneyOrder.ts\n", " 0\n", " 0\n", @@ -2345,13 +2856,53 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", + " \n", + " \n", + " 161\n", + " src/subject/dtos/updateSubject.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 31\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", + " \n", + " \n", + " 162\n", + " src/subject/dtos/updateSubjectOrder.dto.ts\n", + " 0\n", + " 0\n", + " 0.0\n", + " 0.0\n", + " 100.0\n", + " 16\n", + " NaN\n", + " 0\n", + " 0\n", + " NaN\n", + " 1.0\n", + " FIL\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 313\n", + " 163\n", " src/trail/dtos/updateTrailsDtos.ts\n", " 0\n", " 0\n", @@ -2365,173 +2916,173 @@ " NaN\n", " 1.0\n", " FIL\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 314\n", + " 164\n", " src/content\n", " 18\n", " 26\n", " 0.0\n", " 0.0\n", - " 83.6\n", - " 207\n", + " 86.4\n", + " 260\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 315\n", + " 165\n", " src/content/dtos\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 25\n", + " 63\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 316\n", + " 166\n", " src/trail/dtos\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 13\n", + " 42\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 317\n", + " 167\n", " src/journey/dtos\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 26\n", + " 50\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 318\n", - " src/start_point/dtos\n", + " 168\n", + " src/subject/dtos\n", " 0\n", " 0\n", " 0.0\n", " 0.0\n", " 100.0\n", - " 26\n", + " 81\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 319\n", + " 169\n", " src/journey\n", " 20\n", " 27\n", " 0.0\n", " 0.0\n", - " 87.4\n", - " 226\n", + " 88.3\n", + " 265\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 320\n", + " 170\n", " src\n", - " 87\n", - " 123\n", + " 89\n", + " 127\n", " 0.0\n", " 0.0\n", - " 84.3\n", - " 989\n", + " 85.5\n", + " 1199\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 321\n", - " src/start_point\n", + " 171\n", + " src/subject\n", " 24\n", - " 35\n", + " 36\n", " 0.0\n", " 0.0\n", - " 85.3\n", - " 280\n", + " 88.8\n", + " 338\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 322\n", + " 172\n", " test\n", " NaN\n", " NaN\n", @@ -2542,36 +3093,36 @@ " 110\n", " 0\n", " 0\n", - " 315\n", + " 218\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 323\n", + " 173\n", " src/trail\n", " 23\n", " 33\n", " 0.0\n", " 0.0\n", - " 87.6\n", - " 227\n", + " 89.0\n", + " 274\n", " NaN\n", " NaN\n", " NaN\n", " NaN\n", " 1.0\n", " DIR\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 324\n", + " 174\n", " test/content.controller.spec.ts\n", " NaN\n", " NaN\n", @@ -2582,16 +3133,16 @@ " 11\n", " 0\n", " 0\n", - " 69\n", + " 18\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 325\n", + " 175\n", " test/content.service.spec.ts\n", " NaN\n", " NaN\n", @@ -2602,16 +3153,16 @@ " 11\n", " 0\n", " 0\n", - " 27\n", + " 21\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 326\n", + " 176\n", " test/journey.controller.spec.ts\n", " NaN\n", " NaN\n", @@ -2625,13 +3176,13 @@ " 21\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 327\n", + " 177\n", " test/journey.service.spec.ts\n", " NaN\n", " NaN\n", @@ -2642,17 +3193,17 @@ " 14\n", " 0\n", " 0\n", - " 27\n", + " 30\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 328\n", - " test/point.controller.spec.ts\n", + " 178\n", + " test/subject.controller.spec.ts\n", " NaN\n", " NaN\n", " NaN\n", @@ -2662,17 +3213,17 @@ " 14\n", " 0\n", " 0\n", - " 34\n", + " 24\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 329\n", - " test/point.service.spec.ts\n", + " 179\n", + " test/subject.service.spec.ts\n", " NaN\n", " NaN\n", " NaN\n", @@ -2682,16 +3233,16 @@ " 20\n", " 0\n", " 0\n", - " 78\n", + " 59\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 330\n", + " 180\n", " test/trail.controller.spec.ts\n", " NaN\n", " NaN\n", @@ -2702,16 +3253,16 @@ " 11\n", " 0\n", " 0\n", - " 26\n", + " 19\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", " \n", - " 331\n", + " 181\n", " test/trail.service.spec.ts\n", " NaN\n", " NaN\n", @@ -2722,691 +3273,12466 @@ " 16\n", " 0\n", " 0\n", - " 33\n", + " 26\n", " 1.0\n", " UTS\n", - " fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20...\n", + " fga-eps-mds-2024.2-ARANDU-StudioMaker-01-26-20...\n", " fga-eps-mds-2024.2-ARANDU-StudioMaker\n", - " 12-02-2024-23-56-15\n", - " 0.0.4\n", + " 01-26-2025-01-17-00\n", + " 0.1.0\n", " \n", - " \n", - "\n", - "" - ], - "text/plain": [ - " path functions complexity \\\n", - "244 src/app.module.ts 1 1 \n", - "245 src/content/content.controller.ts 8 11 \n", - "246 src/content/content.module.ts 1 1 \n", - "247 src/content/content.schema.ts 0 0 \n", - "248 src/content/content.service.ts 9 14 \n", - "249 src/content/dtos/create-content.dto.ts 0 0 \n", - "250 src/journey/dtos/create-journey.dto.ts 0 0 \n", - "251 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", - "252 src/journey/journey.controller.ts 9 10 \n", - "253 src/journey/journey.module.ts 1 1 \n", - "254 src/journey/journey.schema.ts 0 0 \n", - "255 src/journey/journey.service.ts 10 16 \n", - "256 src/main.ts 1 1 \n", - "257 src/start_point/point.controller.ts 10 12 \n", - "258 src/start_point/point.module.ts 1 1 \n", - "259 src/start_point/point.schema.ts 0 0 \n", - "260 src/start_point/point.service.ts 13 22 \n", - "261 src/trail/trail.controller.ts 10 12 \n", - "262 src/trail/trail.module.ts 1 1 \n", - "263 src/trail/trail.schema.ts 0 0 \n", - "264 src/trail/trail.service.ts 12 20 \n", - "265 src/content/dtos/update-content-order.dto.ts 0 0 \n", - "266 src/start_point/dtos/update-point.dto.ts 0 0 \n", - "267 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", - "268 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", - "269 src/content 18 26 \n", - "270 src/content/dtos 0 0 \n", - "271 src/trail/dtos 0 0 \n", - "272 src/journey/dtos 0 0 \n", - "273 src/start_point/dtos 0 0 \n", - "274 src/journey 20 27 \n", - "275 src 87 123 \n", - "276 src/start_point 24 35 \n", - "277 test NaN NaN \n", - "278 src/trail 23 33 \n", - "279 test/content.controller.spec.ts NaN NaN \n", - "280 test/content.service.spec.ts NaN NaN \n", - "281 test/journey.controller.spec.ts NaN NaN \n", - "282 test/journey.service.spec.ts NaN NaN \n", - "283 test/point.controller.spec.ts NaN NaN \n", - "284 test/point.service.spec.ts NaN NaN \n", - "285 test/trail.controller.spec.ts NaN NaN \n", - "286 test/trail.service.spec.ts NaN NaN \n", - "289 src/app.module.ts 1 1 \n", - "290 src/content/content.controller.ts 8 11 \n", - "291 src/content/content.module.ts 1 1 \n", - "292 src/content/content.schema.ts 0 0 \n", - "293 src/content/content.service.ts 9 14 \n", - "294 src/content/dtos/create-content.dto.ts 0 0 \n", - "295 src/journey/dtos/create-journey.dto.ts 0 0 \n", - "296 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", - "297 src/journey/journey.controller.ts 9 10 \n", - "298 src/journey/journey.module.ts 1 1 \n", - "299 src/journey/journey.schema.ts 0 0 \n", - "300 src/journey/journey.service.ts 10 16 \n", - "301 src/main.ts 1 1 \n", - "302 src/start_point/point.controller.ts 10 12 \n", - "303 src/start_point/point.module.ts 1 1 \n", - "304 src/start_point/point.schema.ts 0 0 \n", - "305 src/start_point/point.service.ts 13 22 \n", - "306 src/trail/trail.controller.ts 10 12 \n", - "307 src/trail/trail.module.ts 1 1 \n", - "308 src/trail/trail.schema.ts 0 0 \n", - "309 src/trail/trail.service.ts 12 20 \n", - "310 src/content/dtos/update-content-order.dto.ts 0 0 \n", - "311 src/start_point/dtos/update-point.dto.ts 0 0 \n", - "312 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", - "313 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", - "314 src/content 18 26 \n", - "315 src/content/dtos 0 0 \n", - "316 src/trail/dtos 0 0 \n", - "317 src/journey/dtos 0 0 \n", - "318 src/start_point/dtos 0 0 \n", - "319 src/journey 20 27 \n", - "320 src 87 123 \n", - "321 src/start_point 24 35 \n", - "322 test NaN NaN \n", - "323 src/trail 23 33 \n", - "324 test/content.controller.spec.ts NaN NaN \n", - "325 test/content.service.spec.ts NaN NaN \n", - "326 test/journey.controller.spec.ts NaN NaN \n", - "327 test/journey.service.spec.ts NaN NaN \n", - "328 test/point.controller.spec.ts NaN NaN \n", - "329 test/point.service.spec.ts NaN NaN \n", - "330 test/trail.controller.spec.ts NaN NaN \n", - "331 test/trail.service.spec.ts NaN NaN \n", - "\n", - " comment_lines_density duplicated_lines_density coverage ncloc tests \\\n", - "244 0.0 0.0 NaN 35 NaN \n", - "245 0.0 0.0 96.6 62 NaN \n", - "246 0.0 0.0 NaN 16 NaN \n", - "247 0.0 0.0 0.0 19 NaN \n", - "248 0.0 0.0 76.2 85 NaN \n", - "249 0.0 0.0 NaN 12 NaN \n", - "250 0.0 0.0 100.0 11 NaN \n", - "251 0.0 0.0 100.0 11 NaN \n", - "252 0.0 0.0 100.0 66 NaN \n", - "253 0.0 0.0 NaN 18 NaN \n", - "254 0.0 0.0 0.0 18 NaN \n", - "255 0.0 0.0 80.4 98 NaN \n", - "256 0.0 0.0 0.0 14 NaN \n", - "257 0.0 0.0 88.9 83 NaN \n", - "258 0.0 0.0 NaN 18 NaN \n", - "259 0.0 0.0 0.0 18 NaN \n", - "260 0.0 0.0 83.6 135 NaN \n", - "261 0.0 0.0 97.2 78 NaN \n", - "262 0.0 0.0 NaN 18 NaN \n", - "263 0.0 0.0 0.0 16 NaN \n", - "264 0.0 0.0 83.1 102 NaN \n", - "265 0.0 0.0 100.0 13 NaN \n", - "266 0.0 0.0 100.0 15 NaN \n", - "267 0.0 0.0 100.0 15 NaN \n", - "268 0.0 0.0 100.0 13 NaN \n", - "269 0.0 0.0 83.6 207 NaN \n", - "270 0.0 0.0 100.0 25 NaN \n", - "271 0.0 0.0 100.0 13 NaN \n", - "272 0.0 0.0 100.0 26 NaN \n", - "273 0.0 0.0 100.0 26 NaN \n", - "274 0.0 0.0 87.4 226 NaN \n", - "275 0.0 0.0 84.3 989 NaN \n", - "276 0.0 0.0 85.3 280 NaN \n", - "277 NaN NaN NaN NaN 110 \n", - "278 0.0 0.0 87.6 227 NaN \n", - "279 NaN 0.0 NaN NaN 11 \n", - "280 NaN 0.0 NaN NaN 11 \n", - "281 NaN 0.0 NaN NaN 13 \n", - "282 NaN 0.0 NaN NaN 14 \n", - "283 NaN 0.0 NaN NaN 14 \n", - "284 NaN 0.0 NaN NaN 20 \n", - "285 NaN 0.0 NaN NaN 11 \n", - "286 NaN 0.0 NaN NaN 16 \n", - "289 0.0 0.0 NaN 35 NaN \n", - "290 0.0 0.0 96.6 62 NaN \n", - "291 0.0 0.0 NaN 16 NaN \n", - "292 0.0 0.0 0.0 19 NaN \n", - "293 0.0 0.0 76.2 85 NaN \n", - "294 0.0 0.0 NaN 12 NaN \n", - "295 0.0 0.0 100.0 11 NaN \n", - "296 0.0 0.0 100.0 11 NaN \n", - "297 0.0 0.0 100.0 66 NaN \n", - "298 0.0 0.0 NaN 18 NaN \n", - "299 0.0 0.0 0.0 18 NaN \n", - "300 0.0 0.0 80.4 98 NaN \n", - "301 0.0 0.0 0.0 14 NaN \n", - "302 0.0 0.0 88.9 83 NaN \n", - "303 0.0 0.0 NaN 18 NaN \n", - "304 0.0 0.0 0.0 18 NaN \n", - "305 0.0 0.0 83.6 135 NaN \n", - "306 0.0 0.0 97.2 78 NaN \n", - "307 0.0 0.0 NaN 18 NaN \n", - "308 0.0 0.0 0.0 16 NaN \n", - "309 0.0 0.0 83.1 102 NaN \n", - "310 0.0 0.0 100.0 13 NaN \n", - "311 0.0 0.0 100.0 15 NaN \n", - "312 0.0 0.0 100.0 15 NaN \n", - "313 0.0 0.0 100.0 13 NaN \n", - "314 0.0 0.0 83.6 207 NaN \n", - "315 0.0 0.0 100.0 25 NaN \n", - "316 0.0 0.0 100.0 13 NaN \n", - "317 0.0 0.0 100.0 26 NaN \n", - "318 0.0 0.0 100.0 26 NaN \n", - "319 0.0 0.0 87.4 226 NaN \n", - "320 0.0 0.0 84.3 989 NaN \n", - "321 0.0 0.0 85.3 280 NaN \n", - "322 NaN NaN NaN NaN 110 \n", - "323 0.0 0.0 87.6 227 NaN \n", - "324 NaN 0.0 NaN NaN 11 \n", - "325 NaN 0.0 NaN NaN 11 \n", - "326 NaN 0.0 NaN NaN 13 \n", - "327 NaN 0.0 NaN NaN 14 \n", - "328 NaN 0.0 NaN NaN 14 \n", - "329 NaN 0.0 NaN NaN 20 \n", - "330 NaN 0.0 NaN NaN 11 \n", - "331 NaN 0.0 NaN NaN 16 \n", - "\n", - " test_errors test_failures test_execution_time security_rating qualifier \\\n", - "244 0 0 NaN 1.0 FIL \n", - "245 0 0 NaN 1.0 FIL \n", - "246 0 0 NaN 1.0 FIL \n", - "247 0 0 NaN 1.0 FIL \n", - "248 0 0 NaN 1.0 FIL \n", - "249 0 0 NaN 1.0 FIL \n", - "250 0 0 NaN 1.0 FIL \n", - "251 0 0 NaN 1.0 FIL \n", - "252 0 0 NaN 1.0 FIL \n", - "253 0 0 NaN 1.0 FIL \n", - "254 0 0 NaN 1.0 FIL \n", - "255 0 0 NaN 1.0 FIL \n", - "256 0 0 NaN 1.0 FIL \n", - "257 0 0 NaN 1.0 FIL \n", - "258 0 0 NaN 1.0 FIL \n", - "259 0 0 NaN 1.0 FIL \n", - "260 0 0 NaN 1.0 FIL \n", - "261 0 0 NaN 1.0 FIL \n", - "262 0 0 NaN 1.0 FIL \n", - "263 0 0 NaN 1.0 FIL \n", - "264 0 0 NaN 1.0 FIL \n", - "265 0 0 NaN 1.0 FIL \n", - "266 0 0 NaN 1.0 FIL \n", - "267 0 0 NaN 1.0 FIL \n", - "268 0 0 NaN 1.0 FIL \n", - "269 NaN NaN NaN 1.0 DIR \n", - "270 NaN NaN NaN 1.0 DIR \n", - "271 NaN NaN NaN 1.0 DIR \n", - "272 NaN NaN NaN 1.0 DIR \n", - "273 NaN NaN NaN 1.0 DIR \n", - "274 NaN NaN NaN 1.0 DIR \n", - "275 NaN NaN NaN 1.0 DIR \n", - "276 NaN NaN NaN 1.0 DIR \n", - "277 0 0 242 1.0 DIR \n", - "278 NaN NaN NaN 1.0 DIR \n", - "279 0 0 25 1.0 UTS \n", - "280 0 0 25 1.0 UTS \n", - "281 0 0 24 1.0 UTS \n", - "282 0 0 29 1.0 UTS \n", - "283 0 0 27 1.0 UTS \n", - "284 0 0 61 1.0 UTS \n", - "285 0 0 19 1.0 UTS \n", - "286 0 0 32 1.0 UTS \n", - "289 0 0 NaN 1.0 FIL \n", - "290 0 0 NaN 1.0 FIL \n", - "291 0 0 NaN 1.0 FIL \n", - "292 0 0 NaN 1.0 FIL \n", - "293 0 0 NaN 1.0 FIL \n", - "294 0 0 NaN 1.0 FIL \n", - "295 0 0 NaN 1.0 FIL \n", - "296 0 0 NaN 1.0 FIL \n", - "297 0 0 NaN 1.0 FIL \n", - "298 0 0 NaN 1.0 FIL \n", - "299 0 0 NaN 1.0 FIL \n", - "300 0 0 NaN 1.0 FIL \n", - "301 0 0 NaN 1.0 FIL \n", - "302 0 0 NaN 1.0 FIL \n", - "303 0 0 NaN 1.0 FIL \n", - "304 0 0 NaN 1.0 FIL \n", - "305 0 0 NaN 1.0 FIL \n", - "306 0 0 NaN 1.0 FIL \n", - "307 0 0 NaN 1.0 FIL \n", - "308 0 0 NaN 1.0 FIL \n", - "309 0 0 NaN 1.0 FIL \n", - "310 0 0 NaN 1.0 FIL \n", - "311 0 0 NaN 1.0 FIL \n", - "312 0 0 NaN 1.0 FIL \n", - "313 0 0 NaN 1.0 FIL \n", - "314 NaN NaN NaN 1.0 DIR \n", - "315 NaN NaN NaN 1.0 DIR \n", - "316 NaN NaN NaN 1.0 DIR \n", - "317 NaN NaN NaN 1.0 DIR \n", - "318 NaN NaN NaN 1.0 DIR \n", - "319 NaN NaN NaN 1.0 DIR \n", - "320 NaN NaN NaN 1.0 DIR \n", - "321 NaN NaN NaN 1.0 DIR \n", - "322 0 0 315 1.0 DIR \n", - "323 NaN NaN NaN 1.0 DIR \n", - "324 0 0 69 1.0 UTS \n", - "325 0 0 27 1.0 UTS \n", - "326 0 0 21 1.0 UTS \n", - "327 0 0 27 1.0 UTS \n", - "328 0 0 34 1.0 UTS \n", - "329 0 0 78 1.0 UTS \n", - "330 0 0 26 1.0 UTS \n", - "331 0 0 33 1.0 UTS \n", - "\n", - " filename \\\n", - "244 fga-eps-mds-2024.2-ARANDU-StudioMaker-12-02-20... \n", - 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"output_type": "execute_result" - } - ], - "source": [ - "repo_df['df']" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": { - "pycharm": { - "name": "#%% md\n" - } - }, - "source": [ - "## Data visualization\n", - "\n", - "In this area you will need to plot the metrics of each repository." - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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qZ/z0p5fE5ptv0epvsttue8Z22+0Yp5xyfLzyykvNj91559/jqKO+GxUVFR2K+csb0UeMWCcuvvjSWH75gXmPV1dXxzrrjIx99z0gzjjjR/HWWxOaH3vxxfHxz3/eEfvue0CHztkeV155eV5hSjqdjiOP/E4cccQxUVZWlndsVVXPWGGFQbHVVtvE/vt/I84660fNO/N8/vnn8fOfXxQXX3zpAs+1yiqrxY9+dHpccMFXN3I/++zTceON18eRR36n1fG1tbVx3nlnRVNTU3Pf4MErxumnL/hG8I4aPfqrwo/XXnslrzhl++13ij322Lvdc40cuV6sueZazcUX2Ww2xo27M7773e+3e44HHrgv6uq+urm8V69escMOO7V7fKmbPPmTaGjIf98aMWLtJR7HtddeGe+8k18ks+GGG8f5518c/fr1z+tfbrnlYsSIdWK//Q6Mc889I68o7623JsR1113d4YK1L9eD9dffMC666NJYbrnl8h7v3XtErLXWiNhqq23j5JOPa955JJPJxE03XR+vvfZqZDKZ6N9/QPz857+J4cPzdxGqquoZ++13YGy33Y7xgx8cEx999GHzY7fffmuHiwWmTZvaXOSyxRZfj3PP/Wn06dMn75gBAwbEBhtsFKNHHxA//vHJMWXK5ObH/v3vu2PnnXeLr31tVIfO2x4XXTQ2rzClsrIyTjzxlNh33wNbHVtV1TMGDx4SO+64czzxxGNx/vnnNL/e3ntvYlx99e/ipJNOXeC5Ntxw4zjqqO/m7WBz9913xcYbbxq77rpHq+MnT/4kLroovyhnnXVGxnHHndDh33NBDj30yOafH3zwP3nFKfvss19svPGmbY4rK0tHKhUx/0Yz2267Q1RX92ve0aqubk48+OB9sdde+7Y7nnHj7swrcF155VVio402afd4AAAAAGDJUJwCAAAAAERExNsfz4ib7nsrPi5SgUaxzaprjHOue2bRB3aBVESsNLBXHLH7iBg2uM8ij1/Smpqa4rLL8osDevXqFVde+YeF7gAxvwEDlo/jjz95gY83NDTE9ddfk9c3cOAK8ZvfXBn9+w9Y4LiePXvFmDEXxamnnhTPP//V8/fAA/fFt799RKy55lrtiu9L/fr1j9/+9uoF7tQREbHiiivF979/Ylx44Zjmvi/PnU6n42c/++UCb9yN+GInmDPPPC8OPfSg5m/Kr62dFU8//WRsvfV2HYo34ovCiksvvbzVjejzW2GFQfHLX/42vvOdw+LTT6c0919//TWx116jO7xDw8JMnPhOq2/0P/XU0/MKNhZk5Mj14tJLL4/jjju6eWeHxx9/JCZOfDeGDVt9geN23XWPeOGF5+Nf//pnc98NN1wbG264cWy44cZ5x/7sZ+fH5MmTmtvl5eVx/vkXRa9evdrx2xXH6NEHxKWXXtzcvueecXH00ce2KvRZkLvu+kdee5dddl/gTg5JNH/xz5daFmp1tenTP4+//jX/ul9zzbXi5z//zUKL8r4oBPl1fP/7x8TEie829//lL3+Ob3zjWwtdi9qy2mrD4te/vmKhz++6646Mb3/7iLjuuqub++67796I+GJ9uuyyq2K11YYucHx1dXX8+MdnxkknHdfc9/77E+Ptt9/q8JobEbH22uvGhRf+fKExDx06LH7969/Fd75zWF6hxNVXX9HpxSlPPvlEPP74I83tsrKy+OlPL4lRo7Za5Nitttomxo69KE477ZTmYop//vOOOPzwYxa6Rh9++NHx0ksvxLPPPt3cd+mlP4u1114nVllltea+pqamOO+8M2P27Nrmvl69esfYsRd16jrembp16xZ77rlP3HzzH5v77rrrznYXp2QymbjnnnF5fXvvbdcUAAAAAChFbe9nDyxzamvnxYwZdVFbO6/YoQAAFEQ+AwCL57X3psfPb3lhmS1MKbZcRHw0dXZcfNPz8dp704sdTiv33XdPq5u/f/jD09tdmNIeDz74n5gxoyav7+STf7TQwpQvlZeXx2mnnRWVlZV5/S0LJNrjxBNPadfN4DvuuEv07NmzVf/ee++70MKUL7X1re+vv/5a+wOdz8knn7rQm56/VF1d3erb+6dP/zwee+yRgs67ILfcclPk5vva/K233q5dhSlfWnPN4XHQQd/K6/v73/+yyHGnnPLjvAKWTCYTY8acFTU1X11Xf/vbbfHoow/njfvBD06Ktddet93xFcMuu+weVVVfXW/Tpk2N//3vv+0a+847b8cbb+RfW/vs0/7nIwlmzZrZqm9JFxvdeeffo7GxsbmdTqfjtNPOXmhhypd69uwVP/nJWZFKpZr7Ghoa4p//vKPDcXyxFi668GjvvffNO9+XjjjiOwstTPnSxhtvGiuttEpe3+uvv9r+QP+/dDodP/nJme2KeeWVV4mjjz42r++tt95sdX0vrltuuTGvfcAB32hXYcqXRo3aMrbf/qudierr62PcuDsXOiadTse5516Q9543d25dnHPO6VFf/9W/c1x11W9b/Z3POOPcGDx4SLvj60rZbDYymWzeLicRX+wmlU5/9bH066+/Gu+++0675vzf/56Izz6b1tzu1q1bh3afAgDoCJ81AQBJJpehFChOASIiorEx0/wfAEASyWcAoHC5XC7ueOzdyGRziz6YLpXJ5uKOxybm3dhfClp+Y/nqq68Zu+yyW6ee46GH7s9rr7rqarHtttu3e/yQISvGzjvnx/Twww+2ukF2Yfr37593Q/HCVFRUxIgRrQsaDjzwm+0+X8sdPd555612j/3SqquuFltttU27j9922+1j5ZXzbyh/4IH7OnzeBamrm9NqviOOOLrD8+y77wF57eeeW/SuRpWV3eP8838WPXr0aO777LNpccEF50Yul4s335wQv/vdZXljttpqm/jGNw7pcHxLWlVVVavX3Lhx/1jA0flaHrfOOiNjjTXW7LTYSsGXu+zMr2fPJVuc8tBDD+S1N9tsixgxYp12jx85cv3YeOPN8voefPA/HYphxIh1Yr31NmjXsQMGLB9DhqyY11dRUdGhQrINN9wor/3OO2+3e+yXNttsi1hzzeHtPn7ffQ9sVRjYmWvYhx++Hy++OL65XVZWFoceemSH5ylkDauu7hfnnffTvCKOd999J37zm19GRMR///t43H77LXljDjzw4A69V3a1XO6r/+Y3ePCQ2GyzLfL62ruG3XXXnXntbbbZrl0FmQAAhfBZEwCQZHIZSoHiFAAAAABYxs2tb4r3JtcWOwz+v/cmz4q59U3FDqNZff28Vt/Svs8++3XqOXK5XLz66it5fS0LTdpj1133yGvX1c2JiRPfbff4jTfeLMrLy9t9fMsijwEDlo+hQ4d1YPyqee2WO8e0x4477tLhMTvttGte+7XXXlnAkR338ssvRVPTV9fvCisM6tAN+l8aNGhwDBy4QnN70qSP4/PPP1vkuNVWGxo//OFpeX3PPPO/uOaaK+Pcc0/P29lihRUGxZlnntfh2Ipl330PzGs/9dSTMW3a1IWOqa+fF/fdd29eX2e/fktVW7uCdJVZs2bFBx+8l9e38867LuDoBdttt/w17P3334va2va/P2+22dc6dL6Wa9jw4SOiT58+BY8vZA3baaeOrWGVlZWx9dbb5fW99lrHd2xZkPHjn8trr7feBtGvX/8Oz7PuuutFWVlZc/v111/JWxsXZOONN40jj/xOXt+4cf+IW265MS68cExe8erw4WvH8cf/X4djK5b99ssv2LnvvnvzdoVpy9Spn8bTTz+Z17e07fwEAAAAAEsTxSkAAAAAACzQ66+/lndDf0TERhttvICjC/PRRx9Gbe2svL6RI9fv8DzrrLNu3s3AERFvvPFau8cPG7ZGh87X8tv7F3f8nDlzOjQ+4otdMDo+Jn/Hl88//yymTv20w/O05aWXXshrr7nmWgXP1b9//g3hkyZ93K5xu+++V+yxx955fTfddEPe+LKyshg79qLo06dvwfEtaWussWbe6yKTycTdd9+10DEPPfRAzJ79VXFDz549CypoKnWVlZWt+ubMmb3Ezj9hwuutdrxq7w4m81t33fXy2rlcLiZMeL3d41dffVlZw/LHvPXWm+0q/GiPl156Ma+9xhqFrWEVFRXRu/dXhT5z586Nmprp7Rp75JHfiU02yd9F58orL49Zs2Y2t3v27Bnnn39xdOvWraD4imHUqK3yig5ra2fFww8/uNAxd999V2QyX33T50orrRwbb7xpl8UIAAAAACye9n8FHLBU69btqw/tbekFACSRfAYACtejsjyGDu5t95QSMXRwn+hRWTr/dNtyZ4Zu3brFaqu1f3eQ9mhrR4xhw1bv8DyVld1jyJAV46OPPlzo3AvSkR0DIr64+bgzxzc0NHRofEQU9FwMHdr6b/vZZ9Pybhou1CefTMprP/HEY7HVVp1zI/GsWbMWfdD/98Mfnhavv/5avP/+xDYfP/bYHxRUAFVso0fvH6+++nJz+1//+mccfvjRkU63/V1k48bdmdfeeefdokePHl0S21VX/bZDx3/720d0+DWzIG0VGc2eveSKU1quM5WVlTFkyIodnmfllVeJiorKaGioX+DcC9PRYquKivyinsUdP3/c7VFWVtZq95X2aLlDVUNDfdTWzorq6n4dnqullmvY3/52W/ztb7ct9rwRX6xhyy8/cJHHpdPpOPfcC+Koo74d06d/3uYxP/nJ2bHiiit1Slydaf4Ni1rUa0VZWVnsvfe+cd11Vzf3jRt3Z+y2255tzpXNZlsV4O211+gluisSALDs8VkTAJBkchlKQel8wgkUVe/e3aOsLB2ZTDamT+/4t5sBABSbfAYACpdKpWL/bVaP3/z1pchkc4seQJcpS6di/22HldSNlzNnzsxr9+7dZ4E3whdq/p0d5j9PIVreXN1yR5aFWdxvoC/GN9j36dO7w2N69Wo9pra2c4rT5v9m/87W1nWyIN27d4/zz784vvvdw6O+Pv+G+S22+HoccsjhnR3eErHDDjvHb3/76+a/85Qpk+PZZ5+Or31tVKtjP/jg/Xj55Rfz+vbZZ78ui+3Pf/5Th47fd98DOq04pa3CqpaFdV2p5eunV6/eBa3jqVQqevfuFZ9//tU125HXZnn54n3st7jjO6pnz14FvZ+0vYZ1TnFKy/e8ztSRNax//wFx7rkXxCmnHN9qV5599z0gdtxx584Or1Ok0+lIpb4oTMlksq0e33vvfeOPf/xD824oL730Qnzwwfux6qqrtTr2mWeeiilTJje3y8vLY8899+my2AEAInzWBAAkm1yGUtC5nyACAAAAAIm07tB+cdohG8dKy/eK0imLWHakImLlgb3ijMM2iXVXW/ybaztTXV3+BxhdsetCXV1dXrusrKzgQo/u3fPjazn30qaysnuHx3Tv3nrM3Lmd83fqyM3XHZXNtr7ReWFmzKiJxsbGVv3rrbdBSRWAdURlZWXsvvteeX3jxv2jzWPvuiu/f8SIdWKttUZ0WWzFNHjwkFa7eEyY8PoSO39nrpOt17Cl90Pkttai9mjr71tXN3dxw4mIrl3DvizIaK9p06a2KkyJiFh//Q07KaIlb8CA5WOrrbbJ62u5w9NX/flr2FZbbdspBUgAAAAAQNexcwoAAAAAEBERa6zUN84/ZvOom9cYNbX1ix6wBNXWNcQTr0yJZ9+YGo1tfBN3Z+hT1S1+/K2NumTuRem/XI/o1aPbAr9pvJh69uyZ1547t3NuAJ5fVVVVXjuTyURjY2NBBSrz5uXH13LupU19/byoquq56APnM2/evFZ9PXp0zt+pZbHMeuutH+uv3zmvq2HD1mj3sTU102Ps2LPbLGi5/vprYpNNNo+RI9frlLiWtNGj94/bb7+l+ab1J554LKZP/zz69evffExjY2Pcd9/deeO6cteUYisrK4s11lgzXn/91ea+Dz54P+bOndslBXUttXwNLs462XoN69jrO0naWovao62/b1VV5zzPlZX5RU5bbPH1WH31NTtl7hVWGNTuYz/44P341a8uafOxX/7yZ7HuuuvFiiuu1ClxLWn77ntAPProw83tf//7X/G97x2f954/ffrn8d//Pp43bvTopXcNAwAAAIClheIUAAAAACBPVfduUdW9sF0rutKIVfvFQdutHvc+/WE88sKkaGjq3CKOsrJ0rLh8r06dsyPnLlV9+vTNa9fWzopsNhvpdOfF3KtX71Z9tbWz8m62b69Zs2bmtXv37lNwXEkwa1Zth29eb2tngN69Wz8HhejbN/96WXXVofH975/YKXO3Vy6XiwsuODc+//yzNh/PZDIxZsyZcf31f44+fZJ3fayyyqqx8cabxvPPPxsREU1NTXHPPePi0EOPbD7m0UcfihkzZjS3e/Soip122rVL43riiee6dP5F2XzzLfKKU7LZbDz55BOx4447d/m5W75+Zs+ujVwu1+EdenK5XNTWzl7o3EuTOXNmF/R+0vYa1jmv5b59l4tPP53S3B45cv048sjvdMrc7VVfXx/nnnv6Aouc5syZE+edd2ZcddV1Be8yVkybbvq1WGmllePjjz+KiIgZM2bEY489HDvuuEvzMXffPS6ampqa24MHrxibbvq1JR4rAAAAANAxpfuJJwAAAABAC317VcY3d1wzLjluVOyy2cpRUe6fOLvawIEr5LUbGxvj/fcnduo5+vcf0Kpv4sR3OzxPff28+OSTSYuce2lSyHPx3nut/7YDBizfGeG0mueDD97rlHk74qabbohnnnkqr++ww46KioqK5vaUKZPj4ovPX9KhdZrRow/Ia//rX/9s3kklImLcuDvzHt9pp12X+l2Ett12+1Z9d931jyVy7pbrTH19fau1qD0++ujDaGjI37lsaV7DMplMfPTRhx0e9957+eteRUVlpxWntF7D3u+UeTviN7+5NN59953mdllZWRx55Hfyip0mTHg9rrzy8iUeW2dIpVKtdnK66647m3/O5XJx993/zHt8771Hd7jYCwAAAABY8nxyCwAAAAAkjiKVJWfttdfNu6k/IuKFF8Z36jlWXnmVVjcWv/baKx2e5/XXX4tMJpPXt/ba6y5WbKVu/p0i2j/mtbx2//4DWhUhFWr99Tdqda5Zs2Z1ytzt8dJLL8Z1112d17f33vvG9753fBx//Ml5/Y8//kjcfvutXR5TV9xQvc0220X//l/tLPTxxx/FCy88HxERkyZ9HOPH5+9iMnp0/o3gS6M11xwew4evndc3fvyz8fbbb3b5uUeMWKfV81zIGtZyTCqVihEj1lms2EpdIWvYG2/kr2FrrTU8ysvLOyWeDTbYMK/97LNPRTbbuTu1LcwDD9wX48blF1UdffSx8Z3vHBcHH/ztvP6//vXWePzxR7o8pq5Yw/bYY5+83GL8+Gdj0qSP///PzzXvqhLxRXHOnnvu0+kxAAAAAACdzye2AAAAAEBiKVLpepWVlbHOOiPz+jp7N4JUKhUjR66X13f//fd1eJ7//Offee2ePXvGsGGrL1Zspe6hhx7o8JgHH/xPXnvddddbwJEdt8kmm+XdyJzJZOLf/7670+ZfmJkzZ8TYsWflFSgNG7Z6P5DjYAABAABJREFU/N///SgiIg444OBWu2tcddXlMWHCG10aV7du+cVdjY2Niz1neXl57Lnn6Ly+f/7zjoj44vU5/y4qa601fKkvcPjS4YcfldfO5XJx0UVjo6mpqdPOMWPGjFZ9ffr0iVVXHZrXd//9/2513KL85z/35rVXW21o9O7du8PzJMlDD93foePr6+tbFWSsu+7Itg4tyKabfi2vPWPGjPjvfx/rtPkX5uOPP4qf//yiFvFsHocd9sV1fdxxJ7R6P77oovNjypQpXRpXt27d8tqd8XpabrnlYrvtdmxu53K55h2f7rrrjrxjt9xym6V6ByEAAAAAWJr4pBYAAAAASDxFKl2r5TeWv/vu260KQRbXDjvsnNd+//2J8cQTj7Z7/JQpk+P++/Nv7N5++50inV66r4X3358YTz75RLuPf+KJR+PDDz/I69tpp107LZ7lllsuttpqm7y+m266IWbNmtlp52hLLpeLCy8cE1Onftrc17179xg79uKorOze3Hf66efG4MFDmtuNjY1x3nlnxJw5s7sstp49e+a1Z86c0Snz7rPP/nnX9+OPPxKff/5Z3Hvvv1oct/TvmvKlbbfdITbccOO8vrfffisuv/yXnTL/bbfdHDfddEObj+24Y/4a9vTT/4u33prQ7rlfe+3VeO65Z1rMuUvHg0yYZ555Kt555+12H3/XXf+I2bPzX6+duYattdbwWHPNtfL6rrnmymhoaOi0c7SloaEhzj339Kirm9Pc169f/zj33AuaX+fl5eUxduxF0avXVwVLtbWzYsyYMzu1AKullmtYWwVahRg9+oC89r33jovPP/8sHnvskbz+ZWkNAwAAAICkW7o/lQMAAAAAlimKVLrGzjvvFiusMCiv71e/+llMnPhOp51jxx13ieWWq87r+/WvfxE1NdMXObapqSl+/vMLY968eXn9Bx74zU6Lr5T95je/aFfxx4wZM+Kyy/Jv0q+u7hfbbLNdp8Zz1FHfzWvX1EyPs88+reCbu7PZ7CJvhr711ptbFemccspPYujQYXl9vXv3jjFjLory8vLmvkmTPo5LLrmwoNjaY9CgwXntN9/snJ1aBg0aFFts8fXmdkNDQ4wZc1ZMn/55c1+PHj1i551365TzJcUZZ5wbVVX5N9Pfccdf4+KLz8/bVacjPv/8szjjjB/FFVf8JrLZbJvHjB69f94OE9lsNi65pPW61Ja6urr4+c8vzNvxpqKiotXN+0ujTCYTv/jFRe1aHyZN+jiuu+73eX1rrTU81l573U6LJ5VKxZFH5q9h7703MX72swsW+NwvSmNjY9TW1i70mCuu+HW89dabze10Oh3nnntB9OvXP++4wYOHxBlnnJPX9+qrL8c111xZUGztscIKXbOGbbDBhnm7m33++ecxZsxZebtLDRo0ODbffItOOR8AAAAA0PV8MgsAAAAALHUUqXSu8vLyOOWUH+f1zZ49O37wg+/G448/0q45Pvvss7jyystb7QzwpYqKijj66GPz+j79dEqccsoJMXnyJwuct66uLs4//5x45pmn8vp32mnXWGONNdsVW9J98smkOPXUk+Kzz6Yt8Jhp06bGj350Uqu/5THHfC+vUKMzrLXWiNhvv4Py+saPfy6OO+7oeO+9ie2eZ8aMGfH3v/8lDjnkgHjwwfsWeNxrr70a11zzu7y+XXfdvdWOP19ad92Rceyxx+f1PfTQ/XHnnX9vd2wdMXz4iLz2k08+Ea+88lKnzN2yeOGFF57Pa++ww87Rs2evTjlXUqy44koxduyFUVZWltd/9913xdFHfzueeurJds81a9bMuOGGa+OQQw5Y5FrXr1//OOig/IK4N998I04//YcLLa6qqZkeP/nJ/8W77+bvHnLwwd+O6urqBYxaurz22itx9tk/abUjyvw++OD9+L//O77VMd/73gmdHs8222wXX//6Vnl9//nPvXHqqSfGp59Oafc8U6d+GjfeeH0ceODe8fLLLy7wuEcffSjuuOOveX2HHXZUbLrp5m0ev+22O8T+++evsbfeelP873//bXdsHTF8+Np57Xvv/VerHbgKNXr0/nntlmvYXnuNXup3QAMAAACApUnnfuIEJNb06XMWfRAAQAmTzwAAbfmySGX3r60S9z79YTzywqRoaCrsm8+7UiZTejG1tNVW28YhhxwWt9xyU3Pf7Nm1ccYZP4qRI9ePHXfcJTbccKPo339AdO/ePWbPnh2TJ0+ON998PZ588ol44YXnI5PJxMiR6y/wHPvvf1A8+eTjeTePv/POW3H44QfH6NEHxLbbbh8rrrhSlJd3i2nTpsZTT/03/v7322Pq1E/z5hk4cIU49dTTO/+PUIK23HLr+O9/H4833ngtDj30G3HAAd+IrbfeNgYNGhIREZMnT4rHH3807rjj9lY3dW+44catbgzuLCeffGq899678eK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- "text/plain": [ - "
" - ] - }, - "metadata": { - "image/png": { - "height": 855, - "width": 1619 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "for name, data in metrics.items():\n", - " fig = plt.figure(figsize=(20, 10))\n", - "\n", - " plt.plot(data['complexity'], linewidth=3, marker='<', markersize=10, label=\"complexity - Complexity\")\n", - " plt.plot(data['comments'], linewidth=3, marker='s', markersize=10, label=\"comments - Comments\")\n", - " plt.plot(data['duplication'], linewidth=3, marker='p', markersize=10, label=\"duplication - Duplication\")\n", - " plt.plot(data['test_success'], linewidth=3, marker='v', markersize=10, label=\"test_success - Passed tests\")\n", - " plt.plot(data['fast_tests'], linewidth=3, marker='^', markersize=10, label=\"fast_tests - Fast test builds\")\n", - " plt.plot(data['coverage'], linewidth=3, marker='>', markersize=10, label=\"coverage - Coverage\")\n", - "\n", - " plt.title(f\"{name} - Metrics\", fontsize=20)\n", - " plt.legend(loc='best')\n", - " plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "pycharm": { - "name": "#%% md\n" - } - }, - "source": [ - "## Quality factor and aspect aggregation" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, - "pycharm": { - "name": "#%%\n" - } - }, - "outputs": [], - "source": [ - "psc1 = 1\n", - "psc2 = 1\n", - "pc1 = 0.5\n", - "pc2 = 0.5\n", - "pm1 = 0.33\n", - "pm2 = 0.33\n", - "pm3 = 0.33\n", - "pm4 = 0.25\n", - "pm5 = 0.25\n", - "pm6 = 0.5\n", - "\n", - "\n", - "# Here you will need to create the code_quality and testing_status metrics for each repository.\n", - "\n", - "for name, data in metrics.items():\n", - " data['code_quality'] = ((data['complexity']*pm1) + (data['comments']*pm2) + (data['duplication']*pm3)) * psc1\n", - " data['testing_status'] = ((data['test_success']*pm4) + (data['fast_tests']*pm5) + (data['coverage']*pm6)) * psc2" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "pycharm": { - "name": "#%% md\n" - } - }, - "source": [ - "### Code Quality visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": { - "image/png": { - "height": 855, - "width": 1648 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "fig = plt.figure(figsize=(20, 10))\n", - "\n", - "for name, data in metrics.items():\n", - " plt.plot(data['code_quality'], linewidth=3, marker='o', markersize=10, label=name)\n", - "\n", - "plt.title(\"Code Quality\", fontsize=20)\n", - "plt.legend(loc='best')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "pycharm": { - "name": "#%% md\n" - } - }, - "source": [ - "### Testing Status visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, - "pycharm": { - "name": "#%%\n" - } - }, - "outputs": [ - { - "data": { - "image/png": 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src/trail/dtos/manageTrailContent.dto.ts 0 0 \n", + "5022 src/start_point/point.controller.ts 10 12 \n", + "5023 src/start_point/point.module.ts 1 1 \n", + "5024 src/start_point/point.schema.ts 0 0 \n", + "5025 src/start_point/point.service.ts 13 22 \n", + "5026 src/trail/trail.controller.ts 10 12 \n", + "5027 src/trail/trail.module.ts 1 1 \n", + "5028 src/trail/trail.schema.ts 0 0 \n", + "5029 src/trail/trail.service.ts 12 20 \n", + "5030 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "5031 src/content/dtos/update-content.dto.ts 0 0 \n", + "5032 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "5033 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "5034 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "5035 src/content 18 26 \n", + "5036 src/content/dtos 0 0 \n", + "5037 src/trail/dtos 0 0 \n", + "5038 src/journey/dtos 0 0 \n", + "5039 src/start_point/dtos 0 0 \n", + "5040 src/journey 20 27 \n", + "5041 src 89 126 \n", + "5042 src/start_point 24 35 \n", + "5043 test NaN NaN \n", + "5044 src/trail 23 33 \n", + "5045 test/content.controller.spec.ts NaN NaN \n", + "5046 test/content.service.spec.ts NaN NaN \n", + "5047 test/journey.controller.spec.ts NaN NaN \n", + "5048 test/journey.service.spec.ts NaN NaN \n", + "5049 test/point.controller.spec.ts NaN NaN \n", + "5050 test/point.service.spec.ts NaN NaN \n", + "5051 test/trail.controller.spec.ts NaN NaN \n", + "5052 test/trail.service.spec.ts NaN NaN \n", + "134 src/app.module.ts 1 1 \n", + "135 src/content/content.controller.ts 8 11 \n", + "136 src/content/content.module.ts 1 1 \n", + "137 src/content/content.schema.ts 0 0 \n", + "138 src/content/content.service.ts 9 14 \n", + "139 src/content/dtos/create-content.dto.ts 0 0 \n", + "140 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "141 src/subject/dtos/createSubject.dto.ts 0 0 \n", + "142 src/trail/dtos/createTrail.dto.ts 0 0 \n", + "143 src/journey/journey.controller.ts 9 10 \n", + "144 src/journey/journey.module.ts 1 1 \n", + "145 src/journey/journey.schema.ts 0 0 \n", + "146 src/journey/journey.service.ts 10 16 \n", + "147 src/main.ts 3 4 \n", + "148 src/journey/dtos/manageJourneyTrail.dto.ts 0 0 \n", + "149 src/trail/dtos/manageTrailContent.dto.ts 0 0 \n", + "150 src/subject/subject.controller.ts 10 12 \n", + "151 src/subject/subject.module.ts 1 1 \n", + "152 src/subject/subject.schema.ts 0 0 \n", + "153 src/subject/subject.service.ts 13 23 \n", + "154 src/trail/trail.controller.ts 10 12 \n", + "155 src/trail/trail.module.ts 1 1 \n", + "156 src/trail/trail.schema.ts 0 0 \n", + "157 src/trail/trail.service.ts 12 20 \n", + "158 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "159 src/content/dtos/update-content.dto.ts 0 0 \n", + "160 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "161 src/subject/dtos/updateSubject.dto.ts 0 0 \n", + "162 src/subject/dtos/updateSubjectOrder.dto.ts 0 0 \n", + "163 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "164 src/content 18 26 \n", + "165 src/content/dtos 0 0 \n", + "166 src/trail/dtos 0 0 \n", + "167 src/journey/dtos 0 0 \n", + "168 src/subject/dtos 0 0 \n", + "169 src/journey 20 27 \n", + "170 src 89 127 \n", + "171 src/subject 24 36 \n", + "172 test NaN NaN \n", + "173 src/trail 23 33 \n", + "174 test/content.controller.spec.ts NaN NaN \n", + "175 test/content.service.spec.ts NaN NaN \n", + "176 test/journey.controller.spec.ts NaN NaN \n", + "177 test/journey.service.spec.ts NaN NaN \n", + "178 test/subject.controller.spec.ts NaN NaN \n", + "179 test/subject.service.spec.ts NaN NaN \n", + "180 test/trail.controller.spec.ts NaN NaN \n", + "181 test/trail.service.spec.ts NaN NaN \n", + "2953 src/app.module.ts 1 1 \n", + "2954 src/content/content.controller.ts 8 11 \n", + "2955 src/content/content.module.ts 1 1 \n", + "2956 src/content/content.schema.ts 0 0 \n", + "2957 src/content/content.service.ts 9 14 \n", + "2958 src/content/dtos/create-content.dto.ts 0 0 \n", + "2959 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "2960 src/subject/dtos/createSubject.dto.ts 0 0 \n", + "2961 src/trail/dtos/createTrail.dto.ts 0 0 \n", + "2962 src/journey/journey.controller.ts 9 10 \n", + "2963 src/journey/journey.module.ts 1 1 \n", + "2964 src/journey/journey.schema.ts 0 0 \n", + "2965 src/journey/journey.service.ts 10 16 \n", + "2966 src/main.ts 3 4 \n", + "2967 src/journey/dtos/manageJourneyTrail.dto.ts 0 0 \n", + "2968 src/trail/dtos/manageTrailContent.dto.ts 0 0 \n", + "2969 src/subject/subject.controller.ts 10 12 \n", + "2970 src/subject/subject.module.ts 1 1 \n", + "2971 src/subject/subject.schema.ts 0 0 \n", + "2972 src/subject/subject.service.ts 13 23 \n", + "2973 src/trail/trail.controller.ts 10 12 \n", + "2974 src/trail/trail.module.ts 1 1 \n", + "2975 src/trail/trail.schema.ts 0 0 \n", + "2976 src/trail/trail.service.ts 12 20 \n", + "2977 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "2978 src/content/dtos/update-content.dto.ts 0 0 \n", + "2979 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "2980 src/subject/dtos/updateSubject.dto.ts 0 0 \n", + "2981 src/subject/dtos/updateSubjectOrder.dto.ts 0 0 \n", + "2982 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "2983 src/content 18 26 \n", + "2984 src/content/dtos 0 0 \n", + "2985 src/trail/dtos 0 0 \n", + "2986 src/journey/dtos 0 0 \n", + "2987 src/subject/dtos 0 0 \n", + "2988 src/journey 20 27 \n", + "2989 src 89 127 \n", + "2990 src/subject 24 36 \n", + "2991 test NaN NaN \n", + "2992 src/trail 23 33 \n", + "2993 test/content.controller.spec.ts NaN NaN \n", + "2994 test/content.service.spec.ts NaN NaN \n", + "2995 test/journey.controller.spec.ts NaN NaN \n", + "2996 test/journey.service.spec.ts NaN NaN \n", + "2997 test/subject.controller.spec.ts NaN NaN \n", + "2998 test/subject.service.spec.ts NaN NaN \n", + "2999 test/trail.controller.spec.ts NaN NaN \n", + "3000 test/trail.service.spec.ts NaN NaN \n", + "1430 src/app.module.ts 1 1 \n", + "1431 src/content/content.controller.ts 8 11 \n", + "1432 src/content/content.module.ts 1 1 \n", + "1433 src/content/content.schema.ts 0 0 \n", + "1434 src/content/content.service.ts 9 14 \n", + "1435 src/content/dtos/create-content.dto.ts 0 0 \n", + "1436 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "1437 src/knowledge/dtos/createKnowledge.dto.ts 0 0 \n", + "1438 src/subject/dtos/createSubject.dto.ts 0 0 \n", + "1439 src/trail/dtos/createTrail.dto.ts 0 0 \n", + "1440 src/journey/journey.controller.ts 9 10 \n", + "1441 src/journey/journey.module.ts 1 1 \n", + "1442 src/journey/journey.schema.ts 0 0 \n", + "1443 src/journey/journey.service.ts 10 16 \n", + "1444 src/knowledge/knowledge.controller.ts 10 11 \n", + "1445 src/knowledge/knowledge.module.ts 1 1 \n", + "1446 src/knowledge/knowledge.schema.ts 1 1 \n", + "1447 src/knowledge/knowledge.service.ts 14 23 \n", + "1448 src/main.ts 3 4 \n", + "1449 src/journey/dtos/manageJourneyTrail.dto.ts 0 0 \n", + "1450 src/trail/dtos/manageTrailContent.dto.ts 0 0 \n", + "1451 src/subject/subject.controller.ts 10 12 \n", + "1452 src/subject/subject.module.ts 1 1 \n", + "1453 src/subject/subject.schema.ts 0 0 \n", + "1454 src/subject/subject.service.ts 13 23 \n", + "1455 src/trail/trail.controller.ts 10 12 \n", + "1456 src/trail/trail.module.ts 1 1 \n", + "1457 src/trail/trail.schema.ts 0 0 \n", + "1458 src/trail/trail.service.ts 12 20 \n", + "1459 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "1460 src/content/dtos/update-content.dto.ts 0 0 \n", + "1461 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "1462 src/knowledge/dtos/updateKnowledge.dto.ts 0 0 \n", + "1463 src/knowledge/dtos/updateKnowledgeOrder.dto.ts 0 0 \n", + "1464 src/subject/dtos/updateSubject.dto.ts 0 0 \n", + "1465 src/subject/dtos/updateSubjectOrder.dto.ts 0 0 \n", + "1466 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "1467 src/content 18 26 \n", + "1468 src/content/dtos 0 0 \n", + "1469 src/trail/dtos 0 0 \n", + "1470 src/journey/dtos 0 0 \n", + "1471 src/subject/dtos 0 0 \n", + "1472 src/knowledge/dtos 0 0 \n", + "1473 src/journey 20 27 \n", + "1474 src/knowledge 26 36 \n", + "1475 src 115 163 \n", + "1476 src/subject 24 36 \n", + "1477 test NaN NaN \n", + "1478 src/trail 23 33 \n", + "1479 test/content.controller.spec.ts NaN NaN \n", + "1480 test/content.service.spec.ts NaN NaN \n", + "1481 test/journey.controller.spec.ts NaN NaN \n", + "1482 test/journey.service.spec.ts NaN NaN \n", + "1483 test/subject.controller.spec.ts NaN NaN \n", + "1484 test/subject.service.spec.ts NaN NaN \n", + "1485 test/trail.controller.spec.ts NaN NaN \n", + "1486 test/trail.service.spec.ts NaN NaN \n", + "2726 src/app.module.ts 1 1 \n", + "2727 src/content/content.controller.ts 8 11 \n", + "2728 src/content/content.module.ts 1 1 \n", + "2729 src/content/content.schema.ts 0 0 \n", + "2730 src/content/content.service.ts 9 14 \n", + "2731 src/content/dtos/create-content.dto.ts 0 0 \n", + "2732 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "2733 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", + "2734 src/journey/journey.controller.ts 9 10 \n", + "2735 src/journey/journey.module.ts 1 1 \n", + "2736 src/journey/journey.schema.ts 0 0 \n", + "2737 src/journey/journey.service.ts 10 16 \n", + "2738 src/main.ts 1 1 \n", + "2739 src/start_point/point.controller.ts 10 12 \n", + "2740 src/start_point/point.module.ts 1 1 \n", + "2741 src/start_point/point.schema.ts 0 0 \n", + "2742 src/start_point/point.service.ts 13 22 \n", + "2743 src/trail/trail.controller.ts 10 12 \n", + "2744 src/trail/trail.module.ts 1 1 \n", + "2745 src/trail/trail.schema.ts 0 0 \n", + "2746 src/trail/trail.service.ts 12 20 \n", + "2747 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "2748 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "2749 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "2750 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "2751 src/content 18 26 \n", + "2752 src/content/dtos 0 0 \n", + "2753 src/trail/dtos 0 0 \n", + "2754 src/journey/dtos 0 0 \n", + "2755 src/start_point/dtos 0 0 \n", + "2756 src/journey 20 27 \n", + "2757 src 87 123 \n", + "2758 src/start_point 24 35 \n", + "2759 test NaN NaN \n", + "2760 src/trail 23 33 \n", + "2761 test/content.controller.spec.ts NaN NaN \n", + "2762 test/content.service.spec.ts NaN NaN \n", + "2763 test/journey.controller.spec.ts NaN NaN \n", + "2764 test/journey.service.spec.ts NaN NaN \n", + "2765 test/point.controller.spec.ts NaN NaN \n", + "2766 test/point.service.spec.ts NaN NaN \n", + "2767 test/trail.controller.spec.ts NaN NaN \n", + "2768 test/trail.service.spec.ts NaN NaN \n", + "2443 src/app.module.ts 1 1 \n", + "2444 src/content/content.controller.ts 8 11 \n", + "2445 src/content/content.module.ts 1 1 \n", + "2446 src/content/content.schema.ts 0 0 \n", + "2447 src/content/content.service.ts 9 14 \n", + "2448 src/content/dtos/create-content.dto.ts 0 0 \n", + "2449 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "2450 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", + "2451 src/journey/journey.controller.ts 9 10 \n", + "2452 src/journey/journey.module.ts 1 1 \n", + "2453 src/journey/journey.schema.ts 0 0 \n", + "2454 src/journey/journey.service.ts 10 16 \n", + "2455 src/main.ts 1 1 \n", + "2456 src/start_point/point.controller.ts 10 12 \n", + "2457 src/start_point/point.module.ts 1 1 \n", + "2458 src/start_point/point.schema.ts 0 0 \n", + "2459 src/start_point/point.service.ts 13 22 \n", + "2460 src/trail/trail.controller.ts 10 12 \n", + "2461 src/trail/trail.module.ts 1 1 \n", + "2462 src/trail/trail.schema.ts 0 0 \n", + "2463 src/trail/trail.service.ts 12 20 \n", + "2464 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "2465 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "2466 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "2467 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "2468 src/content 18 26 \n", + "2469 src/content/dtos 0 0 \n", + "2470 src/trail/dtos 0 0 \n", + "2471 src/journey/dtos 0 0 \n", + "2472 src/start_point/dtos 0 0 \n", + "2473 src/journey 20 27 \n", + "2474 src 87 123 \n", + "2475 src/start_point 24 35 \n", + "2476 test NaN NaN \n", + "2477 src/trail 23 33 \n", + "2478 test/content.controller.spec.ts NaN NaN \n", + "2479 test/content.service.spec.ts NaN NaN \n", + "2480 test/journey.controller.spec.ts NaN NaN \n", + "2481 test/journey.service.spec.ts NaN NaN \n", + "2482 test/point.controller.spec.ts NaN NaN \n", + "2483 test/point.service.spec.ts NaN NaN \n", + "2484 test/trail.controller.spec.ts NaN NaN \n", + "2485 test/trail.service.spec.ts NaN NaN \n", + "338 src/app.module.ts 1 1 \n", + "339 src/content/content.controller.ts 8 11 \n", + "340 src/content/content.module.ts 1 1 \n", + "341 src/content/content.schema.ts 0 0 \n", + "342 src/content/content.service.ts 9 14 \n", + "343 src/content/dtos/create-content.dto.ts 0 0 \n", + "344 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "345 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", + "346 src/journey/journey.controller.ts 9 10 \n", + "347 src/journey/journey.module.ts 1 1 \n", + "348 src/journey/journey.schema.ts 0 0 \n", + "349 src/journey/journey.service.ts 10 16 \n", + "350 src/main.ts 1 1 \n", + "351 src/start_point/point.controller.ts 10 12 \n", + "352 src/start_point/point.module.ts 1 1 \n", + "353 src/start_point/point.schema.ts 0 0 \n", + "354 src/start_point/point.service.ts 13 22 \n", + "355 src/trail/trail.controller.ts 10 12 \n", + "356 src/trail/trail.module.ts 1 1 \n", + "357 src/trail/trail.schema.ts 0 0 \n", + "358 src/trail/trail.service.ts 12 20 \n", + "359 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "360 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "361 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "362 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "363 src/content 18 26 \n", + "364 src/content/dtos 0 0 \n", + "365 src/trail/dtos 0 0 \n", + "366 src/journey/dtos 0 0 \n", + "367 src/start_point/dtos 0 0 \n", + "368 src/journey 20 27 \n", + "369 src 87 123 \n", + "370 src/start_point 24 35 \n", + "371 test NaN NaN \n", + "372 src/trail 23 33 \n", + "373 test/content.controller.spec.ts NaN NaN \n", + "374 test/content.service.spec.ts NaN NaN \n", + "375 test/journey.controller.spec.ts NaN NaN \n", + "376 test/journey.service.spec.ts NaN NaN \n", + "377 test/point.controller.spec.ts NaN NaN \n", + "378 test/point.service.spec.ts NaN NaN \n", + "379 test/trail.controller.spec.ts NaN NaN \n", + "380 test/trail.service.spec.ts NaN NaN \n", + "641 src/app.module.ts 1 1 \n", + "642 src/content/content.controller.ts 8 11 \n", + "643 src/content/content.module.ts 1 1 \n", + "644 src/content/content.schema.ts 0 0 \n", + "645 src/content/content.service.ts 9 14 \n", + "646 src/content/dtos/create-content.dto.ts 0 0 \n", + "647 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "648 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", + "649 src/journey/journey.controller.ts 9 10 \n", + "650 src/journey/journey.module.ts 1 1 \n", + "651 src/journey/journey.schema.ts 0 0 \n", + "652 src/journey/journey.service.ts 10 16 \n", + "653 src/main.ts 2 2 \n", + "654 src/start_point/point.controller.ts 10 12 \n", + "655 src/start_point/point.module.ts 1 1 \n", + "656 src/start_point/point.schema.ts 0 0 \n", + "657 src/start_point/point.service.ts 13 22 \n", + "658 src/trail/trail.controller.ts 10 12 \n", + "659 src/trail/trail.module.ts 1 1 \n", + "660 src/trail/trail.schema.ts 0 0 \n", + "661 src/trail/trail.service.ts 12 20 \n", + "662 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "663 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "664 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "665 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "666 src/content 18 26 \n", + "667 src/content/dtos 0 0 \n", + "668 src/trail/dtos 0 0 \n", + "669 src/journey/dtos 0 0 \n", + "670 src/start_point/dtos 0 0 \n", + "671 src/journey 20 27 \n", + "672 src 88 124 \n", + "673 src/start_point 24 35 \n", + "674 test NaN NaN \n", + "675 src/trail 23 33 \n", + "676 test/content.controller.spec.ts NaN NaN \n", + "677 test/content.service.spec.ts NaN NaN \n", + "678 test/journey.controller.spec.ts NaN NaN \n", + "679 test/journey.service.spec.ts NaN NaN \n", + "680 test/point.controller.spec.ts NaN NaN \n", + "681 test/point.service.spec.ts NaN NaN \n", + "682 test/trail.controller.spec.ts NaN NaN \n", + "683 test/trail.service.spec.ts NaN NaN \n", + "5854 src/app.module.ts 1 1 \n", + "5855 src/content/content.controller.ts 8 11 \n", + "5856 src/content/content.module.ts 1 1 \n", + "5857 src/content/content.schema.ts 0 0 \n", + "5858 src/content/content.service.ts 9 14 \n", + "5859 src/content/dtos/create-content.dto.ts 0 0 \n", + "5860 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "5861 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", + "5862 src/trail/dtos/createTrail.dto.ts 0 0 \n", + "5863 src/journey/journey.controller.ts 9 10 \n", + "5864 src/journey/journey.module.ts 1 1 \n", + "5865 src/journey/journey.schema.ts 0 0 \n", + "5866 src/journey/journey.service.ts 10 16 \n", + "5867 src/main.ts 3 4 \n", + "5868 src/journey/dtos/manageJourneyTrail.dto.ts 0 0 \n", + "5869 src/start_point/dtos/manageStartPointJourney.d... 0 0 \n", + "5870 src/trail/dtos/manageTrailContent.dto.ts 0 0 \n", + "5871 src/start_point/point.controller.ts 10 12 \n", + "5872 src/start_point/point.module.ts 1 1 \n", + "5873 src/start_point/point.schema.ts 0 0 \n", + "5874 src/start_point/point.service.ts 13 22 \n", + "5875 src/trail/trail.controller.ts 10 12 \n", + "5876 src/trail/trail.module.ts 1 1 \n", + "5877 src/trail/trail.schema.ts 0 0 \n", + "5878 src/trail/trail.service.ts 12 20 \n", + "5879 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "5880 src/content/dtos/update-content.dto.ts 0 0 \n", + "5881 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "5882 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "5883 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "5884 src/content 18 26 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src/journey/dtos/create-journey.dto.ts 0 0 \n", + "5492 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", + "5493 src/trail/dtos/createTrail.dto.ts 0 0 \n", + "5494 src/journey/journey.controller.ts 9 10 \n", + "5495 src/journey/journey.module.ts 1 1 \n", + "5496 src/journey/journey.schema.ts 0 0 \n", + "5497 src/journey/journey.service.ts 10 16 \n", + "5498 src/main.ts 3 4 \n", + "5499 src/journey/dtos/manageJourneyTrail.dto.ts 0 0 \n", + "5500 src/start_point/dtos/manageStartPointJourney.d... 0 0 \n", + "5501 src/trail/dtos/manageTrailContent.dto.ts 0 0 \n", + "5502 src/start_point/point.controller.ts 10 12 \n", + "5503 src/start_point/point.module.ts 1 1 \n", + "5504 src/start_point/point.schema.ts 0 0 \n", + "5505 src/start_point/point.service.ts 13 22 \n", + "5506 src/trail/trail.controller.ts 10 12 \n", + "5507 src/trail/trail.module.ts 1 1 \n", + "5508 src/trail/trail.schema.ts 0 0 \n", + "5509 src/trail/trail.service.ts 12 20 \n", + "5510 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "5511 src/content/dtos/update-content.dto.ts 0 0 \n", + "5512 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "5513 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "5514 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "5515 src/content 18 26 \n", + "5516 src/content/dtos 0 0 \n", + "5517 src/trail/dtos 0 0 \n", + "5518 src/journey/dtos 0 0 \n", + "5519 src/start_point/dtos 0 0 \n", + "5520 src/journey 20 27 \n", + "5521 src 89 126 \n", + "5522 src/start_point 24 35 \n", + "5523 test NaN NaN \n", + "5524 src/trail 23 33 \n", + "5525 test/content.controller.spec.ts NaN NaN \n", + "5526 test/content.service.spec.ts NaN NaN \n", + "5527 test/journey.controller.spec.ts NaN NaN \n", + "5528 test/journey.service.spec.ts NaN NaN \n", + "5529 test/point.controller.spec.ts NaN NaN \n", + "5530 test/point.service.spec.ts NaN NaN \n", + "5531 test/trail.controller.spec.ts NaN NaN \n", + "5532 test/trail.service.spec.ts NaN NaN \n", + "2175 src/app.module.ts 1 1 \n", + "2176 src/content/content.controller.ts 8 11 \n", + "2177 src/content/content.module.ts 1 1 \n", + "2178 src/content/content.schema.ts 0 0 \n", + "2179 src/content/content.service.ts 9 14 \n", + "2180 src/content/dtos/create-content.dto.ts 0 0 \n", + "2181 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "2182 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", + "2183 src/trail/dtos/createTrail.dto.ts 0 0 \n", + "2184 src/journey/journey.controller.ts 9 10 \n", + "2185 src/journey/journey.module.ts 1 1 \n", + "2186 src/journey/journey.schema.ts 0 0 \n", + "2187 src/journey/journey.service.ts 10 16 \n", + "2188 src/main.ts 3 4 \n", + "2189 src/journey/dtos/manageJourneyTrail.dto.ts 0 0 \n", + "2190 src/start_point/dtos/manageStartPointJourney.d... 0 0 \n", + "2191 src/trail/dtos/manageTrailContent.dto.ts 0 0 \n", + "2192 src/start_point/point.controller.ts 10 12 \n", + "2193 src/start_point/point.module.ts 1 1 \n", + "2194 src/start_point/point.schema.ts 0 0 \n", + "2195 src/start_point/point.service.ts 13 22 \n", + "2196 src/trail/trail.controller.ts 10 12 \n", + "2197 src/trail/trail.module.ts 1 1 \n", + "2198 src/trail/trail.schema.ts 0 0 \n", + "2199 src/trail/trail.service.ts 12 20 \n", + "2200 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "2201 src/content/dtos/update-content.dto.ts 0 0 \n", + "2202 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "2203 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "2204 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "2205 src/content 18 26 \n", + "2206 src/content/dtos 0 0 \n", + "2207 src/trail/dtos 0 0 \n", + "2208 src/journey/dtos 0 0 \n", + "2209 src/start_point/dtos 0 0 \n", + "2210 src/journey 20 27 \n", + "2211 src 89 126 \n", + "2212 src/start_point 24 35 \n", + "2213 test NaN NaN \n", + "2214 src/trail 23 33 \n", + "2215 test/content.controller.spec.ts NaN NaN \n", + "2216 test/content.service.spec.ts NaN NaN \n", + "2217 test/journey.controller.spec.ts NaN NaN \n", + "2218 test/journey.service.spec.ts NaN NaN \n", + "2219 test/point.controller.spec.ts NaN NaN \n", + "2220 test/point.service.spec.ts NaN NaN \n", + "2221 test/trail.controller.spec.ts NaN NaN \n", + "2222 test/trail.service.spec.ts NaN NaN \n", + "4904 src/app.module.ts 1 1 \n", + "4905 src/content/content.controller.ts 8 11 \n", + "4906 src/content/content.module.ts 1 1 \n", + "4907 src/content/content.schema.ts 0 0 \n", + "4908 src/content/content.service.ts 9 14 \n", + "4909 src/content/dtos/create-content.dto.ts 0 0 \n", + "4910 src/journey/dtos/create-journey.dto.ts 0 0 \n", + "4911 src/start_point/dtos/create-start-point.dto.ts 0 0 \n", + "4912 src/trail/dtos/createTrail.dto.ts 0 0 \n", + "4913 src/journey/journey.controller.ts 9 10 \n", + "4914 src/journey/journey.module.ts 1 1 \n", + "4915 src/journey/journey.schema.ts 0 0 \n", + "4916 src/journey/journey.service.ts 10 16 \n", + "4917 src/main.ts 3 4 \n", + "4918 src/journey/dtos/manageJourneyTrail.dto.ts 0 0 \n", + "4919 src/start_point/dtos/manageStartPointJourney.d... 0 0 \n", + "4920 src/trail/dtos/manageTrailContent.dto.ts 0 0 \n", + "4921 src/start_point/point.controller.ts 10 12 \n", + "4922 src/start_point/point.module.ts 1 1 \n", + "4923 src/start_point/point.schema.ts 0 0 \n", + "4924 src/start_point/point.service.ts 13 22 \n", + "4925 src/trail/trail.controller.ts 10 12 \n", + "4926 src/trail/trail.module.ts 1 1 \n", + "4927 src/trail/trail.schema.ts 0 0 \n", + "4928 src/trail/trail.service.ts 12 20 \n", + "4929 src/content/dtos/update-content-order.dto.ts 0 0 \n", + "4930 src/content/dtos/update-content.dto.ts 0 0 \n", + "4931 src/start_point/dtos/update-point.dto.ts 0 0 \n", + "4932 src/journey/dtos/updateJourneyOrder.ts 0 0 \n", + "4933 src/trail/dtos/updateTrailsDtos.ts 0 0 \n", + "4934 src/content 18 26 \n", + "4935 src/content/dtos 0 0 \n", + "4936 src/trail/dtos 0 0 \n", + "4937 src/journey/dtos 0 0 \n", + "4938 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"5858 0.0 0.0 76.2 85 NaN \n", + "5859 0.0 0.0 100.0 25 NaN \n", + "5860 0.0 0.0 100.0 24 NaN \n", + "5861 0.0 0.0 100.0 28 NaN \n", + "5862 0.0 0.0 100.0 18 NaN \n", + "5863 0.0 0.0 100.0 82 NaN \n", + "5864 0.0 0.0 NaN 18 NaN \n", + "5865 0.0 0.0 0.0 18 NaN \n", + "5866 0.0 0.0 80.4 98 NaN \n", + "5867 0.0 0.0 0.0 27 NaN \n", + "5868 0.0 0.0 100.0 11 NaN \n", + "5869 0.0 0.0 100.0 11 NaN \n", + "5870 0.0 0.0 100.0 11 NaN \n", + "5871 0.0 0.0 89.5 97 NaN \n", + "5872 0.0 0.0 NaN 18 NaN \n", + "5873 0.0 0.0 0.0 18 NaN \n", + "5874 0.0 0.0 83.6 135 NaN \n", + "5875 0.0 0.0 97.4 96 NaN \n", + "5876 0.0 0.0 NaN 18 NaN \n", + "5877 0.0 0.0 0.0 16 NaN \n", + "5878 0.0 0.0 83.1 102 NaN \n", + "5879 0.0 0.0 100.0 13 NaN \n", + "5880 0.0 0.0 100.0 25 NaN \n", + "5881 0.0 0.0 100.0 15 NaN \n", + "5882 0.0 0.0 100.0 15 NaN \n", + "5883 0.0 0.0 100.0 13 NaN \n", + "5884 0.0 0.0 86.4 260 NaN \n", + "5885 0.0 0.0 100.0 63 NaN \n", + "5886 0.0 0.0 100.0 42 NaN \n", + "5887 0.0 0.0 100.0 50 NaN \n", + "5888 0.0 0.0 100.0 54 NaN \n", + "5889 0.0 0.0 88.3 266 NaN \n", + "5890 0.0 0.0 84.8 1184 NaN \n", + "5891 0.0 0.0 86.3 322 NaN \n", + "5892 NaN NaN NaN NaN 110 \n", + "5893 0.0 0.0 89.0 274 NaN \n", + "5894 NaN 0.0 NaN NaN 11 \n", + "5895 NaN 0.0 NaN NaN 11 \n", + "5896 NaN 0.0 NaN NaN 13 \n", + "5897 NaN 0.0 NaN NaN 14 \n", + "5898 NaN 0.0 NaN NaN 14 \n", + "5899 NaN 0.0 NaN NaN 20 \n", + "5900 NaN 0.0 NaN NaN 11 \n", + "5901 NaN 0.0 NaN NaN 16 \n", + "5485 0.0 0.0 NaN 35 NaN \n", + "5486 0.0 0.0 96.9 77 NaN \n", + "5487 0.0 0.0 NaN 16 NaN \n", + "5488 0.0 0.0 0.0 19 NaN \n", + "5489 0.0 0.0 76.2 85 NaN \n", + "5490 0.0 0.0 100.0 25 NaN \n", + "5491 0.0 0.0 100.0 24 NaN \n", + "5492 0.0 0.0 100.0 28 NaN \n", + "5493 0.0 0.0 100.0 18 NaN \n", + "5494 0.0 0.0 100.0 82 NaN \n", + "5495 0.0 0.0 NaN 18 NaN \n", + "5496 0.0 0.0 0.0 18 NaN \n", + "5497 0.0 0.0 80.4 98 NaN \n", + "5498 0.0 0.0 0.0 27 NaN \n", + "5499 0.0 0.0 100.0 11 NaN \n", + "5500 0.0 0.0 100.0 11 NaN \n", + "5501 0.0 0.0 100.0 11 NaN \n", + "5502 0.0 0.0 89.5 97 NaN \n", + "5503 0.0 0.0 NaN 18 NaN \n", + "5504 0.0 0.0 0.0 18 NaN \n", + "5505 0.0 0.0 83.6 135 NaN \n", + "5506 0.0 0.0 97.4 96 NaN \n", + "5507 0.0 0.0 NaN 18 NaN \n", + "5508 0.0 0.0 0.0 16 NaN \n", + "5509 0.0 0.0 83.1 102 NaN \n", + "5510 0.0 0.0 100.0 13 NaN \n", + "5511 0.0 0.0 100.0 25 NaN \n", + "5512 0.0 0.0 100.0 15 NaN \n", + "5513 0.0 0.0 100.0 15 NaN \n", + "5514 0.0 0.0 100.0 13 NaN \n", + "5515 0.0 0.0 86.4 260 NaN \n", + "5516 0.0 0.0 100.0 63 NaN \n", + "5517 0.0 0.0 100.0 42 NaN \n", + "5518 0.0 0.0 100.0 50 NaN \n", + "5519 0.0 0.0 100.0 54 NaN \n", + "5520 0.0 0.0 88.3 266 NaN \n", + "5521 0.0 0.0 84.8 1184 NaN \n", + "5522 0.0 0.0 86.3 322 NaN \n", + "5523 NaN NaN NaN NaN 110 \n", + "5524 0.0 0.0 89.0 274 NaN \n", + "5525 NaN 0.0 NaN NaN 11 \n", + "5526 NaN 0.0 NaN NaN 11 \n", + "5527 NaN 0.0 NaN NaN 13 \n", + "5528 NaN 0.0 NaN NaN 14 \n", + "5529 NaN 0.0 NaN NaN 14 \n", + "5530 NaN 0.0 NaN NaN 20 \n", + "5531 NaN 0.0 NaN NaN 11 \n", + "5532 NaN 0.0 NaN NaN 16 \n", + "2175 0.0 0.0 NaN 35 NaN \n", + "2176 0.0 0.0 96.9 77 NaN \n", + "2177 0.0 0.0 NaN 16 NaN \n", + "2178 0.0 0.0 0.0 19 NaN \n", + "2179 0.0 0.0 76.2 85 NaN \n", + "2180 0.0 0.0 100.0 25 NaN \n", + "2181 0.0 0.0 100.0 24 NaN \n", + "2182 0.0 0.0 100.0 28 NaN \n", + "2183 0.0 0.0 100.0 18 NaN \n", + "2184 0.0 0.0 100.0 82 NaN \n", + "2185 0.0 0.0 NaN 18 NaN \n", + "2186 0.0 0.0 0.0 18 NaN \n", + "2187 0.0 0.0 80.4 98 NaN \n", + "2188 0.0 0.0 0.0 27 NaN \n", + "2189 0.0 0.0 100.0 11 NaN \n", + "2190 0.0 0.0 100.0 11 NaN \n", + "2191 0.0 0.0 100.0 11 NaN \n", + "2192 0.0 0.0 89.5 97 NaN \n", + "2193 0.0 0.0 NaN 18 NaN \n", + "2194 0.0 0.0 0.0 18 NaN \n", + "2195 0.0 0.0 83.6 135 NaN \n", + "2196 0.0 0.0 97.4 96 NaN \n", + "2197 0.0 0.0 NaN 18 NaN \n", + "2198 0.0 0.0 0.0 16 NaN \n", + "2199 0.0 0.0 83.1 102 NaN \n", + "2200 0.0 0.0 100.0 13 NaN \n", + "2201 0.0 0.0 100.0 25 NaN \n", + "2202 0.0 0.0 100.0 15 NaN \n", + "2203 0.0 0.0 100.0 15 NaN \n", + "2204 0.0 0.0 100.0 13 NaN \n", + "2205 0.0 0.0 86.4 260 NaN \n", + "2206 0.0 0.0 100.0 63 NaN \n", + "2207 0.0 0.0 100.0 42 NaN \n", + "2208 0.0 0.0 100.0 50 NaN \n", + "2209 0.0 0.0 100.0 54 NaN \n", + "2210 0.0 0.0 88.3 266 NaN \n", + "2211 0.0 0.0 84.8 1184 NaN \n", + "2212 0.0 0.0 86.3 322 NaN \n", + "2213 NaN NaN NaN NaN 110 \n", + "2214 0.0 0.0 89.0 274 NaN \n", + "2215 NaN 0.0 NaN NaN 11 \n", + "2216 NaN 0.0 NaN NaN 11 \n", + "2217 NaN 0.0 NaN NaN 13 \n", + "2218 NaN 0.0 NaN NaN 14 \n", + "2219 NaN 0.0 NaN NaN 14 \n", + "2220 NaN 0.0 NaN NaN 20 \n", + "2221 NaN 0.0 NaN NaN 11 \n", + "2222 NaN 0.0 NaN NaN 16 \n", + "4904 0.0 0.0 NaN 35 NaN \n", + "4905 0.0 0.0 96.9 77 NaN \n", + "4906 0.0 0.0 NaN 16 NaN \n", + "4907 0.0 0.0 0.0 19 NaN \n", + "4908 0.0 0.0 76.2 85 NaN \n", + "4909 0.0 0.0 100.0 25 NaN \n", + "4910 0.0 0.0 100.0 24 NaN \n", + "4911 0.0 0.0 100.0 28 NaN \n", + "4912 0.0 0.0 100.0 18 NaN \n", + "4913 0.0 0.0 100.0 82 NaN \n", + "4914 0.0 0.0 NaN 18 NaN \n", + "4915 0.0 0.0 0.0 18 NaN \n", + "4916 0.0 0.0 80.4 98 NaN \n", + "4917 0.0 0.0 0.0 27 NaN \n", + "4918 0.0 0.0 100.0 11 NaN \n", + "4919 0.0 0.0 100.0 11 NaN \n", + "4920 0.0 0.0 100.0 11 NaN \n", + "4921 0.0 0.0 89.5 97 NaN \n", + "4922 0.0 0.0 NaN 18 NaN \n", + "4923 0.0 0.0 0.0 18 NaN \n", + "4924 0.0 0.0 83.6 135 NaN \n", + "4925 0.0 0.0 97.4 96 NaN \n", + "4926 0.0 0.0 NaN 18 NaN \n", + "4927 0.0 0.0 0.0 16 NaN \n", + "4928 0.0 0.0 83.1 102 NaN \n", + "4929 0.0 0.0 100.0 13 NaN \n", + "4930 0.0 0.0 100.0 25 NaN \n", + "4931 0.0 0.0 100.0 15 NaN \n", + "4932 0.0 0.0 100.0 15 NaN \n", + "4933 0.0 0.0 100.0 13 NaN \n", + "4934 0.0 0.0 86.4 260 NaN \n", + "4935 0.0 0.0 100.0 63 NaN \n", + "4936 0.0 0.0 100.0 42 NaN \n", + "4937 0.0 0.0 100.0 50 NaN \n", + "4938 0.0 0.0 100.0 54 NaN \n", + "4939 0.0 0.0 88.3 266 NaN \n", + "4940 0.0 0.0 84.8 1184 NaN \n", + "4941 0.0 0.0 86.3 322 NaN \n", + "4942 NaN NaN NaN NaN 110 \n", + "4943 0.0 0.0 89.0 274 NaN \n", + "4944 NaN 0.0 NaN NaN 11 \n", + "4945 NaN 0.0 NaN NaN 11 \n", + "4946 NaN 0.0 NaN NaN 13 \n", + "4947 NaN 0.0 NaN NaN 14 \n", + "4948 NaN 0.0 NaN NaN 14 \n", + "4949 NaN 0.0 NaN NaN 20 \n", + "4950 NaN 0.0 NaN NaN 11 \n", + "4951 NaN 0.0 NaN NaN 16 \n", + "\n", + " test_errors test_failures test_execution_time security_rating qualifier \\\n", + "5005 0 0 NaN 1.0 FIL \n", + "5006 0 0 NaN 1.0 FIL \n", + "5007 0 0 NaN 1.0 FIL \n", + "5008 0 0 NaN 1.0 FIL \n", + "5009 0 0 NaN 1.0 FIL \n", + "5010 0 0 NaN 1.0 FIL \n", + "5011 0 0 NaN 1.0 FIL \n", + "5012 0 0 NaN 1.0 FIL \n", + "5013 0 0 NaN 1.0 FIL \n", + "5014 0 0 NaN 1.0 FIL \n", + "5015 0 0 NaN 1.0 FIL \n", + "5016 0 0 NaN 1.0 FIL \n", + "5017 0 0 NaN 1.0 FIL \n", + "5018 0 0 NaN 1.0 FIL \n", + "5019 0 0 NaN 1.0 FIL \n", + "5020 0 0 NaN 1.0 FIL \n", + "5021 0 0 NaN 1.0 FIL \n", + "5022 0 0 NaN 1.0 FIL \n", + "5023 0 0 NaN 1.0 FIL \n", + "5024 0 0 NaN 1.0 FIL \n", + "5025 0 0 NaN 1.0 FIL \n", + "5026 0 0 NaN 1.0 FIL \n", + "5027 0 0 NaN 1.0 FIL \n", + "5028 0 0 NaN 1.0 FIL \n", + "5029 0 0 NaN 1.0 FIL \n", + "5030 0 0 NaN 1.0 FIL \n", + "5031 0 0 NaN 1.0 FIL \n", + "5032 0 0 NaN 1.0 FIL \n", + "5033 0 0 NaN 1.0 FIL \n", + "5034 0 0 NaN 1.0 FIL \n", + "5035 NaN NaN NaN 1.0 DIR \n", + "5036 NaN NaN NaN 1.0 DIR \n", + "5037 NaN NaN NaN 1.0 DIR \n", + "5038 NaN NaN NaN 1.0 DIR \n", + "5039 NaN NaN NaN 1.0 DIR \n", + "5040 NaN NaN NaN 1.0 DIR \n", + "5041 NaN NaN NaN 1.0 DIR \n", + "5042 NaN NaN NaN 1.0 DIR \n", + "5043 0 0 376 1.0 DIR \n", + "5044 NaN NaN NaN 1.0 DIR \n", + "5045 0 0 26 1.0 UTS \n", + "5046 0 0 20 1.0 UTS \n", + "5047 0 0 27 1.0 UTS \n", + "5048 0 0 147 1.0 UTS \n", + "5049 0 0 26 1.0 UTS \n", + "5050 0 0 78 1.0 UTS \n", + "5051 0 0 21 1.0 UTS \n", + "5052 0 0 31 1.0 UTS \n", + "134 0 0 NaN 1.0 FIL \n", + "135 0 0 NaN 1.0 FIL \n", + "136 0 0 NaN 1.0 FIL \n", + "137 0 0 NaN 1.0 FIL \n", + "138 0 0 NaN 1.0 FIL \n", + "139 0 0 NaN 1.0 FIL \n", + "140 0 0 NaN 1.0 FIL \n", + "141 0 0 NaN 1.0 FIL \n", + "142 0 0 NaN 1.0 FIL \n", + "143 0 0 NaN 1.0 FIL \n", + "144 0 0 NaN 1.0 FIL \n", + "145 0 0 NaN 1.0 FIL \n", + "146 0 0 NaN 1.0 FIL \n", + "147 0 0 NaN 1.0 FIL \n", + "148 0 0 NaN 1.0 FIL \n", + "149 0 0 NaN 1.0 FIL \n", + "150 0 0 NaN 1.0 FIL \n", + "151 0 0 NaN 1.0 FIL \n", + "152 0 0 NaN 1.0 FIL \n", + "153 0 0 NaN 1.0 FIL \n", + "154 0 0 NaN 1.0 FIL \n", + "155 0 0 NaN 1.0 FIL \n", + "156 0 0 NaN 1.0 FIL \n", + "157 0 0 NaN 1.0 FIL \n", + "158 0 0 NaN 1.0 FIL \n", + "159 0 0 NaN 1.0 FIL \n", + "160 0 0 NaN 1.0 FIL \n", + "161 0 0 NaN 1.0 FIL \n", + "162 0 0 NaN 1.0 FIL \n", + "163 0 0 NaN 1.0 FIL \n", + "164 NaN NaN NaN 1.0 DIR \n", + "165 NaN NaN NaN 1.0 DIR \n", + "166 NaN NaN NaN 1.0 DIR \n", + "167 NaN NaN NaN 1.0 DIR \n", + "168 NaN NaN NaN 1.0 DIR \n", + "169 NaN NaN NaN 1.0 DIR \n", + "170 NaN NaN NaN 1.0 DIR \n", + "171 NaN NaN NaN 1.0 DIR \n", + "172 0 0 218 1.0 DIR \n", + "173 NaN NaN NaN 1.0 DIR \n", + "174 0 0 18 1.0 UTS \n", + "175 0 0 21 1.0 UTS \n", + "176 0 0 21 1.0 UTS \n", + "177 0 0 30 1.0 UTS \n", + "178 0 0 24 1.0 UTS \n", + "179 0 0 59 1.0 UTS \n", + "180 0 0 19 1.0 UTS \n", + "181 0 0 26 1.0 UTS \n", + "2953 0 0 NaN 1.0 FIL \n", + "2954 0 0 NaN 1.0 FIL \n", + "2955 0 0 NaN 1.0 FIL \n", + "2956 0 0 NaN 1.0 FIL \n", + "2957 0 0 NaN 1.0 FIL \n", + "2958 0 0 NaN 1.0 FIL \n", + "2959 0 0 NaN 1.0 FIL \n", + "2960 0 0 NaN 1.0 FIL \n", + "2961 0 0 NaN 1.0 FIL \n", + "2962 0 0 NaN 1.0 FIL \n", + "2963 0 0 NaN 1.0 FIL \n", + "2964 0 0 NaN 1.0 FIL \n", + "2965 0 0 NaN 1.0 FIL \n", + "2966 0 0 NaN 1.0 FIL \n", + "2967 0 0 NaN 1.0 FIL \n", + "2968 0 0 NaN 1.0 FIL \n", + "2969 0 0 NaN 1.0 FIL \n", + "2970 0 0 NaN 1.0 FIL \n", + "2971 0 0 NaN 1.0 FIL \n", + "2972 0 0 NaN 1.0 FIL \n", + "2973 0 0 NaN 1.0 FIL \n", + "2974 0 0 NaN 1.0 FIL \n", + "2975 0 0 NaN 1.0 FIL \n", + "2976 0 0 NaN 1.0 FIL \n", + "2977 0 0 NaN 1.0 FIL \n", + "2978 0 0 NaN 1.0 FIL \n", + "2979 0 0 NaN 1.0 FIL \n", + "2980 0 0 NaN 1.0 FIL \n", + "2981 0 0 NaN 1.0 FIL \n", + "2982 0 0 NaN 1.0 FIL \n", + "2983 NaN NaN NaN 1.0 DIR \n", + "2984 NaN NaN NaN 1.0 DIR \n", + "2985 NaN NaN NaN 1.0 DIR \n", + "2986 NaN NaN NaN 1.0 DIR \n", + "2987 NaN NaN NaN 1.0 DIR \n", + "2988 NaN NaN NaN 1.0 DIR \n", + "2989 NaN NaN NaN 1.0 DIR \n", + "2990 NaN NaN NaN 1.0 DIR \n", + "2991 0 0 218 1.0 DIR \n", + "2992 NaN NaN NaN 1.0 DIR \n", + "2993 0 0 18 1.0 UTS \n", + "2994 0 0 21 1.0 UTS \n", + "2995 0 0 21 1.0 UTS \n", + "2996 0 0 30 1.0 UTS \n", + "2997 0 0 24 1.0 UTS \n", + "2998 0 0 59 1.0 UTS \n", + "2999 0 0 19 1.0 UTS \n", + "3000 0 0 26 1.0 UTS \n", + "1430 0 0 NaN 1.0 FIL \n", + "1431 0 0 NaN 1.0 FIL \n", + "1432 0 0 NaN 1.0 FIL \n", + "1433 0 0 NaN 1.0 FIL \n", + "1434 0 0 NaN 1.0 FIL \n", + "1435 0 0 NaN 1.0 FIL \n", + "1436 0 0 NaN 1.0 FIL \n", + "1437 0 0 NaN 1.0 FIL \n", + "1438 0 0 NaN 1.0 FIL \n", + "1439 0 0 NaN 1.0 FIL \n", + "1440 0 0 NaN 1.0 FIL \n", + "1441 0 0 NaN 1.0 FIL \n", + "1442 0 0 NaN 1.0 FIL \n", + "1443 0 0 NaN 1.0 FIL \n", + "1444 0 0 NaN 1.0 FIL \n", + "1445 0 0 NaN 1.0 FIL \n", + "1446 0 0 NaN 1.0 FIL \n", + "1447 0 0 NaN 1.0 FIL \n", + "1448 0 0 NaN 1.0 FIL \n", + "1449 0 0 NaN 1.0 FIL \n", + "1450 0 0 NaN 1.0 FIL \n", + "1451 0 0 NaN 1.0 FIL \n", + "1452 0 0 NaN 1.0 FIL \n", + "1453 0 0 NaN 1.0 FIL \n", + "1454 0 0 NaN 1.0 FIL \n", + "1455 0 0 NaN 1.0 FIL \n", + "1456 0 0 NaN 1.0 FIL \n", + "1457 0 0 NaN 1.0 FIL \n", + "1458 0 0 NaN 1.0 FIL \n", + "1459 0 0 NaN 1.0 FIL \n", + "1460 0 0 NaN 1.0 FIL \n", + "1461 0 0 NaN 1.0 FIL \n", + "1462 0 0 NaN 1.0 FIL \n", + "1463 0 0 NaN 1.0 FIL \n", + "1464 0 0 NaN 1.0 FIL \n", + "1465 0 0 NaN 1.0 FIL \n", + "1466 0 0 NaN 1.0 FIL \n", + "1467 NaN NaN NaN 1.0 DIR \n", + "1468 NaN NaN NaN 1.0 DIR \n", + "1469 NaN NaN NaN 1.0 DIR \n", + "1470 NaN NaN NaN 1.0 DIR \n", + "1471 NaN NaN NaN 1.0 DIR \n", + "1472 NaN NaN NaN 1.0 DIR \n", + "1473 NaN NaN NaN 1.0 DIR \n", + "1474 NaN NaN NaN 1.0 DIR \n", + "1475 NaN NaN NaN 1.0 DIR \n", + "1476 NaN NaN NaN 1.0 DIR \n", + "1477 0 0 333 1.0 DIR \n", + "1478 NaN NaN NaN 1.0 DIR 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this area you will need to plot the metrics of each repository." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Z9d57b2nmzG/cHjc29qiGDXtML700Vu3bd3J5zgstXrxIo0ePyPeEqgsdPXpETz01VNOnfyV//wAdPnxIjz32sEsn8Uhnk+dGjhyujz/+XLVq1XY7XkkaO/ZFLVq0wOX2v/8+W2XLRumBBx6RJP3443d69903Xe6/Z89uPf/8U5o8eZrhO5tfzGfOnNHzzz9VqN+bAwf266GHBurNN99TTEwjw2OuvE7Z2VkaOfJZrVixzOU5T548qccee1hfffW9UxJOUa1L+/fv02OPPaykpCSPjfn/tR5ZI9zsWWRrRFH1vZh+rq3fuTey2wv+OyW3vgX1yWc0l/rmNqcrsUp5/12V279sK3he1+LNfayLi7ewr1Ph35vC97XbXYv34p6rc53r8Ro7eyves38bubI2ee59LZ7nyhpRGKwRzlgjWCMKdmWtEfn9u2vWCGesEawRBbuy1oj8x2KNyIk1gjWiYKwRucfmXMcakXMO57qLWSMujCWvf1/HGsEaUfC8rBGuuBzXCPYRRpfO55A1IvfYnOtYI3LO4VzHGuHCSFfYGnHu3wGyRrBGOM/hXMca4cJIV9gakd+crBG5zXFlrxFFkbRisnv66tQLtGvXTseOHXOU+/Xrp1GjRrk9ztSpU/XWW28Z6rZt22a4m35xmjhxoiZPnmyoq1q1qmbMmKGyZZ1PUiiMo0eP6uhR1+8cfaGQkBDVq1fPUY6PT1V2tmsXsLsiLu6wbDarzGaLoqIqF9zhEpX89TDZU+KLfV5TcLhC7n632OctiMVilsnk+mJdlP73v4m5JqbExDRShw43qkmTpoqIiFRgYKASE5MUG3tE27Zt1fLlS7VhwzrZbDaNG/eW2ra9Ic85nnnmCaeLdQMCAtS9ey+1a9dRlSpVlp+fr+Li4rR8+b/6+efvFRd33NA+KqqcPv/8W4WGhub7fB577CGtX7/WUW7Tpq2WLl0sSfLz81f37r3Utu0Nqlq1mgICAnXiRJyWLVuir776XElJiYax3n33A0VFldcDD9yntLSzp160bdteN910s+rWvUqlSpVSYmKS1q9foy+/nO50esG99w7Qww8PyTfe2Nij6tu3u6Huuuuu17//LpEkVa5cVb17367mzVsqMrKsrNZs7du3V7Nn/6K5c/8y9KtQoZJmzPhBX3/9uT755ENJZ9eoXr366rrrrleFChXl5+evY8ditXDhPH333deGhESLxaLPPvtGNWpE5xuzdPZC+YED71FysvHi5gYNGurmm29VTExDRUaWlZ+fn+Lj47Vp0wbNnv2LNm5cb2jfvHkrvfvuB/n+xqxdu1pPPDHYUS5bNkply0Zp69bN//8aVVHPnr3VvHkrlS0bJbPZrNjYo1q8eKFmzpzhdCLG88+/qK5dezrNk5iYqK+//lySlJKSrF9++dHw+N1335/va9KiRSu1bHm1Ybw77+ylxMQzjjofHx916tRZ11/fTjVqRKt06XD5+vopNTVFZ84kaN++vdq+fZuWL/9X+/fvVZkyEZo1y/nklMvZ66+/qtmzfzHUTZ36ua66qkGxxvHVV5/pww8/cKpv376TOnfuopo1ayk0NEzx8ae1YcM6/frrT9q2bYuhrcVi0eTJ09SgQUy+c02b9pGmT5/qKDdt2lw7dmxXaurZ4wDbtWuvm266RXXrXqWwsDAlJiZq3bo1+uqrz3JdV/r3f0APPnif9u7dI0mqU6eeevS4TU2aNFOZMhHKzMzQrl079f3332rlSuPa27BhI02Z8mmBr0+fPt0MyV8XrkshIaG67ba+uvba61WxYkX5+vopNvaIFi6cr5kzZzitK59//q3i40/ryScfldVqlcVi0U033aIOHTopOrqWQkNDFR8fr1WrVuiLLz51Snh77rmR6t69V4ExZ2Vl6dFHB2nbtq2G+vLlK6hr1x5q2rSFKlasqODgYCUlJWnXrp1asGCu5s2bY0gSioiI0GeffaPw8DL5ztemTQtDuV279vrnn4X//xqFqGfPPmrd+jpVqlRZgYGBOnXqlNas+U9ff/25U2Jd58636KWXXsl1nq+++syRSPLLLz8oJeX8MZKdOnVWuXLl84yxYsVK6tHjNkPd448/rHXr1hjqmjdvpRtv7Ky6deupbNly8vf3V3p6upKTk3Tw4AHt3r1TK1cu15Ytm2S1WvX11z+oWrXq+b4+yF1x7wGvlL8lAAAALldlygTLYjHLarU5HQkPAACAKxN7QAAAgJKF/R8AwBU+PhaFh3v+sJAiTU655ZZbtHfvXke5e/fuevNN1+9Ofc67776rDz/80FEOCAjQhg0bPBKjuz777DONHz/eUBcVFaUZM2aoSpUqXompICSn5I7kFKNLJTnln38WauTIZw11ISEheuGFUWrXrn2B/U+ePKHvvpuhq69urRYtWuXa5qefvtc777xuqKtRI1oTJryjSpVy/0ynpCRr/PixTnfo79Sps0aPfi3fmHImp5xTvXoNvfHGe6pYsVKu/Y4cOaxHHhlkOIWgefNWys7O0oYN6xQUFKxXX31drVpdk2v/9PR0DRs2RJs2nV8vQ0PD9Ouvf8nPzy/PeHNLTjmnT5879Nhjw+Tjk/vBW7mdQnDvvQP0zTdfKjs7W40aNdFrr72p8PDwXPtv3rxJQ4cONlxI3qtXXz399PA845Wk7OxsPfLIQMMF4GFhpTR8+IsFfm5mzfpZ77zzurKzsx11TzzxtG6//a48++RMTrlQv3736qGHhuT5Gu3bt1dPPDFY8fGnHXU1akTryy9n5htnbu/L0qWr8+2T06xZP+uNN85/XoODgzVx4hTVq1ffpf67d+/S3Ll/6ZFHHndr3kvdI48MMnxPfHx8NHfuEvn6+hZbDLt27dBDD/U3nDgXFBSs1157XS1b5v4dt9ls+vrrL/TRR8aElsqVq2j69BkKDAzMc76cySkXzpnfupKRka6nnnpcGzasc9SFhISoS5dumjnzG5lMJj300BDdc8/9ed6Nd9Kkt51Oh3ElGShncso5jRo10bhxb6l06dK59tuyZbOGDh2s9PR0R13nzrdoy5bNOnz4kCIiIvXGG++pbt16ufaPj4/Xo48O0qFD50+Oql49Wl99lf93VpImTnxb339//rmazWb17/+A7r9/kCwWS579Nm/epJEjn9GpU+fX/+uvv0Hjx7+VZx/JOTnlnBYtWmnMmHFOJ6Gck5qaoqeeelybN2901FksFv300++KiIjMd86c78ukSR+qWbPc48jNoUMHddddxmSVZ58d4ZTAkpdTp07ql19+VNeuPfJNikHeSE4BAAAoWfgP0wAAACUPe0AAAICShf0fAMAVRZWcUqRHj0RFRRnKF56i4o6c/XKOW1y+//57p8SU0qVLa/r06ZdsYsqlzp6RIuvpI175n2yeS9hxi83qtedsz7i0N5vZ2dmaONF44W1ISIgmT/7EpcQUSYqMLKshQ4bmmZiSmZmpTz/92FAXFVVO7703Oc/EFEkKDg7R6NHj1Ly5cdx58+Zo166dLsV2oTJlIvT++x/lmZgiSZUqVXZKAlizZpU2bFgns9msCRPezvMCculsIt+IEaMMF0AnJSU6nVrgqi5duunJJ5/NM+lCknr3vsPpouQvv5yu7Oxs1agRrXff/SDPxBRJiolpqH797jPUzZ//t+EEgdycPUHifGJKYGCQ3nnnA5c+N92799KTTxoTombM+MKQrOKqO++8R48+OjTf16hGjWgNHfq0oW7fvr2F+hy5K+cpMXfdda/LiSmSVKtW7SsuMUWS06lIZ0+PKb7EFEn65JMPDYkpFotFr7/+Tp6JKdLZRId77+2vAQMeNNQfPnxIv/32q9sxuLKu+Ps7ryvJycmOZJOBAx/Svff2zzMxRZIefXSoKlc27ptynrrkqurVz64reSWmSFKDBjFOpwzNmfOnDh8+pICAAE2cOCXPxBRJCg8P17PPjjDU7d9f8Hd2797d+uGHbw11Tz/9vAYOfCjfxBTp7Fr41luT5O/v76hbsmSR42Qad8TENNJbb03KMzFFOpuUNGrUq/LzOz+f1WrV/Plz3Z7PXbmdXuVqYookRUREatCgh0lMAQAAAAAAAAAAAAAAAAAvy/vqWQ+Ijo7WihUrHOWjR48Wapyc/WrWrHlRcRXGb7/9ppdfftlQFxISomnTpqlWrVrFHs/lLvvYLmUs/UK204e8HUqxs6clKvWHkV6a3SRzmcoKaHOfLOVreymGvM2Z84fTReJPPfW8oqM99x2bP/9vJSQYT8wZOvSZAu8ML509TWH48JG6997bDSd7/PDDt3rhhZfz6ens8ceHKTy8TIHtOna8Se+996ZSUoyJRd269XTpzvRVqlRV06bNtXr1Kkfd1q1bdP31N7gVb1hYKacEjrx069ZTa9c6n+gxfPiL8vcPcKn/Z599onMHeyUmntHhw4dUtWq1XNtbrVZ9993XhroHH3xE9epd5VK8ktSzZ2/9+edv2rJlk6SzJ/AsWjRfnTp1dnmMSpUqa/Dgx1xq26HDjfrgg/d08uQJR93WrZtVu3Ydl+crjNOnTxvKBZ1UUVIkJiYayiEhIcU6/9GjR7R8+b+Gul69+qpp0+Yu9b///kH6558FhsSFH3/8Tn363JFvkkhOXbv2cGldqVSpspo3b6lVq1YY6qtXj9Z99w0ssL+Pj49uuaWrpk6d4qjbunWLy3FeaPjwkS6vK59++rFyHhh4//0PqHr1GgX2b9ashSpXrqrDh8+fnlLQd3bGjC8N811//Q1uJV3Url1Xffvepa+++sxR9+OP3zklyuTHYrHoxRfH5Jswd06FChV1/fVtDQkpW7dudnmuwnJel1xPmAMAAAAAAAAAAAAAAAAAXDqK9OSUnEkksbGxSk1NdXucffv2Gco1ahR8EaEnzZs3T8OHDzfcuT8wMFAfffSRYmJiijWWK0H24c1K+21CiUxM8T67bKcPKfW3Cco+XPQXnLrrjz9mG8o1a9bWTTfd7NE5Fiww3gW+WrXqLp/KIkkVK1b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0z4+Wts3R0toeM2cvKMmYk+U9AGDiOf8huZz/kFzOf6aqVKFcH/3wIZ555pn46le/Gnv27PnA72ltbY3Pfe5z8elPfzpSqdQtz9Ha2jrm8bZt2+JP//RPb2mMnp6e+O///b/H//yf/zPefPPND/3empqaeOCBB+Izn/lMPPzww0XVXC69vQMxOlqeF1SYfA7seDruXHevZgQJ5PyHZJvM14B8LhfdBzuic8f2uHTh7dser6auMda0Pxqr7nk4qmvrS1AhAAAAAADTVW50JN5+60B0d3XEqSOvRW50uCzz1M+cfW2HlFnzFpf0vpHJ/B4AUF7Of0gu5z8kl/OfiZDNZqK5ufT3XVUknPKeM2fOxL59++LkyZMxMDAQtbW1sXDhwtiwYUMsXbq0UmXdVE9PT7z66qtx9uzZ6Ovri+Hh4WhsbIyZM2fG8uXLY+3atVFVVVXpMm9KOIXxaGqqi3Q6Ffl8IS5dGqx0OQDABJnINUChUIi333wjDux8Os6fPHrb42WramLl3Q9G6+bHoq6xqQQVAkAyeA0AAJJH/wcgafL5XJzpPhjdXR1x8vD+GBkqT/+rbZgZS9dsipbW9piz8M5J9UGmEdYAAJBE+j8A4zEtwylMDOEUxmP27IbIZNKRy+Wjp6e/0uUAABOkUmuAcyePROfO7XHq6Ou3PVY6k4k7126Ltq1PxIzm+SWoDgCmN68BAEDy6P8AJEGhkI9zJ49Gd1dHnDi4J4YGy9PzqmvqY8majdHS2h7zlqyKdDpdlnlKwRoAAJJH/wdgPMoVTsmWfEQAAICPMG/xypi3eGVcPHcqOndtj+7OjigU8kWNlc/l4uhr34ujr30/lqy+J9ZufTJm39FS4ooBAAAAAJhsCoVC9Jzpju6ujjje1RGDVy6VZZ5sVU0sXrUhWlo3x4JlrZHJuN0GAAAArue3ZQAAoGJmzVsU933i/4wND/xYdO5+Lt587XuRGx0pcrRCnDi0N04c2hsLWlqjbeuTsaBlTaRSqZLWDAAAAABAZV08fyqOd3VEd2dHXLl0vixzpDPZWLRiXbS0tsfC5esiW1VdlnkAAABguhBOAQAAKq6haU5sfvynYt19H49De16MQ3tfjJGhwaLHO9PdFWe6u6J5wdJYu/XJWLzqnkin0yWsGAAAAACAiXTl4rnofjeQcunC22WZI5VOxx3L2qKltT0Wr9wQVTV1ZZkHAAAApiPhFAAAYNKorZ8RGx78sWjb+kQcffWV6Nr1XAz2Xyp6vN4zx+OVv/laNM6aF21bn4g7126NTLaqhBUDAAAAAFAuA5d74/jBPdHd2RE9Z7rLNEsq5i9dFS2t7bFk9T1RU9dYpnkAAABgehNOAQAAJp2q6tpo3fx4rLrn4TjWuSs6dz4Tl3vPFj3elYvnYtfT/y1ee+Wb0br5sVi54QGfeAcAAAAAMAldHbgcJw7tje7Ojjh38mhEFMoyz5yFd0ZLa3ssXbMp6hqbyjIHAAAAJIlwCgAAMGllslWxYv39cedd98apI6/GgR1P39an413t74t9L/6veOMH34nVGx+O1Zsejdr6GSWsGAAAAACAWzU8NBgnD++P7s7dcab7YBQK+bLMM2ve4ncCKa3t0dg0pyxzAAAAQFIJpwAAAJNeOp2OJavvicWr7o6zxw9F587tcfpYZ9HjjQwNxhs/+E507Xoulq+/L1q3PO6NSAAAAACACTQ6Mhynjr4W3Z0d8fZbr0c+lyvLPI2z5sWyts2xtHVTNM1ZWJY5AAAAAOEUAABgCkmlUrGgZU0saFkTPWeOR+fO7XH84N6IKBQ1Xi43Eof3vRRH9r8cS1s3xdqtT8aseYtLWjMAAAAAAO/IjY7E6WOd0d3ZEaeOvhqjI8Nlmad+RvO1HVKa5y+JVCpVlnkAAACAH0oVCoXi7uJiyujtHYjR0fJ8wgjTR21tVaRSEYVCxNWrI5UuBwCYINNhDXC592x07no23nrjByX5ZL2Fy++KtVufirmLV3jDEoBpaTr0fwDg1uj/AFRSPp+Ls8cPRXdnR5w4vC9GhgbLMk9N/YxYumZTtLS2x9xFd0YqlS7LPFOJNQAAJI/+D8B4ZLOZaG6uL/m4wikJIJwCAEASDF65FAc7no/D+78bo8NDtz3enEXLY+3WJ2PRinXexAQAAAAAuAWFQj7On3orujt3x/FDe2No4HJZ5qmqqYslq++JltbNMX/pqkinM2WZBwAAAKYT4RSKJpwCAECSDF8diMP7vxsHO14oyRueM+csjLVbn4iW1s2RznhjEwAAAADgZgqFQvSePfFOIOXgnhi43FuWebJV1bFo5YZoaW2PO5a1RSZbVZZ5AAAAYLoSTqFowikAACTR6MhwvPXGD6Jz17PRf+nCbY9XP6M5Wjc/His23BfZqpoSVAgAAAAAMPX1XTgdxzp3R3dXR1y5eK4sc6QzmVh457poaWuPRSvWeY0WAAAAboNwCkUTTmE80unUta/zeZcFAEiKJKwB8vlcHD+4Nzp3bo+L507e9njVtQ2xZtMjsWrjI1FT11CCCgFgYiWh/wMAY+n/AJTalUsXortrd3R3dsSl86fKMkcqlY4FLWuipW1zLF51d1TX1JVlnunMGgAAkkf/B2A8hFMomnAK4zF7dkNkMunI5fLR09Nf6XIAgAmSpDVAoVCI028diAM7t8e5E4dve7xsVXWs2PBAtG5+LOpnNJegQgCYGEnq/wDAO/R/AEph8Mql6D7YEd2dHdFz+liZZknFvMUroqVtcyxZfU/U1s8o0zzJYA0AAMmj/wMwHuUKp2RLPiIAAMAklEqlYuHyu2Lh8rvi/Kk3o3Pn9jh55NWixxsdGY6DHc/H4b0vxbK1W6Jt65Mxc/aCElYMAAAAAFBZQ4P9ceLQ3uju3B1nTxyJiPJ8/unsO5ZFS2t7LF2z0YcBAQAAwBQlnAIAACTO3EXL46FP/d9x6cLb0bnzmTjWuSsK+XxRY+XzuXjz9R/Em6/viMWrNsTarU/GnIV3lrZgAAAAAIAJMjI0GCePvBrdnR1xuruz6NdOP0rTnIXR0rY5Wlo3ReOseWWZAwAAAJg4wikAAEBiNc1ZGPf+6Gdj/QOfjIMdz8eR/a9EbnS4yNEKcfLw/jh5eH/MX7o61m59MhYsa4tUKlXSmgEAAAAASm10ZDjefvP16O7siFNvvh753GhZ5mlsmhstbZtjaeummDV3UVnmAAAAACpDOAUAAEi8hpmzY9PHfjLuuvfjcWjvi3FozwsxfHWg6PHOHj8UZ48filnzl8TarU/GktUbI51Ol7BiAAAAAIDbk8uNxpljXdHduTtOHnk1RkeGyjJPXWNTtLRujpbW9mhesNQH+gAAAMA0JZwCAADwrpq6hlh//yeibcvjcfTV70Xnrmdj8MrFose7ePZEfO8b/99obJobrVufiOV3bYtMtqp0BQMAAAAA3IJ8Ph/nThyO7s7dceLQvhgeKv5Dej5MTV1DLFmzKZa1bo65i5dHKuXDewAAAGC6E04BAAC4TraqJta0fyxW3vNQdHfujs6d26Ov50zR4125dD52b/+LeP2Vb14bt7qmroQVAwAAAADcXKFQiAtvvxXdnbvj+KG9cbW/ryzzVFXXxuLV98Sy1vaY37Im0ulMWeYBAAAAJifhFAAAgA+QyWRj+bp74867tsapI6/FGzuejp7Tx4oe7+rA5dj/3f8dB3Y8HavueShWt38s6hpmlrBiAAAAAIB3AikXz52M7q6O6O7qiIG+nrLMk8lWxaKVG2JZa3vccedaO0cDAABAggmnAAAAfIRUKh2LV90di1ZuiHMnDseBndvj9FsHih5vZPhqHNi5Pbo6no/l6+6Nti2PR+OseSWsGAAAAABIor6eM9cCKZdvYzfoD5NOZ+KO5WtjWevmWLhifVRV15RlHgAAAGBqEU4BAAAYp1QqFfOXro75S1dH79kT0bnzmTh+sCMKhUJR4+Vzo3Fk/8tx9NVXYsmaTbF26xPRPH9piasGAAAAAKaz/r6edwIpnbvj4rmTZZkjlUrF/JY10dK6OZasujuqa+vLMg8AAAAwdaUKxd5FxZTR2zsQo6O5SpfBJJfJpCIiFRGFyOVcFgAgKawBbt+Vi+ejc/ez8eZr3498bvS2x7tjWVus3fZUzFuyKlKpVAkqBICx9H8ASB79H2D6Gezvi+MH90R35+648PZbZZtn7uIV0dLaHktXb4zahpllm4fysAYAgOTR/wEYj2w2E83Npf/gCeGUBBBOAQCA8rva3xcH97wQh/e+FCPDV297vNl3LIu1256KxSvXRyqVLkGFAAAAAMBUNjTYHycO74vuzo44d+JQ0Ts6f5TmBUujpbU9Wlrbo35Gc1nmAAAAACpHOIWiCacAAMDEGR4ajCP7X46DHc/H1f6+2x5vxuwFsXbrk9HStjkymWwJKgQAAAAApoqR4atx8sircbyrI06/1Rn5fHne+585e0G0tG2Oltb2mNE8vyxzAAAAAJODcApFE04BAICJlxsdibfe2BGdu56NKxfP3fZ4dY2zonXLY7Fi/QNRVV1TggoBAAAAgMlodGQ4Tr91ILq7dsepo69HbnSkLPM0NM15d4eUzdE0d2GkUqmyzAMAAABMLsIpFE04hfGoqclGKpWKQqEQQ0OjlS4HAJgg1gDll8/n4+ThffHGjqfj4tkTtz1edU19rN70SKze9EjU1DWWoEIAkkb/B4Dk0f8BJr98Lhdnuruiu6sjThzeF6PDQ2WZp7Zh5ruBlPaYfccygZRpzhoAAJJH/wdgPIRTKJpwCuMxe3ZDZDLpyOXy0dPTX+lyAIAJYg0wcQqFQpzp7ooDO7bH2eMHb3u8TLY6Vmy4P1o3PxYNM2eXoEIAkkL/B4Dk0f8BJqd8Ph/nTx6J7q6OOH5wbwxfLc81urq2IZau2Rgtre0xd/HKSKfTZZmHyccaAACSR/8HYDzKFU7JlnxEAAAAbpBKpeKOZW1xx7K2uPD2sejcuT1OHN4fEcV9XkBudDgO7XkhDu97KZa1bYm2LU9E09yFpS0aAAAAACipQqEQPaePvRNI6doTg/2XyjJPtromlqy6J1pa22NBS2ukM5myzAMAAADwHuEUAACACTZn4bJ48Cd+Ifp6zkTnzmfi2IGdkc8Xt9thIZ+Pt97YEW+9sSMWrVwfa7c+FXMXLS9xxQAAAABAsQqFQlw6fyq6uzqiu6sj+i9dKMs8mUxVLFq5LlpaN8fC5XdFJltVlnkAAAAAbkY4BQAAoEJmzl4Q2z7+mVj/wCfiYMcLcWT/d2N0ZLjo8U4deS1OHXkt5i1eGW1bn4yFy++KVCpVwooBAAAAgPG63Hv2nUBK5+7o6zlTljnS6UzccWdbLG1tj8UrN0RVdW1Z5gEAAAD4KMIpAAAAFVY/ozk2PvrpWLvtqTi877txaM/zMTTYX/R4504eiXMnj0TT3EWxduuTsbR1U6TTmRJWDAAAAADczMDl3muBlN6zJ8oyRyqVivlLV8fS1vZYsuqeqKlrKMs8AAAAALdCOAUAAGCSqKlriHX3fTxaNz8Wb772/ejc/WwM9PUUPd6l86fi+9/6k3j1lW9E6+bHY/m6eyNbVV3CigEAAACAq/19cfzQ3uju6ojzJ4+WbZ45i5ZHS2t7LF2zKeoaZpZtHgAAAIBiCKcAAABMMtmq6li96ZFYefeD0d3VEQd2bo++C28XPV7/pQvR8ez/L17/3rdiTfvHYtU9D0V1bX0JKwYAAACAZBm+OhAnDu+L7q6OONt9MAqFQlnmmTV/SbS0tkfLmk3R0DSnLHMAAAAAlIJwCgAAwCSVzmTizru2xrK1m+PtN9+IAzu2x/lTxX/y4tDglXj15b+JAzufjlV3PxRr2j8WdY1NJawYAAAAAKavkeGhOHX0teju2h2n3zwQ+XyuLPPMaJ4fLW2bo6W1PWbOXlCWOQAAAABKTTgFAABgkkul0rFoxfpYtGJ9nDt5JDp3bo9TR18verzR4aHo3PVMHNzzfNx5173RtuXxmNE8v4QVAwAAAMD0kBsdibffOhDdXR1x6shrkRsdLss89TNnv7NDSmt7zJq3OFKpVFnmAQAAACgX4RQgIiLy+UJE5N/9EwBICmuAqWfe4pUxb/HKuHjuVHTu2h7dnR1RKOSLGiufy8XRV1+Jo69+L5auuSfatj4Zsxe0lLhiACYb/R8Akkf/B7g1+XwuznQfjO6ujjh5eH+MDA2WZZ7ahpmxdM2maGltjzkL7xRIoeSsAQAgefR/ACopVSgUdKBprrd3IEZHy7OdMAAAUFn9ly5E5+7n4s1Xvxe53Mhtj7egpTXWbnsy5i9d481wAAAAABKjUMjHuZNHo7urI04c3BNDg/1lmae6pj6WrNkYLa3tMW/Jqkin02WZBwAAAOCDZLOZaG6uL/m4wikJIJwCAADT39WBy3Foz4txaO+LJfkkx+YFLbF265OxeNXd3iAHAAAAYFoqFArRc6Y7urs64nhXRwxeuVSWebJVNbF41YZoad0cC5a1RiaTLcs8AAAAAOMhnELRhFMAACA5RoavxpH9r8TB3c/FYP/tv5k+o3l+tG15Ipat3RKZbFUJKgQAAACAyrp4/lQc7+qI7s6OuHLpfFnmSGeysWjFumhpbY+Fy9dFtqq6LPMAAAAA3CrhFIomnAIAAMmTGx2JY527onPnM3G59+xtj1fX0BRrNj8WK+9+IKqqa0tQIQAAAABMnCsXz0X3u4GUSxfeLsscqXQ67ljWFi2t7bF45YaoqqkryzwAAAAAt0M4haIJpzAejY01kU6nIp8vxJUrQ5UuBwCYINYA018+n49TR16NN3Y8Hb1num97vKqauli98eFYvenRqK2fUYIKAZho+j8AJI/+DyTVwOXeOH5wT3R3dkRPCV4bu7lUzF+6Klpa22PJ6nuipq6xTPPArbMGAIDk0f8BGA/hFIomnMJ4zJ7dEJlMOnK5fPT09Fe6HABgglgDJEehUIizxw/FgZ1Px5ljXbc9XiZTFcvX3xdtWx6PhqY5JagQgImi/wNA8uj/QJJcHbgcJw7tje7Ojjh38mhElOeWiDkL74yW1vZYumZT1DU2lWUOuF3WAACQPPo/AONRrnBKtuQjAgAAMOmkUqlY0LImFrSsiZ4z3dG5c3scP7gvin1zPpcbicP7Xooj+1+Oltb2aNv6ZMyat6i0RQMAAADAOAwPDcbJw/uju3N3nOk+GIVCvizzNM1dFMvaNsfS1vZo9IEtAAAAAGMIpwAAACTM7AUt8cDf+fm43Hs2Onc9G2+98YPI54rbbbFQyMexzl1xrHNXLFy+LtZuezLmLV5Z4ooBAAAAYKzRkeE4dfS16O7siLffer3o17c+SuOsee8GUjZF05yFZZkDAAAAYDoQTgEAAEioGc3zY+tTPxPr7/9EHOx4Pg7v/26MDg8VPd7bb74eb7/5esxdtCLWbnsyFi6/K1KpdAkrBgAAACDJcqMjcfpYZ3R3dsSpo6/G6MhwWeapn9EcLa3tsbS1PZrnL4lUKlWWeQAAAACmE+EUAACAhKtrbIp7HvlUrN32VBze/9042PFCDA1cLnq886eOxkt//ZWYOWdhrN36RLS0bo50JlPCigEAAABIinw+F2ePH47uzt1x4vC+GBkaLMs8NfUzYumaTdHS2h5zF93pQ1cAAAAAbpFwCgAAABERUV1bH3dt+5FYs+lj8dYbP4jOXc9G/6ULRY/Xd+Ht+MHf/lm8+vI3onXL47Fi/f2RraouXcEAAAAATEuFQj7On3orujt3x/FDe2/rg1Q+TFVNXSxZdU+0tG2O+UtXRTrtA1YAAAAAiiWcAgAAwBjZqupYdc/DsWLDA3H84N44sOPpuHT+VNHjDVzujT3P/Y944/t/G6s3PRqr7nk4auoaSlgxAAAAAFNdoVCI3rMn3gmkHNwTA5d7yzJPJlsdi1duiJa29rhjWVtkslVlmQcAAAAgaYRTAAAAuKl0OhPL2jZHS2t7nH7rQBzY8XScO3mk6PGGBvvjtVe+GZ07t8eKux+M1vaPRf2M5hJWDAAAAMBU03fhdBzr3B3dXR1x5eK5ssyRzmRi4Z3roqWtPRatWBfZqpqyzAMAAACQZMIpAAAAfKhUKhULl98VC5ffFedPHY0DO7fHqSOvFT3e6MhwHNz9XBze82IsW7s12rY+ETNnLyhhxQAAAABMZlcuXYjurt3R3dlxWzv2fphUKh0LWtZES9vmWLzq7qiuqSvLPAAAAAC8I1UoFAqVLoLy6u0diNHRXKXLYJJraKiJVCqiUIjo7x+qdDkAwASxBqBYly68HZ07n4ljnbuikM/f5mipWLxqQ6zd+lTMWbisJPUB8MH0fwBIHv0fmAwGr1yK4wf3xLHO3dFz+liZZknFvMUroqWtPZas3hi19TPKNA9MDdYAAJA8+j8A45HNZqK5ub7k4wqnJIBwCgAAUC79fT3Rtfu5OPrq9yI3Onzb481fujrWbn0yFixri1QqVYIKAaavAzuejjvX3Rt1DTMrXQowwZz/kFzOf0i2qXgNGBrsjxOH9kZ35+44e+JIRJTn9oTZC1qipa09lq7ZFPUzmssyBwAAAMB0IZxC0YRTAACAchsavBKH9rwYh/a+GMNXB257vFnzl8TarU/GktUbI51Ol6BCgOnn61/5YgxfHYiV9zwUbVuemFI3qAG3x/kPyeX8h2SbKteAkaHBOHnk1eju7IjT3Z0l2HX35prmLIyWts3R0ropGmfNK8scAAAAANORcApFE04BAAAmysjwUBx97ZXo2vVcDF65eNvjNc6aF21bHo8779oWmWzV7RcIMI18/StfjMErlyIiIpOtmvQ3qAGl4/yH5HL+Q7JN5mvA6MhwvP3m69Hd2RGn3nw98rnRsszT2DT3nR1SWttj1txFZZkDAAAAYLoTTqFowikAAMBEy+VGo7tzd3Tu3B59PWdue7zahpmxZtOjsfKeh6K6pq4EFQJMfe+/Me09k+0GNaA8nP+QXM5/SLbJdg3I5UbjzLGu6O7cHSePvBqjI0NlmaeusSmWtrbHstbN0bxgaaRSqbLMAwAAAJAUwikUTTiF8Whuro90Oh35fD56ewcqXQ4AMEGsASi3QiEfp468Fm/seDp6Th+77fGqqmtj1T0Pxer2j7npCki8m92Y9p4Pu0FN/4epr9jzH5j69H9ItsmwBsjn83HuxOHo7twdJw7ti+Gh8lxTauoaYsmaTbGsdXPMXbw8Uql0WeaB6c4aAACSR/8HYDzKFU7JlnxEYEpKpVKRTqeiUPBJQwCQJNYAlFsqlY7Fq+6ORSs3xLkTh+PAzu1x+q0DRY83Mnw1DuzcHl0dz8fydfdG25bHo3HWvBJWDDA95EZH4uDu5+LIvu/ecIOa/g/T24ed/8D0pv9DspVzDVAoFOLC229Fd+fuOH5ob1zt7yvJuNerqq6NxavviWWt7TG/ZU2k05myzANJYg0AAMmj/wNQScIpAAAAlF0qlYr5S1fH/KWro/fsiejcuT2OH9wTxW7mmc+NxpH9L8fRV1+JpWs2RdvWJ6N5/pISVw0w9d3sBrWY3VDpsoAJIKQCyaX/Q7KVag1QKBTi4rmT0d3VEd1dHTHQ11OGat/Z8WXRyg3R0toeC+9cG5lsVVnmAQAAAKD8hFMAAACYUM3zl8T9P/aPYsODPxadu56NN1//QeRzo0WNVSgUrt0kcceda2Pt1idj3pJVkUr5JCCA93v/DWrr730s2h/9ZNTWz6h0WcAEEFKB5NL/IdmKXQP09Zy59lrL5Z4zZaktnc7EHcvXRkvr5li0Yn1UVdeUZR4AAAAAJpZwCgAAABXROGtebHny78e6+z8Rh/a8EIf3vhQjw1eLHu/0Wwfi9FsHYs7CO2Pt1idj0cr1kUqlS1gxwNSXGx2JfS9/J17f8Xys2/axWLb+ETepQ0IIqUBy6f+QbONZA/T39bwTSOncHRfPnSxLHalUKua3rImW1vZYsuqeqK6tL8s8AAAAAFROqlAoFCpdBOXV2zsQo6O5SpfBJDd7dkNkMun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bfxt33HHbWs+rrFwY11//63jllRfjJz/5ZXTq9OlAOnbs0/GjH10RS5cuXWP9urq6GDPm3njppRfi+uv/mLa7TEs/S5+YN29ufO9731zj4u9PvPXWhPja174U3/3uJXH00cc1fRbr6+vjV7/6adx333/WWn/+/Hlx7bVXx7hxr8Rll12Vtsi3JfHOmTMnfvzjq+Pll19Y57kNDfXx2muvxmuvvRqjR+8TV1zxwygubj5xaNnvKRFz5lTEJZd8J6ZMmbzWMxcsmB/XXffLePLJx+NXv7ouioraes0WRLWadh588H/x85//pNkOZ2vz4YcfxIcffhBPPfVEjBnzcIuusz4xtrBmm+uuXO+jj2Y1+1zvscde0b9//7SJe2uuuT5j1T//eUf86U83rDGpamXTpk2N66//dfz733fG9/8fe/cdHVW19nH8l0mvJCEkNCH00LsFqdIREAQsKDZs2DsqFqygIgp6baiIFKUpior0XkUIvUOA0Et6z2TeP3iJnEzKzDDJBPL9rHXXde/Z5Zm294meZ/ZrI9WsWQurNva8RkuWLNL774/MN9ntoszMC0mD69ev1fjxX6hKlWt0ca86ciRGr7zygg4fjimwv8Vi0b//btQDD9yt99//UDfc0M7heDMzMzV69DtasGBeoe1Onjyhd98dqc2b/81Nwrnot99+0bhxY5SZmVlA7wsJ11On/qh169Zo/PivVK5csF0xZ2Zmavz4T/Trr7NkNpsLbyzpwIH9+vDD9zV9+jSNHj1G11wTadXG1nXpwl73rubPL/w1SktL06xZ07Vs2WKNG/eFatSo5eCcNkSVzzh79uzWyy+/oBMnbD858Ny5s1qyZKGWLFmon36alc/r5Jw1ws6eLrueLennavt1RP7HRbu5Ff13Sn5/8zn+x3LBf99cKr+/jWyJVVK+/5KlsL+rjHPk7Wtbv/zHsi3e/K5/HY/3ct4bx/u6udkWb97kKsme52pdZ3u8xs+/rfFKzo3XZDLZ+OMIzntfbX2u9v77iLxz5MUaUTTWCGusEawRRWONyIs1gjUin95WNawRRqwRrBHWc1jXsUbYMBJrhBXWCNaIfHqLNaJwrBGsEbZgjciLNYI1Iu8crBGOYI3IZ0bWCNsCtB6NNSIP1gjWiHx6W9WwRhixRrBGFJdiTU7x9fU1/Pp0RkZGIa0Lll8/Pz/bsqSKyzvvvKP5840350ZFRemTTz5xeeJMXvl90C6V3wKTk2MpsN+F76jlkn/O73HHuKqvK9gWr3WjK/H1taXvpW1ycnL05Zef6aefCk/cKEx+vwx+qaSkJL300jOKjt5s99hbtkTroYfu05gx41WzpvHmXVtfp88//0TTp08ruuH/W7durUaNekdvvPGOJGnFimV6/fXhNt3kLF04YeW5557QpEk/555GZbHYHm9CQryefPJRxcYesam92WzWhx++r/Dwirr22utlsVj01luvaenSRbZNKGn+/HmqUCFCjz76RG5dUfHu3btHL7zwtM6cOW3zPBetWrVCjz32kD7++DOFhpY3PGbL63TmzCk9/vhDBZ4mkJ+tW6M1fPjz+vTTL632DmetaXnHWbDgb7399ptFJmRd7jzO7pt/G8v/J/Fd3pzr1lknMrVr18Hpc+ad1/oxiz79dIxmzPjJ7nFPnDiuZ599Qq+//rY6depi85yXWrFimUaOfLXQE6oudfz4MT333NOaOHGKvL19FBt7VE888YhNJ/FIF5LnRowYrm++maTatevYHa8kvf32a1q2bInN7f/8c64qVAjXgw8OkyTNnj1dn3zykc39DxzYr5dffk5ffPGd4TtbWMwJCQl6+eXnHNpvDh+O0cMPP6CPPvpUjRo1MTxmy+uUnZ2lESNe1Lp1a2ye8+zZs3riiUc0ZcpMqySc4lqXYmIO6YknHlFSUpLTxvz/WqesEXb2LLY1orj6Xk4/29bv/BtZLEX/nZJf36L6FDKaTX3zm9OWWKWC/67K71+2FT2vbfHmP9blxevo6+T4e+N4X4vFtngv77la19ker7Gzq+K98LeRLWuT897XknmurBGOuBiv8VqmoNis61gj8s5hXccaYcNIrBFWStsaUZTS896U9s+hdR1rhA0jsUZYcdYa4e3tIZPJlO8JorZgjbDGGsEaUbQrZ434/xquI2zAGpHPjKwRtgVoPVqJrBHe3h5yc3OTxWJRRkY2a4SNSvfn0LqONcKGkVgjrHAdwRqRT+88Y7FG5FV6PoeFz3nxvwGwRrBGWM9hXccaYcNIV9kaUdicrBH5zXF1rxHFkbTiZnH23amX6NChg06ePJlbHjx4sN588027x5kwYYLGjBljqNu1a5fh1/RL0rhx4/TFF18Y6qpVq6Zp06apQgXrkxQccfz4cR0/bvsvR18qICBAUVFRueW4uFRlZ9t2A7stTp+OVU6OWSaTu8LDqxbdoZRKnvqsLClxJT6vm3+IAu76pMTnLYq7u0lubrYv1sXpf/8bl29iSqNGTXTTTV3VrFlzlS8fJl9fXyUmJunEiWPatWun1q5dpS1bNisnJ0fvvz9G7dt3LHCOF154yupmXR8fH/Xt218dOnRWlSpV5eXlqdOnT2vt2tX69deZOn36lKF9eHiEJk36WYGBgYU+nyeeeFjR0Ztyy23btteqVSskSV5e3urbt7/at++oatWqy8fHV2fOnNaaNSs1ZcokJSUlGsb65JPPFR5eUQ8+eI/S0i6cetG+fSd169ZD9erVV7ly5ZSYmKTo6H81efJEq9MLhgy5X4888nih8Z44cVyDBvU11N14YzutXr1SklS1ajUNGHCbWrZsrbCwCjKbs3Xo0EHNnTtHCxf+behXqVIVTZs2S1OnTtK3334l6cIa1b//IN14YztVqlRZXl7eOnnyhJYuXaTp06caEhLd3d31ww8/qUaNmoXGLF24Uf6BB+5WcrLx5uaGDRurR4+b1ahRY4WFVZCXl5fi4uK0bdsWzZ07R1u3Rhvat2x5rT755PNC95hNmzbqqacezS1XqBCuChXCtXPn9v9/ja5Rv34D1LLltapQIVwmk0knThzXihVLNWPGNKsTMV5++TX17t3Pap7ExERNnTpJkpSSkqw5c2YbHr/rrnsLfU1atbpWrVtfZxjvjjv6KzExIbfOw8NDXbp0V7t2HVSjRk0FB4fI09NLqakpSkiI16FDB7V79y6tXbtaMTEHFRpaXr//bn1yypXsgw/e1dy5cwx1EyZMUv36DUs0jilTftBXX31uVd+pUxd1795LtWrVVmBgkOLizmvLls367bdftGvXDkNbd3d3ffHFd2rYsFGhc3333deaOHFCbrl585bas2e3UlMvHAfYoUMndevWU/Xq1VdQUJASExO1efO/mjLlh3zXlfvue1APPXSPDh48IEmqWzdKt9xyq5o1a6HQ0PLKzMzQvn17NXPmz1q/3rj2Nm7cRF9++X2Rr8/AgX0MyV+XrksBAYG69dZBatOmnSpXrixPTy+dOHFMS5cu1owZ06zWlUmTflZc3Hk988xjMpvNcnd3V7duPXXTTV1Us2ZtBQYGKi4uThs2rNOPP35vlfD20ksj1Ldv/yJjzsrK0mOPDdWuXTsN9RUrVlLv3reoefNWqly5svz9/ZWUlKR9+/ZqyZKFWrRoviFJqHz58vrhh58UEhJa6Hxt27YylDt06KTly5f+/2sUoH79BuqGG25UlSpV5evrq3Pnzunff//R1KmTrBLrunfvqddffyffeaZM+SE3kWTOnFlKSfnvGMkuXborIqJigTFWrlxFt9xyq6HuyScf0ebN/xrqWra8Vl27dle9elGqUCFC3t7eSk9PV3Jyko4cOaz9+/dq/fq12rFjm8xms6ZOnaXq1SMLfX1QOlwtf0sAwJUuNNRf7u4mmc05VkdCAwCAqxP7PwAAZRPXAAAAlD3s/wAAW3h4uCskxPmHhRRrckrPnj118ODB3HLfvn310Ue2/zr1RZ988om++uqr3LKPj4+2bNnilBjt9cMPP2jUqFGGuvDwcE2bNk3XXHONS2IqCskp+SM5xai0JKcsX75UI0a8aKgLCAjQK6+8qQ4dOhXZ/+zZM5o+fZquu+4GtWp1bb5tfvllpsaO/cBQV6NGTY0ePVZVquT/mU5JSdaoUW9b/UJ/ly7dNXLke4XGlDc55aLIyBr68MNPVblylXz7HTsWq2HDhhpOIWjZ8lplZ2dpy5bN8vPz17vvfqBrr70+3/7p6el69tnHtW3bf+tlYGCQfvvtb3l5eRUYb37JKRcNHHi7nnjiWXl45H/wVn6nEAwZcr9++mmysrOz1aRJM7333kcKCQnJt//27dv09NOPGm4k799/kJ5/fniB8UpSdna2hg17wHADeFBQOQ0f/lqRn5vff/9VY8d+oOzs7Ny6p556XrfddmeBffImp1xq8OAhevjhxwt8jQ4dOqinnnpUcXHnc+tq1KipyZNnFBpnfu/LqlUbC+2T1++//6oPP/zv8+rv769x475UVFQDm/rv379PCxf+rWHDnrRr3tJu2LChhu+Jh4eHFi5cKU9PzxKLYd++PXr44fsMJ875+fnrvfc+UOvW+X/Hc3JyNHXqj/r6a2NCS9Wq12jixGny9fUtcL68ySmXzlnYupKRka7nnntSW7Zszq0LCAhQr159NGPGT3Jzc9PDDz+uu+++t8CT5MaP/9jqdBhbkoHyJqdc1KRJM73//hgFBwfn22/Hju16+ulHlZ6enlvXvXtP7dixXbGxR1W+fJg+/PBT1asXlW//uLg4PfbYUB09+t/JUZGRNTVlSuHfWUkaN+5jzZz533M1mUy6774Hde+9Q+Xu7l5gv+3bt2nEiBd07tx/63+7dh01atSYAvtI1skpF7Vqda3eeut9q5NQLkpPT/v//WJrbp27u7t++eVPlS8fVuiced+X8eO/UosW+ceRn6NHj+jOO43JKi+++KpVAktBzp07qzlzZqt371sKTYpB6XG1/C0BAFc6/sMUAABlD/s/AABlE9cAAACUPez/AABbFFdySrEePRIeHm4oX3qKij3y9ss7bkmZOXOmVWJKcHCwJk6cWGoTU0o7S0aKzOePueR/ynFewo5dcswue86WjNJ9sZmdna1x44w33gYEBOiLL761KTFFksLCKujxx58uMDElMzNT33//jaEuPDxCn376RYGJKZLk7x+gkSPfV8uWxnEXLZqvffv22hTbpUJDy+uzz74uMDFFkqpUqWqVBPDvvxu0ZctmmUwmjR79cYE3kEsXEvleffVNww3QSUmJVqcW2KpXrz565pkXC0y6kKQBA263uil58uSJys7OVo0aNfXJJ58XmJgiSY0aNdbgwfcY6hYvXmA4QSA/F06Q+C8xxdfXT2PHfm7T56Zv3/565hljQtS0aT8aklVsdccdd+uxx54u9DWqUaOmnn76eUPdoUMHHfoc2SvvKTF33jnE5sQUSapdu85Vl5giyepUpAunx5RcYookffvtV4bEFHd3d33wwdgCE1OkC4kOQ4bcp/vvf8hQHxt7VH/88ZvdMdiyrnh7W68rycnJuckmDzzwsIYMua/AxBRJeuyxp1W1qvG6Ke+pS7aKjLywrhSUmCJJDRs2sjplaP78eYqNPSofHx+NG/dlgYkpkhQSEqIXX3zVUBcTU/R39uDB/Zo162dD3fPPv6wHHni40MQU6cJaOGbMeHl7e+fWrVy5LPdkGns0atREY8aMLzAxRbqQqPbWW+/Ly+u/+cxmsxYvXmj3fPbK7/QqWxNTJKl8+TANHfoIiSkAAAAAAAAAAAAAAAAA4GIF3z3rBDVr1tS6detyy8ePH3donLz9atWqdVlxOeKPP/7QG2+8YagLCAjQd999p9q1a5d4PFe67JP7lLHqR+WcP+rqUEqcJS1RqbNGuGh2N5lCq8qn7T1yr1jHRTEUbP78v6xuEn/uuZdVs6bzvmOLFy9QfLzxxJynn36hyF+Gly6cpjB8+AgNGXKb4WSPWbN+1iuvvFFIT2tPPvmsQkJCi2zXuXM3ffrpR0pJMSYW9enTz6Zfpr/mmmpq3rylNm7ckFu3c+cOtWvX0a54g4LKWSVwFKRPn37atMn6RI/hw1+Tt7ePTf1/+OFbXTzYKzExQbGxR1WtWvV825vNZk2fPtVQ99BDwxQVVd+meCWpX78BmjfvD+3YsU3ShRN4li1brC5duts8RpUqVfXoo0/Y1Pamm7rq888/1dmzZ3Lrdu7crjp16to8nyPOnz9vKBd1UkVZkZiYaCgHBASU6PzHjx/T2rWrDXX9+w9S8+Ytbep/771DtXz5EkPiwuzZ0zVw4O2FJonk1bv3LTatK1WqVFXLlq21YcM6Q31kZE3dc88DRfb38PBQz569NWHCl7l1O3fusDnOSw0fPsLmdeX7779R3gMD7733QUVG1iiyf4sWrVS1ajXFxv53ekpR39lp0yYb5mvXrqNdSRd16tTToEF3asqUH3LrZs+ebpUoUxh3d3e99tpbhSbMXVS5cmW1b99BixYtyK3buXO7zXM5ynpdsj1hDgAAAAAAAAAAAAAAAABQehTrySl5k0hOnDih1NRUu8c5dOiQoVyjRtE3ETrTokWLNHz4cMMv9/v6+urrr79Wo0aNSjSWq0F27Hal/TG6TCamuJ5FOeePKvWP0cqOLf4bTu31119zDeVateqoW7ceTp1jyRLjr8BXrx5p86ksklS5chV17WqMaenSxUWe7HGp8uXLq1OnLja19fLyUlSUdQLBwIF32Dxfs2YtDOX9++0/oePmm/vKz8+247uaNm1uVVe/fgM1atTEpv7h4RFWJ8rs37+vwPYbN27Q8ePHcsuBgUHq33+gTXNdql+/AVbj2mPAgNttugFcunBCRcuWrQ11hT1HZ/H0NMZ3/vy5Yp/zSpCZmWEo+/uXbHLKsmXGNcRkMunuu+8tpIeRh4eH1ckgsbFHtWfPLrvisGddadKkmVXdrbcOKvJEkIuaNTMm3jiyLkVFNVDjxk1tahsWVsFqXfHy8rIrWaRZM+PaVth3NjU1RYsWzTfU3Xtv0Yk7eV3uutSmTTurU2oKk/fUHNYlAAAAAAAAAAAAAAAAAICtijU5pV69eoay2WzW1q1b7RrjyJEjOnPmjKEu77jFafXq1Xr22WeVnZ2dW+fp6anPP/9crVoV/eviMLJYLMr4Z7aUY3Z1KGVbjlkZ//xi9QvyrpSRkW71C+19+/Z36hwWi0Xbt28z1OVNNLFF9+69DOXU1BTDiQVFadGitc1JDNKF008uFRZWQTVq1LSjv/HEkbwnx9ji2muvs7lteHiEvL29DXWtWtneX7J+zoXFnPeUlhtvbCdPT0+75pOsb7bfujXarv7XX3+DXe3zntaQkBBvV39HVK8eaShPmfKD4uOLf94rjT2njTjDtm1bDOXmzVsqLKyCXWN06HCTfHyMJ4hs22b7NVdYWAXVrGn7yXR51xVJat3a9u95tWrG73h6errS09Nt7m/vfJL1ulKvXpSCgoIc7l/YurR16xbDtWNEREVFRdl/IkjFipUUHh6RWz52LFbnzp21uf91111569KiRQu0e/fOYp8XAAAAAAAAAAAAAAAAAOBcxZqc0qxZM6ub/jZssO8Xn/O2N5lMateu3WXHZouNGzfq8ccfV2ZmZm6dh4eHPvnkE7Vt27ZEYrjqZKYq58yhotuh2OWcOShl2n+SUXHZuXOHsrKyDHXNm7cooLVjjh49oqSkREOdrad5XKpBg4ZWpwPs2rXD5v41a9a2az5/f3+n9k9JSbGrv2NzGk+eqFWr+GLeunWzoVynTl275rqofPkwQ/nS01iK4uXlpWrVIu2aLyAg0FBOTk62q78j2re/yVA+fDhGQ4bcpkmTvrPr+V5tvLyMyVQl8V5caudO4/rhyLrk4+Oj2rWNn/2SXJe8vLytkjcK4+fnb1WXkmLf636560pxrqVbtjhnXZIunLZ1qWPHYm3um/czUZTAQOO6ZO974ojmzVspKKhcbjkzM0PDhg3Vxx9/oF27dpSqRFoAAAAAAAAAAAAAAAAAQMFs/+l+B3h6eqp9+/b6448/cut+++03Pfnkkzb/KvmcOXMM5WbNmlndpFcctm/frkceeURpaWm5dSaTSaNGjVLXrl2LfX6grDlz5rSh7OnpqchI208HsUV+vzZvz0kBF3l7+6hy5So6evRIoWMXxJ5f6pcuJD44s/+lCXe2uvTGYUfmtL+/MVkgMzOjwLZ5kyo+++wTffbZJ3bNl5/s7GylpqbkexN9XoGB9r0nkqxOlynsOTpLo0aNddNNXbVkycLcuri485ow4UtNmPClrrmmmpo1a6FGjZqoceOmqlbN+nSM4rBkySLt2bPL5vatWl1r96kZhQkKClJa2n/JeiVxQ/5FFotFcXHnDXWOrEsX+23f/t9pKSW5LuVNaihK3s+/ZP/adLnrSkmuS6tWrVDbts45cS8xMbHoRv/P3vfV29t4+o4j+4W9fHx89NBDw/Txx6Nz67KysvTrrzP1668zFRpaXk2bNlfjxk3VuHET1a0bZZUgCgAAAAAAAAAAAAAAAABwvWJNTpGknj17GpJTYmNjtWTJEnXu3LnIvrt379Y///xjqOvRo4fTY8xr//79evDBB61+OX3kyJHq27dvsc9/VfPyk6lCDU5PKQVMFWpKXn6uDiNXQkKCoRwYGCSTybmHOyUnJ1nVOZJUIFnf1Jz3RJbCeHp6OjSns/q7Yk4Pj+Lbbuy5UdteSUlJNiWnuOI9cdSrr76prKxMrVy53Oqxo0eP6OjRI5o7d44kKSysgq677gZ16dJdrVpda3Niqb3Wrl2lefP+KLrh//Py8nJqckp4eIROnTqZW46Pj1NWVlaJvK8pKSnKyckx1LEu2eZy15XiXZcSim7koPz2soJcKWtT//4DlZAQr++//8bq+3D+/DktXbpIS5cuknTh1J3mzVuoc+duat++k3x8fPIbEgAAAAAAAAAAAAAAAABQwpx753c+OnfurKioKEPde++9p5SUlEL7mc1mvfbaa4a6ChUq6LbbbrNp3nr16hn+N2TIEJv6HT16VPfff7/i4uIM9a+88opuv/12m8ZAwdzc3OTdeoBk4hevXcrkLu/WA6xuNLdYXBSPpNRU45rg6+tbDHOkGsru7u4O37jr42OML+/YKBnp6enKysoqtvHz3iR9NfDx8dGoUR/r3Xc/UFRUg0Lbnj17Rn/++bueffZx3XffnVq/fm0JRVmyIiNrGMpZWVk6cGBficydd+2T5PDN9nn7sS65jj0JJPYqrnXJldcAknTffQ9qwoQf1bZt+0JPRklNTdHq1Sv19tuva9Cgvpo582dZXB08AABXoJwci8zmHOXksI8CAFBWsP8DAFA2cQ0AAEDZw/4PAHClYj85xc3NTU8//bSGDRuWW3fs2DENGzZMX3zxhQICAqz6ZGZm6uWXX9a2bdsM9Y8++mix3LB+0alTp3Tffffp9OnThvqnn35a9913X7HNW9Z4VG0kv94vK33Vj8o5HyuJi6CS4yZTaFX5tL1H7hXrGB4xm117E76/v/F0irS0NKfP4ednPCnGbDY7fDpCeroxvrxjo2R4eXnJZDIZbtbu3LmbKlas5JTx/f2t96irRceOndWxY2cdPhyjdetWKzp6k7Zt26L4+Ph82x84sF8vvPCUHnzwUd1779CSDbaY1asXpblzjXW7d+8sMnnHGfI7mSc9Pd2hsfL2Y11yHW9vY6JQ48ZN1KRJc6eMXbNmbaeMc6mL1wCuvhaoVy9Ko0ePVVzcea1Zs0rR0Zu0ZctmHT9+LN/2cXHnNW7cGG3YsFajRn1crKfhAABwtYmPJ5EZAICyhv0fAICyiWsAAADKHvZ/AIArlcgdXDfddJO6d++u+fPn59atX79effv21f33368bbrhB4eHhOnv2rDZt2qSJEydq//79hjGaN2+uO+64o1jjfPrppxUbG2uoq1ChglJTUzVmzBiHxuzRo4caNWrkjPCuKu4V68h/4DuyZKQoJyX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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 855, + "width": 1619 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "for name, data in metrics.items():\n", + " fig = plt.figure(figsize=(20, 10))\n", + "\n", + " plt.plot(data['complexity'], linewidth=3, marker='<', markersize=10, label=\"complexity - Complexity\")\n", + " plt.plot(data['comments'], linewidth=3, marker='s', markersize=10, label=\"comments - Comments\")\n", + " plt.plot(data['duplication'], linewidth=3, marker='p', markersize=10, label=\"duplication - Duplication\")\n", + " plt.plot(data['test_success'], linewidth=3, marker='v', markersize=10, label=\"test_success - Passed tests\")\n", + " plt.plot(data['fast_tests'], linewidth=3, marker='^', markersize=10, label=\"fast_tests - Fast test builds\")\n", + " plt.plot(data['coverage'], linewidth=3, marker='>', markersize=10, label=\"coverage - Coverage\")\n", + "\n", + " plt.title(f\"{name} - Metrics\", fontsize=20)\n", + " plt.legend(loc='best')\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "## Quality factor and aspect aggregation" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [], + "source": [ + "psc1 = 1\n", + "psc2 = 1\n", + "pc1 = 0.5\n", + "pc2 = 0.5\n", + "pm1 = 0.33\n", + "pm2 = 0.33\n", + "pm3 = 0.33\n", + "pm4 = 0.25\n", + "pm5 = 0.25\n", + "pm6 = 0.5\n", + "\n", + "\n", + "# Here you will need to create the code_quality and testing_status metrics for each repository.\n", + "\n", + "for name, data in metrics.items():\n", + " data['code_quality'] = ((data['complexity']*pm1) + (data['comments']*pm2) + (data['duplication']*pm3)) * psc1\n", + " data['testing_status'] = ((data['test_success']*pm4) + (data['fast_tests']*pm5) + (data['coverage']*pm6)) * psc2" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "### Code Quality visualization" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 855, + "width": 1634 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure(figsize=(20, 10))\n", + "\n", + "for name, data in metrics.items():\n", + " plt.plot(data['code_quality'], linewidth=3, marker='o', markersize=10, label=name)\n", + "\n", + "plt.title(\"Code Quality\", fontsize=20)\n", + "plt.legend(loc='best')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "### Testing Status visualization" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "image/png": 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STnnXu94VP/RDPxTvec97oqpOr5R62cteFn/uz/25uPfeeyPLspYnvNnJyUn843/8j+Mnf/In47d+67dqz7399tvjy77sy+Lrvu7r4mu/9mtbmhCgXVk+rj3e1XBKNGhOEU4BAAAAAADgMopFIpyiOQUA4MImjcIpixYmAYD90mo45eTkJP7qX/2r8bM/+7PJcz/4wQ/Gt3/7t8dP/MRPxP/0P/1Pcfvtt7cw4el++qd/Ot7+9rfHww8/3Oj8hx9+OP75P//n8f73v184BThYyYBF2c1wSrPmlPrWGQAAAAAAAKhTlKva45pTAAAubjwaRBYRp7/0+tOEUwDgZq2FU5566qn45m/+5njf+953ro/71V/91fjGb/zG+LEf+7G48847NzTd6aqqir/9t/92/MN/+A9bfVzYhuc+dxK9XharVRWPPZZufoBUOKWrzSlVk1DOsL51BmiP/QdA19h9AHSN3QdA19h93TEv65tTRrnmFKA77D9g3XpZFkejQUznZwdQ6o7Bptl9wK5qLZzyHd/xHTcFU57//OfHn/2zfzb+0B/6Q3HXXXfFQw89FO9+97vjh3/4h+NDH/rQM+f9zu/8Tvylv/SX4sd+7MdiMGiv7OXtb397/NiP/dh178vzPN7whjfE13zN18RLX/rSuP3222MwGMTjjz8ev/VbvxXve9/74l3velf85m/+Zmtzwjr0eln0+72IqH+FHXhGLpxymuTXPRhG1mu1uAyoYf8B0DV2HwBdY/cB0DV2X3cUi0RzykBzCtAd9h+wCZNxfTjlZFa2OA1cz+4DdlUrd8e+613vip/92Z+97n1f+qVfGt///d8fz3nOc5553y233BIveclL4t577423vvWt8TM/8zPPHHvPe94T/+f/+X/Gn/7Tf7qNkeOf/JN/clMw5VWvelX8zb/5N+PzP//zbzr/lltuiRe+8IXx+te/Pv6b/+a/id/8zd+Mn/u5n2tlVoBtSDanNGkQOURFfRI9G05aGgQAAAAAAIBDVSSaU4aaUwAALmUyHkQ8fvbx6UxzCgDcaOPPRlRVFd/7vd973fue//znxw/8wA9cF0x5tuFwGH/n7/yd+MIv/MLr3v8DP/ADce3a5m92fvDBB+Nv/+2/fd37vuzLviz+0T/6R6cGU05zzz33xLd927dtYjyAnZAKp4TmlFMlv28AAAAAAABQo6qqKMpEc0quOQUA4DKOx3ntceEUALjZxsMpP//zPx8f/OAHr3vfd37nd8bx8XHtx/X7/Xj7299+3fseeuih+PEf//G1z3ijt7/97fHEE0888/add94Zf//v//0Yj8cbf2yAfZHlieYU4ZTTJb5vAAAAAAAAUGe5qmJVVbXnDAfCKQAAlzEZDWqPT+fCKQBwo42HU376p3/6urc/53M+J17/+tc3+tgv+IIviNe85jXXve9nfuZn1jbbae6///742Z/92eve9+3f/u1x5cqVjT4uwN5JNYAsy6iW3ftLWFVMa49rTgEAAAAAAOAyUq0pERGjfOO3gwAAHLTJOBFOmZUtTQIA+2Ojz0aUZRn/6l/9q+ved++990av1/xh3/KWt1z39nvf+9745Cc/uZb5TnNjM8vznve8eOMb37ixxwPYV01CFlXZwfaUYlZ7WDgFAAAAAACAyygWy+Q5+UA4BQDgMtLhlO69aC8ApGz02Yj3vve98cQTT1z3vi/90i891+f4g3/wD1739mq1in/9r//1pWc7zWKxiHe84x3Xve+8YRqArmgUsii6F05JN6dMWpoEAAAAAACAQ1SU6XDKMO+3MAkAwOGajPPa4yfCKQBwk42mLv7Tf/pP173d7/fjFa94xbk+x+d+7ufG7bffXvt51+UDH/jATa0sr3vd6zbyWAB7L2/QnNLJcEria9acAgAAAAAAwCUU5Sp5jnAKAMDlHKeaU+bCKQBwo/rteUn33XffdW8/73nPi8nk/K8Yf/fdd8fDDz/8zNv333//pWc7za//+q9f93ae5/EFX/AF173vvvvui/e85z3xsY99LKqqittuuy3uvPPOeM1rXhO33XbbRuYC2EVNmlOEU26mOQUAAAAAAIDLmC/SzSmjwUZfqxQA4OBNRvW3116bL2K1qqLXy1qaCAB230bDKR/60Ieue/v5z3/+hT7P8573vOvevjH0si43hlM+//M/P0ajUURE/NIv/VL8z//z/xy/8Ru/cerHZlkWX/RFXxR/4S/8hfiar/majcwHm3RyMo8sy6Kqqm2Pwp5oEk6JsnvhlCimtYez4bilQYAm7D8AusbuA6Br7D4Ausbu6wbNKQDXs/+ATZiM8+Q50/kirhylz4N1s/uAXbXRcMqDDz543dt33XXXhT7PjeGUT3ziExeeqc6NoZe77ror5vN5vP3tb48f//Efr/3Yqqrife97X3zbt31bfOmXfml87/d+ryYV9spczSDnNRhFZFlEzS+4mlNupjkFdov9B0DX2H0AdI3dB0DX2H3dUJTp5pRhrjkF6A77D9iEyTh9e61wCtti9wG7aqPPRkyn1796/JUrVy70eW78uNlsFqtV+pVAzuuxxx677u077rgjvv3bvz0ZTLnRr/7qr8Y3fMM3xMc+9rE1TgewW7Isi8jr21O6Fk6pFkXEKvGLf5PGGQAAAAAAADhDsWjQnDLQnAIAcBnHTcIps7KFSQBgf2y0OeXGcMp4PL7Q5znt46bT6YXDLmd58sknr3v7X/7LfxmPPvroM2/feeed8ef//J+Pr/zKr4znP//5sVgs4sMf/nD83M/9XPzIj/zIdV/vhz/84fiv/+v/On7sx34s8vz8ydiPfvSj8dGPfvRCX8eVK1fiZS972YU+FuA8suFRVMX0zONV2bFwSjlLnqM5BQAAAAAAgMtINacM+r3o9bKWpgEAOEyTUZNwivYKAHi2jYZTrl27/qbk4XB4oc9zWjjl5ORk4+GUZwdTXvva18bf/bt/N46Pj6875wu/8AvjC7/wC+MbvuEb4pu/+Zvjvvvue+bYe9/73vjhH/7h+At/4S+ce5af+ImfiL/39/7euT8uIuI1r3lN/O//+//+zNu33FIfClosVvHEE9f/t7rllqMYDNLFOteuFXHt2mfSv1kWcfXqcc1HfMYTT1yLxbNe0WU47MeVK+kAU1VV8eij198Mf3w8ilGDXwaLYhFPPTW/7n3Pfe6k0RNzJyfz66rQ+v0sbr212U3mjz02jdWqeubt8TiPyST987BcruLxx6//b/Oc54wjz9OvcjOblTGdFte977bbzv5vkz3rW/DEE7Mon/WEZp734znPaRYue+SRk+venkyGMR6nA1pluYwnn7z+xv5bbz2Kfj/953A6LWL2rBR6r5fFc5/b7L/N449PY7n8zH+b0WgQx8ej5MetVlU89tiN7VCjGA7Tfw7n80WcnFz/5/Dq1cnTTSQJTz01i6L4zH+bwaAXt9zSrInj0UdPovrMlxpHR3kcHaX/HNZdI2ZHkyif+uSZHztYXf9n8NCvEdcePzuo82m33n5bjG74WdyHa8SzPfmka0SKa8T+/B7R72dxdDSM0Whw3dd/Gr9HuEbcyDXi8K8REf6ucRrXiP2+Rjz7cvHsn2vXCNeIZ3ON6O414iyuEa4Rz7Zv14gsi3jssWsRUT3zc+cacTPXCNeIG3XlGhHh9wjXiOsdwjXi6tXPXCPqnvN0jdjva8Qg8bM7yp9+HNeIm3X9GuH3iJsd4jXiLIf8e8SNz3u6RrhGPJtrhGvEjZpeI640+G9dZb1Gf55cI1wjbnTZa0S/n0VEFhFVXLkydo24gb9ruEY8WxevEc/W9PeIddloOOVGTS4Ip6lOedbsop/rvI8TEXHPPffEP/gH/6A2XPO85z0v/tE/+kfxx/7YH4snnnjimff/yI/8SPyZP/NnYjRKX4Q3JfUH6tk/qJ/W62WN/iCe9t/h4n+Amz3mafNmWbPHPe3Cd/GvtdnHnf65ms172p/J7fy3ufjHZlmzeZfLm6unm3+tN7+v+bxP/4L2mc/V9L/reuft9Zq+etH6/rs2/VrrrhG9Uf2SrYqbm1MO+Rpx2td7o3xynPx8rhE3c43Yz2tEk8e4UdvXiFtvnTR+TL9HuEac8tHhGlFv368RT8/h7xo3P4ZrRDOuESmuEa4RTbhG3Mg1wjXixsdwjWjittuOY7lcPfOPOa4Rpzyia0SzAW/+bK4RN9jHa8Rpc7hG3PCIrhHNBrz5s23lGtHv9xr9W7prxH5fIxanfP5nyz9185NrxM26fo3we0Qz+36NqPno8HtEPdcI14gmXCNudLjXiKN+L4aDXhSLs3/3ms4XrhE3PYZrxEWc9xrx6ftdlstVVFXlGnHzR9/0Hr9HXM814rCvEc/W9Gtdl42GU46OjqIsP5Pkms/nNWef7bSPm0yapaTO48Z5P+2v//W/3qj15bM/+7PjL/7Fvxjf9V3f9cz7Hn744fj5n//5eOMb37jWWc/jtD9oz3baBWa1qpIfF3H6D2yTjzvjs134Mauq2eOe9bWetgDTj9ts3tM/1+Xm3cR/m14ve/rm+jNCWhf/WpvNe7mv9eb3NZ/3+g/e1ryr1SqqqskvTev7mVvH15oN69PEq+LmJpFDvkY0CadUg3Fyll28RqS4Rtw822nv69o1oslj3Ggb14hPv/+0r+XZ/B7hGnHKR9/wuVwjbrQ7fw53//eIG97jGtGAa8Qpj9jgGvHsv/td/1iuERd5TNeI0x7DNaKZ3bxG1Hz0Te/Z7f82rhEXcajXiE/vvhvncI244RFdI5oNePNnc404dbab37er14iz5nCNuOERXSOaDXjzZ9vKNeLZnzd1/Ib3uEY0sCvXiGvPepXZ0ww/9eqvrhE3250/h36POH22m9/nGnHjY9z8Pr9H1D3v+ek5XCNu5BrhGnHKR9/wuQ7nGpGe4+x5j4/yKJ48+77Xp6aFa0TycV0jmnCNOOUR9+Aa8Wy78+fQNeL02W5+n2vE5YI2Z8mqs+7QW4Ov+qqvio9//OP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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "image/png": { + "height": 855, + "width": 1619 + } + }, + "output_type": "display_data" + } ], "source": [ "fig = plt.figure(figsize=(20, 10))\n", @@ -3556,16 +15882,16 @@ "text": [ "APP\n", "Maintainability Stats\n", - " mean mode median std var min max\n", - " 0.33 0.33 0.33 0.0 0.0 0.33 0.33\n", + " mean mode median std var min max\n", + "0.326042 0.33 0.326947 0.004302 0.000019 0.317308 0.33\n", "Reliability Stats\n", - " mean mode median std var min max\n", - "0.075 0.0 0.0 0.167705 0.028125 0.0 0.375\n" + " mean mode median std var min max\n", + "0.219245 0.375 0.198171 0.096033 0.009222 0.0 0.375\n" ] }, { "data": { - "image/png": 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" ] @@ -3599,17 +15925,16 @@ "text": [ "Frontend\n", "Maintainability Stats\n", - " mean mode median std var min max\n", - "0.307593 0.307593 0.307593 0.0 0.0 0.307593 0.307593\n", + " mean mode median std var min max\n", + "0.307268 0.307593 0.307593 0.000794 6.297503e-07 0.305345 0.307593\n", "Reliability Stats\n", - " mean mode median std var min max\n", - "0.229938 0.104938 0.229938 0.176777 0.03125 0.104938 0.354938\n", - "0.229938 0.354938 0.229938 0.176777 0.03125 0.104938 0.354938\n" + " mean mode median std var min max\n", + "0.33645 0.354938 0.354938 0.069643 0.00485 0.104938 0.363636\n" ] }, { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -3643,16 +15968,18 @@ "text": [ "UserService\n", "Maintainability Stats\n", - " mean mode median std var min max\n", - "0.253846 0.253846 0.253846 0.0 0.0 0.253846 0.253846\n", + " mean mode median std var min max\n", + "0.252975 0.250556 0.253846 0.00406 0.000016 0.250556 0.27\n", + "0.252975 0.253846 0.253846 0.00406 0.000016 0.250556 0.27\n", "Reliability Stats\n", - " mean mode median std var min max\n", - "0.451923 0.451923 0.451923 0.0 0.0 0.451923 0.451923\n" + " mean mode median std var min max\n", + "0.451406 0.451923 0.451923 0.006806 0.000046 0.420455 0.453704\n", + "0.451406 0.453704 0.451923 0.006806 0.000046 0.420455 0.453704\n" ] }, { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -3686,16 +16013,16 @@ "text": [ "StudioMaker\n", "Maintainability Stats\n", - " mean mode median std var min max\n", - "0.243158 0.243158 0.243158 0.0 0.0 0.243158 0.243158\n", + " mean mode median std var min max\n", + "0.230613 0.2244 0.2244 0.009266 0.000086 0.223929 0.243158\n", "Reliability Stats\n", - " mean mode median std var min max\n", - "0.434211 0.434211 0.434211 0.0 0.0 0.434211 0.434211\n" + " mean mode median std var min max\n", + "0.442951 0.45 0.45 0.008843 0.000078 0.428571 0.45\n" ] }, { "data": { - "image/png": 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", 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", 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", 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" ] @@ -3797,7 +16124,7 @@ "metadata": { "image/png": { "height": 855, - "width": 1648 + "width": 1634 } }, "output_type": "display_data" @@ -3839,7 +16166,7 @@ "outputs": [ { "data": { - "image/png": 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SVgZQ2vS/AOl5cxLobX7zm9/EjBkzstb22GOP+Jd/+ZfYa6+9Cnpv/S/Qm6XM313l9V+gnJx55pnb/Nkbb7wRd911V/z4xz+O5ubmiIhobW2N73//+5HJZOLss8/Oez16YKC3KLX83VV6YKAUXXXVVdHU1NRxfdlll3Xbb6ak/6WQqlMXALylcyDnGvTd7ct32Hd3Xr7q9cQEFFs55W8+fO1rX+uy9uijjyaoBKB86H8Byte5554bH/zgB7PW/vbmJECpeuSRR+Kb3/xmtLe3d6zV1dXFrbfeGmPGjCn4/fW/QG+VOn/zweu/QCXYc88944tf/GLcf//9MXz48Kyf3XDDDfHss8/m/Z56YIA0+ZsPemCglMyZMyceeuihjusPfvCD8aEPfShhRd3T/1JIhlOgRHQO5LdPTvZE5311dXVRXZ3f/6t39+SRr3o9MQHFVk75mw+jR4+OAw44IGtt3rx5aYoBKBP6X4Dy5s1JoJz86U9/ivPOOy/rW1779OkTN954Yxx55JFFqUH/C/RGpZC/+eD1X6CS7LfffvGv//qv0adPn4611tbW+MlPfpL3e+mBAbYqZv7mgx4YKBV//etf4zvf+U7HdX19fVx++eUJK9o2/S+FVHqfmIReasiQIVnXq1atyumczvs6n5sPgwYNyvoLSHf33VnFqBdge8opf/Pl8MMPz7pes2ZNokoAyoP+F6C8eXMSKBeLFy+Oc845JzZu3NixVl1dHddee2184AMfKFod+l+gtymV/M0Xr/8CleSd73xnfPKTn8xamzt3brS0tOT1PnpggGzFyt980QMDpeC6666LtWvXdlx/9atf7fJNVKVC/0sh1aYuAHjLQQcdFH/84x87rl999dWczum8b+TIkbtUV3dqampi//33j+eff36b990ZbW1tXf4yUIh6AbannPI3X/baa6+s67/85S+JKgEoD/pfgPJ3+OGHx4svvthx7c1JoNQsW7YszjrrrPjrX/+atX7VVVfFxz/+8aLWov8FepNSyt988fovUGmOP/74uOeeezquW1tb49lnn83rN1vpgQG6Kkb+5oseGCgFCxYs6Pjv2traeP311+MHP/jBTu19+eWXu1x33nvMMcfEMcccs+uFhv6XwjKcAiWicyA3NjZGS0tLj7/i6oUXXsi6PvDAA3e5tu6MHDky64npz3/+c4/PWLFiRbS2tmatHXTQQbtcG0BPlFv+5kMmk8m6rqqqSlQJQPnQ/wKUN29OAqXspZdeiilTpsT69euz1i+66KI47bTTktSk/wV6g1LM33zw+i9Qad7xjnd0WXv7v0idL3pggGzFyt980AMDpaa1tTV+9rOf5by/sbExbrvttqy13XffPW/DKRH6XwqnOnUBwFtGjx6ddd3W1hYLFy7s0RkvvfRSl78EdD43X0aNGpV1vXjx4ti0aVOPznjyySd3eC5AoZVb/uZD5w/iDRo0KFElAOVD/wtQ3rw5CZSqxsbGmDx5cpfXFaZNmxZnnXVWoqr0v0DlK9X8zQev/wKVpk+fPkW5jx4YIFux8jcf9MAAPaf/pVAMp0CJOOyww2LAgAFZa/PmzevRGZ0fX11dHccee+wu19ad4447Lut6y5YtWV9LtjOeeOKJrOtRo0bFsGHDdrk2gJ4ot/zNh855PWTIkESVAJQP/S9AefPmJFCKXnvttZg8eXKsXLkya33KlCkxderURFW9Rf8LVLJSzt988PovUGnWrFnTZW2fffbJ+330wADZipW/+aAHBug5/S+FYjgFSkSfPn26hP3999/f5V/23J777rsv6/qwww6LvffeOx/ldTF27NgYOnTodu+/PU1NTfHggw9mrU2cODEfpQH0SLnl7676v//7v1ixYkXW2lFHHZWoGoDyof8FKG/enARKzRtvvBFTpkyJF198MWv99NNPj4svvjhNUW+j/wUqVann767y+i9Qibr7R+Xe8Y535P0+emCAbMXK312lBwZKxf333x/PPfdcTr/Gjx+fddb48eO7PGbatGl5rVf/S6EYToEScuKJJ2Zdv/LKKzF37tyd2rtkyZIuU4gnnHBC3mrrrKqqKj760Y9mrT3wwANdvv58W+65555oaWnJWitkvQDbU075u6uuu+66Lmul/C0vAKVC/wtQvrw5CZSa5ubmOPvss2Pp0qVZ65/61KfiyiuvTFNUJ/pfoBKVQ/7uKq//ApWmpaUl7rnnnqy1UaNGxb777pv3e+mBAbYqZv7uKj0wQG70vxSK4RQoIccff3yMGTMma+273/1uNDc3b3dfW1tbXHbZZVlr++yzT5x22mk7dd/Ro0dn/frc5z63U/vOPvvs2H333TuuN27cGN/5znd2uG/VqlVx4403Zq1NnDgx3v3ud+/UfQHyrZzyd/Xq1Tt1dnduvPHGePTRR7PWDjnkEB/MA3od/S9A7+LNSaCUbNq0Kc4555xYuHBh1vpHPvKRuOaaa6K6Ov9v2+h/Aconf73+C1SaVatW5by3vb09rrrqqi5nfOITn9jhXj0w0NuVU/7qgQF2nf6XUmI4BUpIVVVVnH/++VlrK1eujHPPPTeampq63bN58+a48MILY9GiRVnr55xzTvTt27dgtUZEDB06NM4444ystTlz5sS1114bmUym2z2rV6+OL33pS1m/n+5+3wDFVE75e/XVV8cXvvCF+N///d9oa2vbqT0bNmyIiy++OG655ZYuP/vGN74RVVVV+S4ToCLpfwF2nTcngd6stbU1zj///Jg3b17W+nHHHRfXXXdd1NTUJKqse/pfoFKUU/56/ReoNP/2b/8WkyZNigcffDA2b9680/saGxvjH//xH+O+++7LWh8+fHh84QtfyHOVW+mBgUpRTvmrBwZIR/9LIdSmLgDINnHixPjoRz8ac+bM6Vh7/PHH41Of+lRMmTIlJkyYEEOGDInXXnst5s+fHzNnzoznn38+64zDDz88PvvZzxal3qlTp8bvfve7ePnllzvWfvazn8X8+fNj8uTJceihh8aAAQOisbExfve738Xs2bNj3bp1WWdMmTKlyzcWABRbueRvJpOJP/7xj/HHP/4x9tprr5g4cWK85z3viTFjxsTgwYNjjz32iKqqqli/fn0sXbo0Hnvssbj33nu7/RaYadOmxTHHHFPQegF25JlnnokHHnhgpx//2GOPxaZNm7r92YABA+LLX/5yvkrrlv4XoPiuvvrqaGpqii996UsxYcKEnfrw4IYNG2LGjBlx7733dvmZNyeBVG6++eZ4+OGHs9Zqa2tj//33j5tuuimnMw855JA48cQT81Fet/S/QCUop/z1+i9QiZ555pmYOnVqDBgwID74wQ925NrQoUNjjz32iD59+kRTU1OsXbs2lixZEr///e/j4Ycfji1btmSdU1dXF9/73veirq6uoPXqgYFKUS75qwcGSEv/S74ZToESNGPGjGhsbMz6avGVK1fG9OnTd7h3xIgRcdNNN0VtbXH+792/f//4yU9+EmeeeWasX7++Y/2pp56Kf/qnf9rh/okTJ8YFF1xQuAIBeqCc8jci4i9/+Uvcddddcdddd/V471lnnRVTp04tQFUAPbN06dK47bbbdvrx8+fPj/nz53f7s+HDhxd8OEX/C1SSchkQ9OYkUCm6+yao1tbWmDVrVs5nnnLKKQUdTtH/ApWgHPM3wuu/QOXZsGFD3H///XH//ff3eG99fX3cfPPNcfTRRxegsmx6YKDSlEv+RuiBAVLQ/5JvhlOgBPXv3z9mzpwZl1xySfz3f//3Tu876qij4oc//GEMHjy4gNV19a53vSvuuOOOmDZtWixbtmyn951xxhlx6aWXFvWD3ADbU275m4uhQ4fGd77znfi7v/u71KUAlC39L1Apym1AMMKbkwAp6H8ByofXf4FSk49vLj3uuOPiyiuvjOHDh+ehop2jBwbKXbnmby70wAC7Tv9LPvnTACWqf//+cfPNN8dDDz0Ut912WyxYsGCbjx09enRMmTIlTj755Lz85SIXBx54YNx7773xn//5nzFr1qysr/h6u+rq6nj/+98f55xzThx55JFFrhJgx0o9f88///wYN25czJs3L5555pmsifVtqauri3HjxsVnPvOZOOGEE6JPnz6FLxSgwul/AcqHNycBdp3+F6A4vP4LVJpvfOMbceyxx8YjjzwSTz75ZDz33HPR2tq6w31Dhw6N448/PiZNmhSHHnpoESrtSg8MlLNyyl89MEBp0P+SL1WZTCaTughgx1avXh1PP/10rFy5MlpaWqKuri4aGhpi7Nixsd9++6Uur4tly5bFs88+G2vWrIktW7ZEv379YsSIEXHYYYfFoEGDUpcHsNNKPX9Xr14dK1asiMbGxli/fn1s3Lgxqqqqon///rHnnnvGiBEj4t3vfrcXYwAKTP8LlKN77rknLrnkkrycNXz48Jg7d+4OHzd69Ois6/Hjx8esWbO2u+e5556L//mf//HmJEAJ0f8CFIfXf4FK8+abb8YLL7wQr7zySqxZsyaam5ujtbU1+vXrF/3794999tknDj744Bg8eHDqUrvQAwPlrJzyVw8MUBr0v+TKcAoAAAAAUDa8OQkAAAAAAABQegynAAAAAAAAAAAAAAAAkLPq1AUAAAAAAAAAAAAAAABQvgynAAAAAAAAAAAAAAAAkDPDKQAAAAAAAAAAAAAAAOTMcAoAAAAAAAAAAAAAAAA5M5wCAAAAAAAAAAAAAABAzgynAAAAAAAAAAAAAAAAkDPDKQAAAAAAAAAAAAAAAOTMcAoAAAAAAAAAAAAAAAA5M5wCAAAAAAAAAAAAAABAzgynAAAAAAAAAAAAAAAAkDPDKQAAAAAAAAAAAAAAAOTMcAoAAAAAAAAAAAAAAAA5M5wCAAAAAAAAAAAAAABAzgynAAAAAAAAAAAAAAAAkDPDKQAAAAAAAAAAAAAAAOTMcAoAAAAAAAAAAAAAAAA5M5wCAAAAAAAAAAAAAABAzgynAAAAAAAAAAAAAAAAkDPDKQAAAAA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", 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"\n", "" ], "text/plain": [ - " complexity comments duplication test_success fast_tests coverage \\\n", - "0 1.000000 0.0 1.000000 0.0 0.0 0.000000 \n", - "1 1.000000 0.0 1.000000 0.0 0.0 0.000000 \n", - "2 1.000000 0.0 1.000000 0.0 0.0 0.000000 \n", - "3 1.000000 0.0 1.000000 0.0 0.0 0.000000 \n", - "4 1.000000 0.0 1.000000 0.0 1.0 1.000000 \n", - "5 0.876543 0.0 0.987654 0.0 0.0 0.419753 \n", - "6 0.876543 0.0 0.987654 1.0 1.0 0.419753 \n", - "7 0.538462 0.0 1.000000 1.0 1.0 0.807692 \n", - "8 0.538462 0.0 1.000000 1.0 1.0 0.807692 \n", - "9 0.538462 0.0 1.000000 1.0 1.0 0.807692 \n", - "10 0.473684 0.0 1.000000 1.0 1.0 0.736842 \n", - "11 0.473684 0.0 1.000000 1.0 1.0 0.736842 \n", + " complexity comments duplication test_success fast_tests coverage \\\n", + "0 1.000000 0.048780 0.951220 0.0 1.0 0.243902 \n", + "1 1.000000 0.048780 0.951220 0.0 1.0 0.000000 \n", + "2 1.000000 0.048780 0.951220 0.0 1.0 0.243902 \n", + "3 1.000000 0.024390 0.951220 0.0 1.0 0.292683 \n", + "4 1.000000 0.024390 0.951220 0.0 1.0 0.292683 \n", + "5 1.000000 0.022222 0.955556 0.0 1.0 0.266667 \n", + "6 1.000000 0.041667 0.916667 0.0 1.0 0.250000 \n", + "7 1.000000 0.041667 0.916667 0.0 1.0 0.250000 \n", + "8 1.000000 0.041667 0.916667 0.0 1.0 0.250000 \n", + "9 1.000000 0.041667 0.916667 0.0 1.0 0.250000 \n", + "10 1.000000 0.040000 0.920000 0.0 1.0 0.240000 \n", + "11 1.000000 0.040000 0.920000 0.0 1.0 0.240000 \n", + "12 1.000000 0.039216 0.921569 0.0 1.0 0.235294 \n", + "13 1.000000 0.038462 0.923077 0.0 1.0 0.230769 \n", + "14 1.000000 0.038462 0.923077 0.0 1.0 0.250000 \n", + "15 1.000000 0.038462 0.923077 0.0 1.0 0.288462 \n", + "16 1.000000 0.037736 0.924528 0.0 1.0 0.301887 \n", + "17 1.000000 0.037736 0.924528 0.0 1.0 0.301887 \n", + "18 1.000000 0.037736 0.924528 0.0 1.0 0.301887 \n", + "19 1.000000 0.037736 0.924528 0.0 1.0 0.320755 \n", + "20 1.000000 0.037736 0.924528 0.0 1.0 0.320755 \n", + "21 1.000000 0.049180 0.934426 0.0 1.0 0.278689 \n", + "22 1.000000 0.046154 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0.375000 0.323125 0.187500 0.510625 \n", + "10 0.646800 0.370000 0.323400 0.185000 0.508400 \n", + "11 0.646800 0.370000 0.323400 0.185000 0.508400 \n", + "12 0.647059 0.367647 0.323529 0.183824 0.507353 \n", + "13 0.647308 0.365385 0.323654 0.182692 0.506346 \n", + "14 0.647308 0.375000 0.323654 0.187500 0.511154 \n", + "15 0.647308 0.394231 0.323654 0.197115 0.520769 \n", + "16 0.647547 0.400943 0.323774 0.200472 0.524245 \n", + "17 0.647547 0.400943 0.323774 0.200472 0.524245 \n", + "18 0.647547 0.400943 0.323774 0.200472 0.524245 \n", + "19 0.647547 0.410377 0.323774 0.205189 0.528962 \n", + "20 0.647547 0.410377 0.323774 0.205189 0.528962 \n", + "21 0.654590 0.389344 0.327295 0.194672 0.521967 \n", + "22 0.654923 0.411538 0.327462 0.205769 0.533231 \n", + "23 0.655352 0.419014 0.327676 0.209507 0.537183 \n", + "24 0.655352 0.419014 0.327676 0.209507 0.537183 \n", + "25 0.641408 0.419014 0.320704 0.209507 0.530211 \n", + "26 0.641408 0.419014 0.320704 0.209507 0.530211 \n", + "27 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\n", + "45 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "46 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "47 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "48 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "49 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "50 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "51 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "52 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "53 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "54 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "55 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "56 0.660000 0.750000 0.330000 0.375000 0.705000 \n", + "57 0.660000 0.301282 0.330000 0.150641 0.480641 \n", + "58 0.660000 0.301282 0.330000 0.150641 0.480641 \n", + "59 0.660000 0.339744 0.330000 0.169872 0.499872 \n", + "60 0.660000 0.365385 0.330000 0.182692 0.512692 \n", + "61 0.660000 0.365385 0.330000 0.182692 0.512692 \n", + "62 0.660000 0.365385 0.330000 0.182692 0.512692 \n", + "63 0.660000 0.375000 0.330000 0.187500 0.517500 \n", + "64 0.615185 0.709877 0.307593 0.354938 0.662531 \n", + "65 0.615185 0.703704 0.307593 0.351852 0.659444 \n", + "66 0.610690 0.724138 0.305345 0.362069 0.667414 \n", + "67 0.611250 0.727273 0.305625 0.363636 0.669261 \n", + "68 0.615185 0.209877 0.307593 0.104938 0.412531 \n", + "69 0.615185 0.709877 0.307593 0.354938 0.662531 \n", + "70 0.615185 0.709877 0.307593 0.354938 0.662531 \n", + "71 0.615185 0.709877 0.307593 0.354938 0.662531 \n", + "72 0.615185 0.709877 0.307593 0.354938 0.662531 \n", + "73 0.615185 0.703704 0.307593 0.351852 0.659444 \n", + "74 0.615185 0.709877 0.307593 0.354938 0.662531 \n", + "75 0.615185 0.709877 0.307593 0.354938 0.662531 \n", + "76 0.615185 0.709877 0.307593 0.354938 0.662531 \n", + "77 0.501111 0.907407 0.250556 0.453704 0.704259 \n", + "78 0.501111 0.907407 0.250556 0.453704 0.704259 \n", + "79 0.501111 0.907407 0.250556 0.453704 0.704259 \n", + "80 0.501111 0.907407 0.250556 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