From 10dc745ed16234381ed3f45adbe9f9da5802bf8e Mon Sep 17 00:00:00 2001 From: vodkar Date: Tue, 16 Sep 2025 15:38:23 +0500 Subject: [PATCH 1/3] Updated comparison --- code_quality_analysis.ipynb | 63 +- code_quality_comparison.ipynb | 1591 +++++++++++++++++ code_quality_comparison/data/README.md | 84 + .../data/TEMPLATE_code_quality_summary.csv | 8 + .../data/TEMPLATE_detailed_issues.csv | 5 + .../data/TEMPLATE_radon_complexity.csv | 6 + .../data/TEMPLATE_radon_maintainability.csv | 6 + 7 files changed, 1762 insertions(+), 1 deletion(-) create mode 100644 code_quality_comparison.ipynb create mode 100644 code_quality_comparison/data/README.md create mode 100644 code_quality_comparison/data/TEMPLATE_code_quality_summary.csv create mode 100644 code_quality_comparison/data/TEMPLATE_detailed_issues.csv create mode 100644 code_quality_comparison/data/TEMPLATE_radon_complexity.csv create mode 100644 code_quality_comparison/data/TEMPLATE_radon_maintainability.csv diff --git a/code_quality_analysis.ipynb b/code_quality_analysis.ipynb index 1644b79..85c84b6 100644 --- a/code_quality_analysis.ipynb +++ b/code_quality_analysis.ipynb @@ -1425,7 +1425,68 @@ "id": "40749cdc", "metadata": {}, "outputs": [], - "source": [] + "source": [ + "# Export Radon data for comparison analysis\n", + "print(\"\\n\" + \"šŸ”„\" * 3 + \" EXPORTING RADON DATA FOR COMPARISON \" + \"šŸ”„\" * 3)\n", + "\n", + "# Export Radon Cyclomatic Complexity data\n", + "if not radon_cc_results.empty:\n", + " # Prepare complexity data in the expected format\n", + " complexity_export = radon_cc_results[['file', 'function', 'line', 'complexity', 'rank', 'type']].copy()\n", + " \n", + " # Save to CSV\n", + " complexity_file = \"radon_complexity.csv\"\n", + " complexity_export.to_csv(complexity_file, index=False)\n", + " \n", + " print(f\"āœ… Exported Radon Complexity data: {complexity_file}\")\n", + " print(f\" šŸ“Š {len(complexity_export)} functions/methods exported\")\n", + " print(f\" šŸ“ˆ Average complexity: {complexity_export['complexity'].mean():.2f}\")\n", + " print(f\" šŸŽÆ Complexity range: {complexity_export['complexity'].min()} - {complexity_export['complexity'].max()}\")\n", + "else:\n", + " print(\"āš ļø No Radon complexity data available for export\")\n", + "\n", + "# Export Radon Maintainability Index data \n", + "if not radon_mi_results.empty:\n", + " # Prepare maintainability data in the expected format\n", + " maintainability_export = radon_mi_results[['file', 'mi_score', 'mi_rank']].copy()\n", + " \n", + " # Save to CSV\n", + " maintainability_file = \"radon_maintainability.csv\"\n", + " maintainability_export.to_csv(maintainability_file, index=False)\n", + " \n", + " print(f\"\\nāœ… Exported Radon Maintainability data: {maintainability_file}\")\n", + " print(f\" šŸ“Š {len(maintainability_export)} files exported\")\n", + " print(f\" šŸ“ˆ Average MI score: {maintainability_export['mi_score'].mean():.2f}\")\n", + " print(f\" šŸŽÆ MI score range: {maintainability_export['mi_score'].min():.1f} - {maintainability_export['mi_score'].max():.1f}\")\n", + "else:\n", + " print(\"āš ļø No Radon maintainability data available for export\")\n", + "\n", + "# Summary of all exported files\n", + "print(f\"\\nšŸ“ EXPORTED FILES SUMMARY:\")\n", + "exported_files = []\n", + "\n", + "if Path(\"code_quality_summary.csv\").exists():\n", + " exported_files.append(\"code_quality_summary.csv\")\n", + " print(f\" āœ… code_quality_summary.csv\")\n", + "\n", + "if Path(\"detailed_issues.csv\").exists():\n", + " exported_files.append(\"detailed_issues.csv\") \n", + " print(f\" āœ… detailed_issues.csv\")\n", + "\n", + "if Path(\"radon_complexity.csv\").exists():\n", + " exported_files.append(\"radon_complexity.csv\")\n", + " print(f\" āœ… radon_complexity.csv\")\n", + " \n", + "if Path(\"radon_maintainability.csv\").exists():\n", + " exported_files.append(\"radon_maintainability.csv\")\n", + " print(f\" āœ… radon_maintainability.csv\")\n", + "\n", + "print(f\"\\nšŸŽÆ Ready for comparison analysis!\")\n", + "print(f\" Total files exported: {len(exported_files)}\")\n", + "print(f\" šŸš€ Copy these CSV files to your implementation directory in:\")\n", + "print(f\" code_quality_comparison/data/[your_implementation_name]/\")\n", + "print(f\"\\nšŸ’” Tip: Run the code_quality_comparison.ipynb notebook to compare multiple implementations!\")" + ] } ], "metadata": { diff --git a/code_quality_comparison.ipynb b/code_quality_comparison.ipynb new file mode 100644 index 0000000..f1909ce --- /dev/null +++ b/code_quality_comparison.ipynb @@ -0,0 +1,1591 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "9a0ceee3", + "metadata": {}, + "source": [ + "# Code Quality Comparison Dashboard\n", + "\n", + "This notebook compares code quality metrics across 6 different AI implementations:\n", + "\n", + "## Implementations Being Compared:\n", + "1. **Claude Code with Tuning** - Claude with prompt optimization\n", + "2. **Claude Code without Tuning** - Claude with basic prompts\n", + "3. **Copilot GPT with Tuning** - GPT-4 with optimized settings\n", + "4. **Copilot GPT without Tuning** - GPT-4 with default settings\n", + "5. **Copilot Claude with Tuning** - Claude via Copilot with tuning\n", + "6. **Copilot Claude without Tuning** - Claude via Copilot default\n", + "\n", + "## Metrics Analyzed:\n", + "- **Linter Issues**: Bandit, Ruff, MyPy, Flake8, Vulture counts\n", + "- **Cyclomatic Complexity**: Radon CC scores and distributions\n", + "- **Maintainability Index**: Radon MI scores and rankings\n", + "- **Overall Quality**: Aggregated metrics across all tools\n", + "\n", + "## Data Sources:\n", + "All data will be manually placed in the `code_quality_comparison/data/` directory with standardized CSV formats." + ] + }, + { + "cell_type": "markdown", + "id": "0f3a9246", + "metadata": {}, + "source": [ + "## Setup Environment and Import Libraries" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "634ec299", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "āœ… Libraries imported and plotting configuration set!\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from pathlib import Path\n", + "import warnings\n", + "\n", + "# Suppress warnings for cleaner output\n", + "warnings.filterwarnings('ignore')\n", + "\n", + "# Configure high-resolution plotting\n", + "plt.style.use('seaborn-v0_8')\n", + "sns.set_palette(\"husl\")\n", + "\n", + "# High-resolution plot configuration\n", + "plt.rcParams['figure.figsize'] = (14, 10)\n", + "plt.rcParams['figure.dpi'] = 150\n", + "plt.rcParams['savefig.dpi'] = 300\n", + "plt.rcParams['font.size'] = 11\n", + "plt.rcParams['axes.linewidth'] = 1.2\n", + "plt.rcParams['grid.linewidth'] = 0.8\n", + "plt.rcParams['lines.linewidth'] = 2\n", + "plt.rcParams['patch.linewidth'] = 0.5\n", + "plt.rcParams['text.antialiased'] = True\n", + "plt.rcParams['figure.facecolor'] = 'white'\n", + "plt.rcParams['axes.facecolor'] = 'white'\n", + "\n", + "print(\"āœ… Libraries imported and plotting configuration set!\")" + ] + }, + { + "cell_type": "markdown", + "id": "89d5d4b8", + "metadata": {}, + "source": [ + "## Define Data Directory Structure" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "7b04f503", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "šŸ“ Data directory structure:\n", + " Base directory: /Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/code_quality_comparison/data\n", + " Implementations: 6\n", + " Expected files per implementation: 4\n", + "\n", + "šŸ“‹ File structure for each implementation:\n", + " summary: code_quality_summary.csv\n", + " details: detailed_issues.csv\n", + " complexity: radon_complexity.csv\n", + " maintainability: radon_maintainability.csv\n", + "\n", + "šŸ“‚ Full directory structure:\n", + " Claude Code (Tuned):\n", + " code_quality_comparison/data/claude_code_with_tuning/code_quality_summary.csv\n", + " code_quality_comparison/data/claude_code_with_tuning/detailed_issues.csv\n", + " code_quality_comparison/data/claude_code_with_tuning/radon_complexity.csv\n", + " code_quality_comparison/data/claude_code_with_tuning/radon_maintainability.csv\n", + " Claude Code (Basic):\n", + " code_quality_comparison/data/claude_code_no_tuning/code_quality_summary.csv\n", + " code_quality_comparison/data/claude_code_no_tuning/detailed_issues.csv\n", + " code_quality_comparison/data/claude_code_no_tuning/radon_complexity.csv\n", + " code_quality_comparison/data/claude_code_no_tuning/radon_maintainability.csv\n", + " Copilot GPT (Tuned):\n", + " code_quality_comparison/data/copilot_gpt_with_tuning/code_quality_summary.csv\n", + " code_quality_comparison/data/copilot_gpt_with_tuning/detailed_issues.csv\n", + " code_quality_comparison/data/copilot_gpt_with_tuning/radon_complexity.csv\n", + " code_quality_comparison/data/copilot_gpt_with_tuning/radon_maintainability.csv\n", + " Copilot GPT (Basic):\n", + " code_quality_comparison/data/copilot_gpt_no_tuning/code_quality_summary.csv\n", + " code_quality_comparison/data/copilot_gpt_no_tuning/detailed_issues.csv\n", + " code_quality_comparison/data/copilot_gpt_no_tuning/radon_complexity.csv\n", + " code_quality_comparison/data/copilot_gpt_no_tuning/radon_maintainability.csv\n", + " Copilot Claude (Tuned):\n", + " code_quality_comparison/data/copilot_claude_with_tuning/code_quality_summary.csv\n", + " code_quality_comparison/data/copilot_claude_with_tuning/detailed_issues.csv\n", + " code_quality_comparison/data/copilot_claude_with_tuning/radon_complexity.csv\n", + " code_quality_comparison/data/copilot_claude_with_tuning/radon_maintainability.csv\n", + " Copilot Claude (Basic):\n", + " code_quality_comparison/data/copilot_claude_no_tuning/code_quality_summary.csv\n", + " code_quality_comparison/data/copilot_claude_no_tuning/detailed_issues.csv\n", + " code_quality_comparison/data/copilot_claude_no_tuning/radon_complexity.csv\n", + " code_quality_comparison/data/copilot_claude_no_tuning/radon_maintainability.csv\n", + "\n", + "āœ… Directory structure created successfully!\n" + ] + } + ], + "source": [ + "# Define data directory and file structure\n", + "DATA_DIR = Path(\"code_quality_comparison/data\")\n", + "DATA_DIR.mkdir(parents=True, exist_ok=True)\n", + "\n", + "# Define the 6 implementations\n", + "IMPLEMENTATIONS = [\n", + " \"claude_code_with_tuning\",\n", + " \"claude_code_no_tuning\", \n", + " \"copilot_gpt_with_tuning\",\n", + " \"copilot_gpt_no_tuning\",\n", + " \"copilot_claude_with_tuning\",\n", + " \"copilot_claude_no_tuning\"\n", + "]\n", + "\n", + "# Create readable display names\n", + "DISPLAY_NAMES = {\n", + " \"claude_code_with_tuning\": \"Claude Code (Tuned)\",\n", + " \"claude_code_no_tuning\": \"Claude Code (Basic)\",\n", + " \"copilot_gpt_with_tuning\": \"Copilot GPT (Tuned)\",\n", + " \"copilot_gpt_no_tuning\": \"Copilot GPT (Basic)\",\n", + " \"copilot_claude_with_tuning\": \"Copilot Claude (Tuned)\",\n", + " \"copilot_claude_no_tuning\": \"Copilot Claude (Basic)\"\n", + "}\n", + "\n", + "# Expected file structure for each implementation\n", + "file_structure = {\n", + " \"summary\": \"code_quality_summary.csv\", # Tool-level summary\n", + " \"details\": \"detailed_issues.csv\", # Individual issues\n", + " \"complexity\": \"radon_complexity.csv\", # Cyclomatic complexity scores\n", + " \"maintainability\": \"radon_maintainability.csv\" # Maintainability index scores\n", + "}\n", + "\n", + "print(\"šŸ“ Data directory structure:\")\n", + "print(f\" Base directory: {DATA_DIR.absolute()}\")\n", + "print(f\" Implementations: {len(IMPLEMENTATIONS)}\")\n", + "print(f\" Expected files per implementation: {len(file_structure)}\")\n", + "print(\"\\nšŸ“‹ File structure for each implementation:\")\n", + "for key, filename in file_structure.items():\n", + " print(f\" {key}: {filename}\")\n", + " \n", + "print(f\"\\nšŸ“‚ Full directory structure:\")\n", + "for impl in IMPLEMENTATIONS:\n", + " impl_dir = DATA_DIR / impl\n", + " impl_dir.mkdir(exist_ok=True)\n", + " print(f\" {DISPLAY_NAMES[impl]}:\")\n", + " for key, filename in file_structure.items():\n", + " filepath = impl_dir / filename\n", + " print(f\" {filepath}\")\n", + " \n", + "print(f\"\\nāœ… Directory structure created successfully!\")" + ] + }, + { + "cell_type": "markdown", + "id": "b6c16763", + "metadata": {}, + "source": [ + "## Load Code Quality Data from CSV Files" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "4dda38b7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "šŸ”„ Loading implementation data...\n", + "\n", + "šŸ“Š Loading data for Claude Code (Tuned)...\n", + " āš ļø File not found: code_quality_summary.csv\n", + " āš ļø File not found: detailed_issues.csv\n", + " āš ļø File not found: radon_complexity.csv\n", + " āš ļø File not found: radon_maintainability.csv\n", + "\n", + "šŸ“Š Loading data for Claude Code (Basic)...\n", + " āœ… Loaded 7 rows from code_quality_summary.csv\n", + " āœ… Loaded 10 rows from detailed_issues.csv\n", + " āœ… Loaded 161 rows from radon_complexity.csv\n", + " āœ… Loaded 54 rows from radon_maintainability.csv\n", + "\n", + "šŸ“Š Loading data for Copilot GPT (Tuned)...\n", + " āš ļø File not found: code_quality_summary.csv\n", + " āš ļø File not found: detailed_issues.csv\n", + " āš ļø File not found: radon_complexity.csv\n", + " āš ļø File not found: radon_maintainability.csv\n", + "\n", + "šŸ“Š Loading data for Copilot GPT (Basic)...\n", + " āš ļø File not found: code_quality_summary.csv\n", + " āš ļø File not found: detailed_issues.csv\n", + " āš ļø File not found: radon_complexity.csv\n", + " āš ļø File not found: radon_maintainability.csv\n", + "\n", + "šŸ“Š Loading data for Copilot Claude (Tuned)...\n", + " āš ļø File not found: code_quality_summary.csv\n", + " āš ļø File not found: detailed_issues.csv\n", + " āš ļø File not found: radon_complexity.csv\n", + " āš ļø File not found: radon_maintainability.csv\n", + "\n", + "šŸ“Š Loading data for Copilot Claude (Basic)...\n", + " āš ļø File not found: code_quality_summary.csv\n", + " āš ļø File not found: detailed_issues.csv\n", + " āš ļø File not found: radon_complexity.csv\n", + " āš ļø File not found: radon_maintainability.csv\n", + "\n", + "āœ… Combined summary: 7 total rows\n", + "\n", + "āœ… Combined details: 10 total rows\n", + "\n", + "āœ… Combined complexity: 161 total rows\n", + "\n", + "āœ… Combined maintainability: 54 total rows\n", + "\n", + "šŸ“ˆ Data Loading Summary:\n", + " Summary data: 7 rows\n", + " Detailed issues: 10 rows\n", + " Complexity scores: 161 rows\n", + " Maintainability scores: 54 rows\n" + ] + } + ], + "source": [ + "def load_implementation_data(implementation):\n", + " \"\"\"Load all CSV files for a single implementation.\"\"\"\n", + " impl_dir = DATA_DIR / implementation\n", + " data = {}\n", + " \n", + " for data_type, filename in file_structure.items():\n", + " filepath = impl_dir / filename\n", + " if filepath.exists():\n", + " try:\n", + " df = pd.read_csv(filepath)\n", + " df['implementation'] = implementation\n", + " df['display_name'] = DISPLAY_NAMES[implementation]\n", + " data[data_type] = df\n", + " print(f\" āœ… Loaded {len(df)} rows from {filename}\")\n", + " except Exception as e:\n", + " print(f\" āŒ Error loading {filename}: {e}\")\n", + " data[data_type] = pd.DataFrame()\n", + " else:\n", + " print(f\" āš ļø File not found: {filename}\")\n", + " data[data_type] = pd.DataFrame()\n", + " \n", + " return data\n", + "\n", + "def load_all_implementations():\n", + " \"\"\"Load data for all implementations.\"\"\"\n", + " all_data = {\n", + " 'summary': [],\n", + " 'details': [],\n", + " 'complexity': [],\n", + " 'maintainability': []\n", + " }\n", + " \n", + " for impl in IMPLEMENTATIONS:\n", + " print(f\"\\nšŸ“Š Loading data for {DISPLAY_NAMES[impl]}...\")\n", + " impl_data = load_implementation_data(impl)\n", + " \n", + " for data_type in all_data.keys():\n", + " if not impl_data[data_type].empty:\n", + " all_data[data_type].append(impl_data[data_type])\n", + " \n", + " # Combine all data\n", + " combined_data = {}\n", + " for data_type, data_list in all_data.items():\n", + " if data_list:\n", + " combined_data[data_type] = pd.concat(data_list, ignore_index=True)\n", + " print(f\"\\nāœ… Combined {data_type}: {len(combined_data[data_type])} total rows\")\n", + " else:\n", + " combined_data[data_type] = pd.DataFrame()\n", + " print(f\"\\nāš ļø No {data_type} data available\")\n", + " \n", + " return combined_data\n", + "\n", + "# Load all data\n", + "print(\"šŸ”„ Loading implementation data...\")\n", + "implementation_data = load_all_implementations()\n", + "\n", + "# Display summary of loaded data\n", + "print(f\"\\nšŸ“ˆ Data Loading Summary:\")\n", + "print(f\" Summary data: {len(implementation_data['summary'])} rows\")\n", + "print(f\" Detailed issues: {len(implementation_data['details'])} rows\") \n", + "print(f\" Complexity scores: {len(implementation_data['complexity'])} rows\")\n", + "print(f\" Maintainability scores: {len(implementation_data['maintainability'])} rows\")" + ] + }, + { + "cell_type": "markdown", + "id": "33f39d0d", + "metadata": {}, + "source": [ + "## Load Complexity and Maintainability Scores" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "d818ba5f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "šŸ“Š Complexity Data Analysis:\n", + " Found complexity data for 1 implementations\n", + " Total functions analyzed: 161\n", + " Average complexity across all: 2.34\n", + "\n", + "šŸ› ļø Maintainability Data Analysis:\n", + " Found maintainability data for 1 implementations\n", + " Total files analyzed: 54\n", + " Average MI score across all: 80.83\n", + "\n", + "šŸ“‹ Complexity Statistics by Implementation:\n", + " count mean median std min max\n", + "implementation display_name \n", + "claude_code_no_tuning Claude Code (Basic) 161 2.34 2.0 1.51 1 8\n", + "\n", + "šŸ“‹ Maintainability Statistics by Implementation:\n", + " count mean median std min \\\n", + "implementation display_name \n", + "claude_code_no_tuning Claude Code (Basic) 54 80.83 89.13 21.84 22.87 \n", + "\n", + " max \n", + "implementation display_name \n", + "claude_code_no_tuning Claude Code (Basic) 100.0 \n", + "\n", + "šŸŽÆ Ready for comparison visualizations: True\n" + ] + } + ], + "source": [ + "def analyze_radon_scores():\n", + " \"\"\"Analyze complexity and maintainability scores across implementations.\"\"\"\n", + " \n", + " results = {\n", + " 'complexity_stats': {},\n", + " 'maintainability_stats': {},\n", + " 'comparison_ready': False\n", + " }\n", + " \n", + " # Analyze complexity data if available\n", + " if not implementation_data['complexity'].empty:\n", + " complexity_df = implementation_data['complexity']\n", + " print(\"šŸ“Š Complexity Data Analysis:\")\n", + " \n", + " if 'complexity' in complexity_df.columns:\n", + " complexity_stats = complexity_df.groupby(['implementation', 'display_name'])['complexity'].agg([\n", + " 'count', 'mean', 'median', 'std', 'min', 'max'\n", + " ]).round(2)\n", + " \n", + " results['complexity_stats'] = complexity_stats\n", + " print(f\" Found complexity data for {complexity_df['implementation'].nunique()} implementations\")\n", + " print(f\" Total functions analyzed: {len(complexity_df)}\")\n", + " print(f\" Average complexity across all: {complexity_df['complexity'].mean():.2f}\")\n", + " else:\n", + " print(\" āš ļø No 'complexity' column found in complexity data\")\n", + " else:\n", + " print(\"āš ļø No complexity data available\")\n", + " \n", + " # Analyze maintainability data if available\n", + " if not implementation_data['maintainability'].empty:\n", + " maintainability_df = implementation_data['maintainability']\n", + " print(\"\\nšŸ› ļø Maintainability Data Analysis:\")\n", + " \n", + " if 'mi_score' in maintainability_df.columns:\n", + " maintainability_stats = maintainability_df.groupby(['implementation', 'display_name'])['mi_score'].agg([\n", + " 'count', 'mean', 'median', 'std', 'min', 'max'\n", + " ]).round(2)\n", + " \n", + " results['maintainability_stats'] = maintainability_stats\n", + " print(f\" Found maintainability data for {maintainability_df['implementation'].nunique()} implementations\")\n", + " print(f\" Total files analyzed: {len(maintainability_df)}\")\n", + " print(f\" Average MI score across all: {maintainability_df['mi_score'].mean():.2f}\")\n", + " else:\n", + " print(\" āš ļø No 'mi_score' column found in maintainability data\")\n", + " else:\n", + " print(\"āš ļø No maintainability data available\")\n", + " \n", + " # Check if we have data for comparison\n", + " results['comparison_ready'] = (\n", + " not implementation_data['complexity'].empty or \n", + " not implementation_data['maintainability'].empty or\n", + " not implementation_data['summary'].empty\n", + " )\n", + " \n", + " return results\n", + "\n", + "# Analyze Radon scores\n", + "radon_analysis = analyze_radon_scores()\n", + "\n", + "# Display complexity statistics if available\n", + "if radon_analysis['complexity_stats'] is not None and not radon_analysis['complexity_stats'].empty:\n", + " print(\"\\nšŸ“‹ Complexity Statistics by Implementation:\")\n", + " print(radon_analysis['complexity_stats'])\n", + "\n", + "# Display maintainability statistics if available \n", + "if radon_analysis['maintainability_stats'] is not None and not radon_analysis['maintainability_stats'].empty:\n", + " print(\"\\nšŸ“‹ Maintainability Statistics by Implementation:\")\n", + " print(radon_analysis['maintainability_stats'])\n", + "\n", + "print(f\"\\nšŸŽÆ Ready for comparison visualizations: {radon_analysis['comparison_ready']}\")" + ] + }, + { + "cell_type": "markdown", + "id": "d94ca7d4", + "metadata": {}, + "source": [ + "## Create Implementation Comparison Visualizations" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "d840b5f2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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BwhcAAAAALEwdCgAgvwSmAIAq48cff4yTTz453n333ejfv39sv/32ZceGDx8exx13XNSuXXuBYlW2ki9rl16zZs10rFatWmm/IhUAAAAAi6MOBQCQb369AQBVqlD13nvvxSabbFJWpMoKTlm+e9ttt40bb7wxFaayNui33nprOp4Vpxo2bBgrrLBCKlaVUqQCAAAAYHHUoQAA8s0vOACgyvjpp59i+vTpZavzSgtORUVFqWDVoUOHOOmkk2LGjBmpUDVw4MA0JjteOhYAAAAAlkQdCgAg3/yaAwAKZuE3A6+44oqx0korxVtvvRWjR49e4FhpMWrttddOBanJkyfHpZdeGmPHjq3UOQMAAABQ/ahDAQDwc8UL/AUAUEkFqqzwVFp8KtWoUaM45JBD4rLLLot77rknmjVrlj4/Pydb/demTZs07ocffoh11123QE8BAAAAQFWnDgUAQHkEpgCASpW1NM9W5n355Zcxbty49Mn+3nTTTWOttdaK3XffPV588cV44IEH0v6DDjoo1l9//fT9gw8+iEceeSTmzZsXu+22W9SpU2eBawIAAABAKXUoAAAWp6hk4R6kAAAVpLSg9M4778TZZ5+dCk+lGjRoEB06dIh+/frFd999F/3794+XX345Fa8222yz1Cb9pZdeSq3Pzz333OjZs2dBnwUAAACAqksdCgCAXyIwBQBUqjFjxkSPHj2iadOm0bVr19hqq63ivffeiyeeeCLefPPN2HDDDeP666+PuXPnxoMPPhi33nprfPPNN+ncrO15VqDab7/9FmiPDgAAAAALU4cCAGBxBKYAgEozbdq0OPXUU1NhKlu516lTp7Jj2Wq+vn37xrPPPhtdunSJSy65JK3my4pU2bGsINWoUaNo0qRJGq/9OQAAAACLow4FAMAv8esOAKg0M2fOTK3Ms5bnpUWqefPmpRV6jRs3jquuuirat28fw4cPjzfeeCMdzwpTbdq0SS3RS4tU2XhFKgAAAAAWRx0KAIBf4hceAFDhslV4pW3Qp06dmtqgZ2bNmhU1a9ZMq/ayglVxcXFqdT5nzpwYOXLkYq+n/TkAAAAA5VGHAgBgaRQv1SgAgKXw8ssvx9tvv52KUVkxaZ111ontt98+VllllXS8VatW0bBhw7S6L1OnTp2ylualK/XWXXfdtJ0xY0YBnwQAAACAqkwdCgCA30NgCgBYJk4//fR47rnnYvr06WX7VltttVSsKi1UZa3MW7RoES+99FLcfPPNcdhhh6UC1ezZs6N27dppzLhx49J2gw02KNCTAAAAAFCVqUMBAPB7CUwBAL/boYceGqNGjYouXbrEAQccELVq1YpPPvkkZs6cmQpTmWwFX+PGjeOCCy6Io446Km688caYO3du+l5apMpW/D3wwAOpoLXeeusV+KkAAAAAqGrUoQAAWBaKSkpKSpbJlQCAXOrXr188/vjjqeCUFakaNGiw2LFZsSozZMiQ6N+/f2p33qlTp9hqq61i1qxZ8cQTT8S7774bZ599dhx88MGV+BQAAAAAVHXqUAAALCsCUwDAb5atxDvmmGNiiy22iPPPPz8aNmyYilFZe/OFZT85ioqKyv5+8cUX0yq/SZMmpb+z1YDNmzdP7dEPOuigtG9x1wIAAAAgX9ShAABYlrySDwD4zV555ZX4/PPP06q+XypSZbIiVbaS7+qrr45ddtkl/uu//ivuueeeVOyaMGFCtG3bNlZZZZVYZ5110nhFKgAAAABKqUMBALAsCUwBAL9aVkTKCk9Zkam4uDhWWmmlmDt3bvr+S+66664YOHBgfP3113HxxRenwlT26dix4yKrABWpAAAAAFCHAgCgIvgFCAD8alkRKStUZQWl7JO1MV9SkSqz/fbbx8orrxwfffTRAm3RF/ZLxwAAAADID3UoAAAqgsAUAPCbNWjQIObNmxdDhw5Nq/2WpEmTJlGvXr3UPv2HH36olDkCAAAAUP2pQwEAsCwJTAEAv1nXrl1jhRVWiGeffTZmzJiR9pVXsMpW/2WysTVr1ow6deqk1YAAAAAAsDTUoQAAWJYEpgCA36xly5ax4YYbxosvvhj//Oc/y9qkL1ykKm1tPnLkyJg0aVLsuOOOqWhVWsACAAAAgF+iDgUAwLIkMAUA/GZNmzaNE044IbVEv/322+PSSy+NOXPmlB2fO3duWZHqgw8+iEGDBkXt2rWjY8eOaV/pMQAAAAD4JepQAAAsS0UlIvUAwO/0wgsvxLHHHpsKUzvttFMccMABscUWW6SiVOall16Ku+++O5588sno27dv9O7du9BTBgAAAKAaUocCAGBZEJgCAH6z0p8R2Qq91157Lf72t7/FmDFjori4ONZaa63UKv3777+P0aNHx4orrhjHHHNM9OzZM50zf/78RdqmAwAAAEB51KEAAFiWBKYAgN8l+ylR2tL8448/jjfeeCMeeOCB9D1ri77CCivE9ttvH506dSprga5IBQAAAMCvpQ4FAMCyIjAFACxzWYFq6tSpaZut6FtppZXKjilSAQAAALCsqEMBAPBbCEwBAEtcsfdrjpVXiPql8QAAAADkmzoUAACVTWAKAFhssenzzz+PsWPHpvbmq622WrRo0SL+/Oc/l41TgAIAAADg91CHAgCgEASmAIByi1SjR4+Ovn37xqeffppampfq1atXdOvWLdZbb72CzhMAAACA6k0dCgCAQhGYAgAWka3m69mzZ1rJt9dee8Wf/vSnGDduXFx11VUxYcKEtLrv73//e6y00kqFnioAAAAA1Zg6FAAAhVBckLsCAFXWrFmz4pprrol69erFySefHNtvv33av+KKK0bz5s1ToWrPPfdMRapsbJ06dbREBwAAAOBXU4cCAKBQahTszgBAQd17772p7fnCsrbno0aNik022aSsSPX++++nlXwvvfRSXHTRRbHrrrvG5ZdfHoMHD07HFakAAAAAWBx1KAAAqhqBKQDIob59+8b5558f//jHPxYpVk2bNi2++uqrWG211dLfH3zwQdxwww3x6KOPxgUXXBD77bdfjBkzJu6444647777UmELAAAAAMqjDgUAQFXklXwAkEM77bRTvPXWW3HjjTemQtVpp50WNWrUSC3Ni4uLU3vzN998M5599tkYOnRoPPbYY6mwddBBB6Xz11xzzdQaPVvRl50DAAAAAOVRhwIAoCrSYQoAcmi77baLc889N1q3bh0333xz/Pd//3cqWGWFp2bNmsWBBx4Yo0ePjksvvTSt6OvXr1907969rCiVFbm+//772GyzzaJ27dqFfhwAAAAAqih1KAAAqiKBKQDImawglX222Wab+Otf/xpt2rSJW265Ja644oqytuZdunSJjTbaKD755JNU1Mran2eyQlbWGv3ee+9NKwA7duxY4KcBAAAAoKpShwIAoKrySj4AyKGs7fnHH38cs2bNioYNG6ai00033RQ1a9aMU045JbbccsvU9nzmzJnx4osvxtFHHx2bb755Wtk3bNiweO+99+LMM89MRSwAAAAAWBx1KAAAqqKiEi98BoDcyP7bz1bnvf3223HEEUdErVq1YqWVVoqmTZvGiBEj0phevXrFOeeck74PHz48hg4dGo888kjZNf7whz+kMaWr/bJVglnhCwAAAABKqUMBAFCVCUwBQM588cUXqUg1b968OPXUU1Pb88zLL78c11xzTbz++uvRs2fPOPfcc8vOyVbyTZ8+PVZcccVo0qRJNGvWLO1XpAIAAABgcdShAACoqrySDwBy5qOPPopPP/00jjzyyLIiVVZw6tChQ2qLPmDAgLj99tujbt26cfLJJ6c26euvv/4i18ky14pUAAAAACyOOhQAAFWVX5cAkDNjxoyJ2bNnx3rrrZf+zr5n7dEzG2ywQRx33HFRp06duPHGG+Oqq65KKwDLU3oOAAAAAJRHHQoAgKpKYAoAlmPZir2FrbPOOqnI9NZbb6W/a9euvcBqvc033zy6deuWVvRdf/318de//rVS5wwAAABA9aMOBQBAdSIwBQDLsaxV+YcffhiPP/542Qq9pk2bppbngwYNiieffDLtywpXc+bMKTtv+vTpsfLKK8dGG20Ua621VsHmDwAAAED1oA4FAEB1UlzoCQAAFeerr76K3r17p4JVtmpvxx13jD/84Q9x+umnx3nnnRdXX311OtalS5eoVatWOmfcuHHps/fee0evXr1SwSqTna/9OQAAAADlUYcCAKA6EZgCgOVYVoQ66KCD4rbbbktFqWx1X9euXWO//faLzz77LLU679u3b4wZMya23HLLmDp1agwZMiT9feSRRypSAQAAALBU1KEAAKhOikqyX54AwHLrm2++icGDB8e//vWvaN68eRx//PGpWJUVnu6666747//+7/jpp5/S2Jo1a0aDBg3i2GOPjUMOOaTQUwcAAACgGlGHAgCguhCYAoDlxPz588tanmdFqGwVX1Z4Ki1WPfDAA3HttddGs2bN4oQTToiddtopiouL4/3334+PPvoo3n777WjXrl20atUqNt100wWuCQAAAACl1KEAAKjuBKYAYDny3nvvxbBhw+Kwww5LK/QWLlaVrvBr0aJFHHXUUWmFX61atcq9liIVAAAAAIujDgUAQHVWXOgJAADLxowZM+LMM8+McePGpSLTEUccsUCxqkmTJrHnnnvG9OnT48Ybb4zbb789rQDcZZdd0vGFC1OKVAAAAACURx0KAIDqzi9QAFhO1KtXL0477bRo06ZN3HzzzfHvf/87Fa+yIlRWrMqsuuqqseuuu0bDhg1j9OjRcc0118QjjzySjilMAQAAALA01KEAAKju/CIFgOVEVpDq0KFDnHvuudG8efMYOHDgAsWqOXPmpHF/+MMfYpNNNolOnTrF5MmTY+7cuYWeOgAAAADViDoUAADVncAUAFRDWdvyTNbW/LPPPosJEybE7Nmzo3bt2rH55ptHv379yopV119/fSpW1apVK52Treh78803Y4899ogXX3wx9t133wI/DQAAAAB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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def create_implementation_overview():\n", + " \"\"\"Create overview visualizations comparing implementations.\"\"\"\n", + " \n", + " if implementation_data['summary'].empty:\n", + " print(\"āš ļø No summary data available for implementation comparison\")\n", + " return\n", + " \n", + " summary_df = implementation_data['summary']\n", + " \n", + " # Create figure with subplots\n", + " fig, axes = plt.subplots(2, 2, figsize=(16, 12), dpi=150)\n", + " fig.suptitle('Code Quality Implementation Comparison', fontsize=18, fontweight='bold', y=0.98)\n", + " \n", + " # 1. Total Issues by Implementation\n", + " if 'Total Issues (A excl)' in summary_df.columns:\n", + " impl_totals = summary_df.groupby('display_name')['Total Issues (A excl)'].sum()\n", + " \n", + " axes[0, 0].bar(range(len(impl_totals)), impl_totals.values, \n", + " color=sns.color_palette(\"husl\", len(impl_totals)))\n", + " axes[0, 0].set_title('Total Issues by Implementation')\n", + " axes[0, 0].set_ylabel('Number of Issues')\n", + " axes[0, 0].set_xticks(range(len(impl_totals)))\n", + " axes[0, 0].set_xticklabels(impl_totals.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for i, v in enumerate(impl_totals.values):\n", + " axes[0, 0].text(i, v + 0.5, str(v), ha='center', va='bottom')\n", + " else:\n", + " axes[0, 0].text(0.5, 0.5, 'No total issues data available', \n", + " ha='center', va='center', transform=axes[0, 0].transAxes)\n", + " axes[0, 0].set_title('Total Issues by Implementation')\n", + " \n", + " # 2. Files Analyzed by Implementation\n", + " if 'Files Analyzed' in summary_df.columns:\n", + " files_analyzed = summary_df.groupby('display_name')['Files Analyzed'].first()\n", + " \n", + " axes[0, 1].bar(range(len(files_analyzed)), files_analyzed.values,\n", + " color=sns.color_palette(\"muted\", len(files_analyzed)))\n", + " axes[0, 1].set_title('Files Analyzed by Implementation')\n", + " axes[0, 1].set_ylabel('Number of Files')\n", + " axes[0, 1].set_xticks(range(len(files_analyzed)))\n", + " axes[0, 1].set_xticklabels(files_analyzed.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for i, v in enumerate(files_analyzed.values):\n", + " axes[0, 1].text(i, v + 0.1, str(v), ha='center', va='bottom')\n", + " else:\n", + " axes[0, 1].text(0.5, 0.5, 'No files analyzed data available',\n", + " ha='center', va='center', transform=axes[0, 1].transAxes)\n", + " axes[0, 1].set_title('Files Analyzed by Implementation')\n", + " \n", + " # 3. Issues per File Ratio\n", + " if 'Issues per File' in summary_df.columns:\n", + " issues_per_file = summary_df.groupby('display_name')['Issues per File'].mean()\n", + " \n", + " axes[1, 0].bar(range(len(issues_per_file)), issues_per_file.values,\n", + " color=sns.color_palette(\"dark\", len(issues_per_file)))\n", + " axes[1, 0].set_title('Average Issues per File')\n", + " axes[1, 0].set_ylabel('Issues per File')\n", + " axes[1, 0].set_xticks(range(len(issues_per_file)))\n", + " axes[1, 0].set_xticklabels(issues_per_file.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for i, v in enumerate(issues_per_file.values):\n", + " axes[1, 0].text(i, v + 0.05, f'{v:.2f}', ha='center', va='bottom')\n", + " else:\n", + " axes[1, 0].text(0.5, 0.5, 'No issues per file data available',\n", + " ha='center', va='center', transform=axes[1, 0].transAxes)\n", + " axes[1, 0].set_title('Average Issues per File')\n", + " \n", + " # 4. Tuning Effect Analysis\n", + " tuned_vs_basic = {}\n", + " for impl in IMPLEMENTATIONS:\n", + " display_name = DISPLAY_NAMES[impl]\n", + " if 'tuning' in impl:\n", + " base_name = impl.replace('_with_tuning', '').replace('_no_tuning', '')\n", + " if base_name not in tuned_vs_basic:\n", + " tuned_vs_basic[base_name] = {'tuned': None, 'basic': None}\n", + " \n", + " impl_data = summary_df[summary_df['implementation'] == impl]\n", + " if not impl_data.empty and 'Total Issues (A excl)' in impl_data.columns:\n", + " total_issues = impl_data['Total Issues (A excl)'].sum()\n", + " if 'with_tuning' in impl:\n", + " tuned_vs_basic[base_name]['tuned'] = total_issues\n", + " else:\n", + " tuned_vs_basic[base_name]['basic'] = total_issues\n", + " \n", + " # Plot tuning effect if we have data\n", + " tuning_data = []\n", + " for base_name, data in tuned_vs_basic.items():\n", + " if data['tuned'] is not None and data['basic'] is not None:\n", + " tuning_data.append({\n", + " 'implementation': base_name.replace('_', ' ').title(),\n", + " 'tuned': data['tuned'],\n", + " 'basic': data['basic'],\n", + " 'improvement': data['basic'] - data['tuned']\n", + " })\n", + " \n", + " if tuning_data:\n", + " tuning_df = pd.DataFrame(tuning_data)\n", + " x = range(len(tuning_df))\n", + " width = 0.35\n", + " \n", + " axes[1, 1].bar([i - width/2 for i in x], tuning_df['basic'], width, \n", + " label='No Tuning', alpha=0.8)\n", + " axes[1, 1].bar([i + width/2 for i in x], tuning_df['tuned'], width,\n", + " label='With Tuning', alpha=0.8)\n", + " \n", + " axes[1, 1].set_title('Tuning Effect on Total Issues')\n", + " axes[1, 1].set_ylabel('Total Issues')\n", + " axes[1, 1].set_xticks(x)\n", + " axes[1, 1].set_xticklabels(tuning_df['implementation'], rotation=45, ha='right')\n", + " axes[1, 1].legend()\n", + " else:\n", + " axes[1, 1].text(0.5, 0.5, 'Insufficient data for tuning comparison',\n", + " ha='center', va='center', transform=axes[1, 1].transAxes)\n", + " axes[1, 1].set_title('Tuning Effect on Total Issues')\n", + " \n", + " plt.tight_layout()\n", + " plt.show()\n", + "\n", + "# Create implementation overview\n", + "create_implementation_overview()" + ] + }, + { + "cell_type": "markdown", + "id": "a88b0e1a", + "metadata": {}, + "source": [ + "## Generate Tool-Specific Comparison Charts" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "ab8cda58", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "šŸ“Š Found 7 tools: bandit, ruff, mypy, radon_cc, radon_mi, flake8_wps, vulture\n" + ] + }, + { + "data": { + "image/png": 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", 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jsMMOq9JnAQAAoHzyHwAAQH6Q/wAgdyjwBGCljR8/Pnr16hXNmjWLPfbYIzp16hQffvhhPPvss/HOO+9E27Zt4+abb46FCxfGI488EnfddVd899136bdZO4Ys2B144IGl2jYAAACQe+Q/AACA/CD/AUBuUOAJwEqZPXt2nHnmmSnQZTP0unTpUnIsm7V33nnnxQsvvBC77LJL/O1vf0uz9rJwlx3LglzTpk1jrbXWSuO1ZQAAAMhd8h8AAEB+kP8AIHf4VxSAlTJ37tzUYiFrxVAc7hYtWpRm4q2xxhpx/fXXR8eOHeOll16Kt99+Ox3PAl2rVq1Sq4bicJeNF+4AAAByl/wHAACQH+Q/AMgd/iUFYIVks+2K2zPMmDEjtWfIzJs3L2rXrp1m52VBr06dOqkFw4IFC2LUqFHlnk9bBgAAgNwk/wEAAOQH+Q8Ack+dqr4BAHLbyJEj47333kshLgthm266aey8886x9tprp+MtW7aMJk2apFl8mfr165e0WiiekbfZZpulbWFhYRU+CQAAAMsi/wEAAOQH+Q8Aqg8FngCU6+yzz44XX3wx5syZU7Jv/fXXTyGvOOBlLRaaN28er7/+etxxxx1x9NFHp2A3f/78qFevXhrz8ccfp+2WW25ZRU8CAADAssh/AAAA+UH+A4DqRYEnAGU66qijYsyYMbHLLrvEwQcfHHXr1o3PP/885s6dmwJdJpupt8Yaa8Qll1wSxx9/fNx2222xcOHC9Lk43GUz+x566KEUBDfffPMqfioAAAB+Tv4DAADID/IfAFQ/BUVFRUVVfRMA5Jb+/fvH008/nYJaFu4aN25c7tgs5GUef/zxuPzyy1Mbhi5dukSnTp1i3rx58eyzz8YHH3wQ559/fhxxxBGV+BQAAAD8EvkPAAAgP8h/AFA9KfAEoJRsxt2JJ54Y2267bVx88cXRpEmTFOKytgs/l/0TUlBQUPL91VdfTbP5pkyZkr5ns/7WW2+91Lbh0EMPTfvKOxcAAACVS/4DAADID/IfAFRfWrQDUMobb7wR06ZNS7P3lhXuMlm4y2bsDRo0KLp16xZ/+MMfYujQoSkkTpw4MVq3bh1rr712bLrppmm8cAcAAJA75D8AAID8IP8BQPWlwBOAkvCVBbYsnNWpUyfWXHPNWLhwYfq8LP/6179i8ODB8e2338Zf//rXFOiyvx133HGp2X7CHQAAQNWT/wAAAPKD/AcA1Z9/aQFIsvCVBbwsiGV/WXuFXwp3mZ133jl+85vfxGeffVaqXcPPLesYAAAAlUf+AwAAyA/yHwBUfwo8ASilcePGsWjRonjiiSfSrL5fstZaa8Vqq62W2jr88MMPlXKPAAAArDz5DwAAID/IfwBQfSnwBKCUPfbYIxo1ahQvvPBCFBYWpn1lBb1sll8mG1u7du2oX79+mvUHAABA9SD/AQAA5Af5DwCqLwWeAJTSokWLaNu2bbz66qtx3XXXlbRv+Hm4K265MGrUqJgyZUr8+c9/TmGvOPgBAACQ2+Q/AACA/CD/AUD1pcATgFKaNWsWp5xySmrVcM8998SVV14ZCxYsKDm+cOHCknD30UcfxZAhQ6JevXqx4447pn3FxwAAAMht8h8AAEB+kP8AoPoqKDLVAoAyvPLKK3HSSSelQLfbbrvFwQcfHNtuu20Kc5nXX3897r///vjPf/4T5513XvTu3buqbxkAAIAVIP8BAADkB/kPAKofBZ4AlFL8z0I2E+/NN9+MK664IsaPHx916tSJjTfeOLVw+P7772Ps2LGx+uqrx4knnhiHHXZY+s3ixYuXaucAAABAbpL/AAAA8oP8BwDVlwJPAJaS/dNQ3Gph0qRJ8fbbb8dDDz2UPmftGho1ahQ777xzdOnSpaQ1g3AHAABQ/ch/AAAA+UH+A4DqSYEnAMslC3YzZsxI22zm3pprrllyTLgDAACoOeQ/AACA/CD/AUDuU+AJkKcz837NsbIC3LLGAwAAULXkPwAAgPwg/wFAzabAEyBPFIe0adOmxYQJE1LbhfXXXz+aN28ef/zjH0vGCW4AAADVm/wHAACQH+Q/AKj5FHgC5FG4Gzt2bJx33nnxxRdfpFYLxQ4//PDYf//9Y/PNN6/S+wQAAGDlyH8AAAD5Qf4DgPygwBMgT2Sz9g477LA0Y2+fffaJ/+//+//i448/juuvvz4mTpyYZvH9/e9/jzXXXLOqbxUAAICVIP8BAADkB/kPAGq+OlV9AwCsevPmzYsbbrghVltttTjjjDNi5513TvtXX331WG+99VLA69GjRwp32dj69etr1QAAAFANyX8AAAD5Qf4DgPxQq6pvAICK88ADD6R2DD+XtWMYM2ZMbL311iXhbty4cWnG3uuvvx6XXXZZdO/ePa666qp4+OGH03HhDgAAIHfJfwAAAPlB/gOA/KbAE6CGOO+88+Liiy+Oa665ZqmQN3v27Pjmm29i/fXXT98/+uijuPXWW+PJJ5+MSy65JA488MAYP3583HvvvTFs2LAUCAEAAMhN8h8AAEB+kP8AAC3aAWqI3XbbLd5999247bbbUsA766yzolatWqnVQp06dVLbhXfeeSdeeOGFeOKJJ+Kpp55KgfDQQw9Nv99oo41Sy4Zs5l72GwAAAHKT/AcAAJAf5L//n70/gfd8rP/H/2sYYzCjZC0kylZM9gkpMUQUQllDWZLlY19CUYo2WlRoIWSrVBKpqShL1gqJNFmzZt/GDHN+t8fr/3+d73vOvM/M2WbO68zc77fbub3He33trufr+byuCwAwgifAbGLDDTcsxx57bFlmmWXKD3/4w/KVr3ylCvQSsC2++OJlhx12KLfddls5+eSTq557xx9/fNlpp506g7kEh88991xZY401yogRIwZ7dQAAAOiG+A8AAGDOIP4DABR4AswGEsjlb7311isnnHBCWW655cpZZ51Vvva1r3VOtzBu3LgyZsyYcv/991fBYKZliASAmbLh4osvrnr6rb/++oO8NgAAAHRH/AcAADBnEP8BAGGKdoDZRKZjuO+++8orr7xSRo8eXQVrP/jBD8rcc89dDjnkkLL22mtX0zFMnDixXHPNNWWfffYpa665ZtWDb/z48eXOO+8sRx55ZBX8AQAA0FziPwAAgDmD+A8AGNZRj80NwJCUy3h64d1+++1lzz33LPPMM09ZaKGFymKLLVauvfba6j277rprOeaYY6p/X3311eWyyy4rv/rVrzq/Y4UVVqjeU/fqS2/ABIwAAAA0h/gPAABgziD+AwBqCjwBZgOPPvpoFdy99tpr5dBDD62mY4jrr7++fPvb3y4333xz2WWXXcqxxx7b+Zn02Hv++efLggsuWN7whjeUxRdfvHpecAcAANBc4j8AAIA5g/gPAAhTtAPMBu69997ywAMPlL322qszuEugtu6661bTNZx66qnlvPPOKyNHjiwHHXRQNX3D29/+9mm+JzX/gjsAAIDmEv8BAADMGcR/AED4vzjAbOCuu+4qkyZNKiuttFL13/l3pm2IVVZZpXzqU58q8847b/n+979fvvWtb1U9/dqpPwMAAEAzif8AAADmDOI/ACAUeAIMMemZ19Xyyy9fBWd///vfq/8eMWLEVL3y1lxzzbLttttWPffOOOOMcsIJJ8zSZQYAAKD3xH8AAABzBvEfANAdBZ4AQ0ymUPj3v/9drrjiis6eeIsttlg1FcM555xTfvvb31bPJeCbPHly5+eef/75svDCC5cxY8aUZZdddtCWHwAAgJ4R/wEAAMwZxH8AQHeGd/sKAI30v//9r+y2225VoJfeeZtuumlZYYUVyuGHH16OO+64ctppp1WvjRs3rswzzzzVZ+65557qb5tttim77rprFehFPm9aBgAAgGYS/wEAAMwZxH8AQHcUeAIMMQnedtxxx3LuuedWwVx68W2++eZl++23Lw899FA1BcPRRx9d7rrrrrL22muXJ554olx66aXVf++1116COwAAgCFC/AcAADBnEP8BAN0Z1pH/wwMwpDz11FPlkksuKd/5znfKEkssUfbbb78qyEvAdsEFF5SvfOUr5eWXX67eO/fcc5dRo0aVfffdt+y+++6DvegAAAD0gvgPAABgziD+AwDaUeAJ0GBTpkzpnIohwVt66yVgq4O8n/3sZ+W73/1uWXzxxcv+++9f3v/+95fhw4eXf/7zn+Xee+8tt99+e1l55ZXL0ksvXVZfffWpvhMAAIDmEP8BAADMGcR/AEBvKPAEaLg777yzjB8/vnz84x+veuJ1DfLqnnxvetObyt5771315JtnnnnafpfgDgAAoLnEfwAAAHMG8R8A0FPDe/xOAGa5F154oRx55JHlnnvuqYKzPffcc6og7w1veEPZaqutyvPPP1++//3vl/POO6/q6feBD3yger1rQCe4AwAAaCbxHwAAwJxB/AcA9Ib/0wM02HzzzVcOO+ywstxyy5Uf/vCH5cwzz6yCvgRvCfJi0UUXLVtssUUZPXp0ue2228q3v/3t8qtf/ap6TUAHAAAwNIj/AAAA5gziPwCgN/yfH6DBEsitu+665dhjjy1LLLFEOfvss6cK8iZPnly9b4UVViirrbZa2WijjcrDDz9cXn311cFedAAAAHpB/AcAADBnEP8BAL2hwBOgITKdQmS6hYceeqj85z//KZMmTSojRowoa665Zjn++OM7g7wzzjijCvLmmWee6jPpufe3v/2tfOhDHyrXXHNN2W677QZ5bQAAAOiO+A8AAGDOIP4DAPpLgSdAQ4K7TKdw9913l0MPPbR89KMfLXvssUc55phjyosvvljmnXfeaYK8U045pQoGb7/99nLhhRdWgeCSSy5ZFlxwwc7vBAAAoFnEfwAAAHMG8R8AMBCGdXR0dAzINwHQr+AuvfD23HPPqtfeW97ylip4++9//1s22GCDcuqpp5ZRo0aVV155pdx6663lc5/7XLn33nvL6NGjy8SJE6upGo444ojy8Y9/fLBXBwAAgG6I/wAAAOYM4j8AYKA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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def create_tool_specific_comparison():\n", + " \"\"\"Create detailed comparisons for each linting tool.\"\"\"\n", + " \n", + " if implementation_data['summary'].empty:\n", + " print(\"āš ļø No summary data available for tool-specific comparison\")\n", + " return\n", + " \n", + " summary_df = implementation_data['summary']\n", + " \n", + " # Get unique tools from the data\n", + " if 'Tool' in summary_df.columns:\n", + " tools = summary_df['Tool'].unique()\n", + " print(f\"šŸ“Š Found {len(tools)} tools: {', '.join(tools)}\")\n", + " else:\n", + " print(\"āš ļø No 'Tool' column found in summary data\")\n", + " return\n", + " \n", + " # Create a comprehensive heatmap\n", + " if 'Total Issues (A excl)' in summary_df.columns:\n", + " # Pivot data for heatmap\n", + " heatmap_data = summary_df.pivot_table(\n", + " index='Tool', \n", + " columns='display_name', \n", + " values='Total Issues (A excl)',\n", + " aggfunc='sum',\n", + " fill_value=0\n", + " )\n", + " \n", + " # Create figure\n", + " fig, axes = plt.subplots(2, 1, figsize=(16, 12), dpi=150)\n", + " fig.suptitle('Tool-Specific Issue Comparison Across Implementations', \n", + " fontsize=16, fontweight='bold', y=0.98)\n", + " \n", + " # 1. Heatmap of issues by tool and implementation\n", + " sns.heatmap(heatmap_data, annot=True, fmt='d', cmap='YlOrRd', \n", + " ax=axes[0], cbar_kws={'label': 'Number of Issues'})\n", + " axes[0].set_title('Issues Heatmap: Tools vs Implementations')\n", + " axes[0].set_xlabel('Implementation')\n", + " axes[0].set_ylabel('Linting Tool')\n", + " \n", + " # 2. Bar chart comparing total issues per tool across all implementations\n", + " tool_totals = summary_df.groupby('Tool')['Total Issues (A excl)'].sum().sort_values(ascending=False)\n", + " \n", + " bars = axes[1].bar(range(len(tool_totals)), tool_totals.values,\n", + " color=sns.color_palette(\"viridis\", len(tool_totals)))\n", + " axes[1].set_title('Total Issues by Tool (All Implementations Combined)')\n", + " axes[1].set_ylabel('Total Issues')\n", + " axes[1].set_xticks(range(len(tool_totals)))\n", + " axes[1].set_xticklabels(tool_totals.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels on bars\n", + " for i, (bar, value) in enumerate(zip(bars, tool_totals.values)):\n", + " axes[1].text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.5,\n", + " str(value), ha='center', va='bottom')\n", + " \n", + " plt.tight_layout()\n", + " plt.show()\n", + " \n", + " # Create individual tool comparison charts\n", + " n_tools = len(tools)\n", + " if n_tools > 0:\n", + " cols = min(3, n_tools)\n", + " rows = (n_tools + cols - 1) // cols\n", + " \n", + " fig, axes = plt.subplots(rows, cols, figsize=(18, 6*rows), dpi=150)\n", + " fig.suptitle('Individual Tool Comparisons Across Implementations', \n", + " fontsize=16, fontweight='bold', y=0.98)\n", + " \n", + " if rows == 1 and cols == 1:\n", + " axes = [axes]\n", + " elif rows == 1:\n", + " axes = axes\n", + " else:\n", + " axes = axes.flatten()\n", + " \n", + " for i, tool in enumerate(tools):\n", + " tool_data = summary_df[summary_df['Tool'] == tool]\n", + " \n", + " if not tool_data.empty and i < len(axes):\n", + " implementations = tool_data['display_name'].values\n", + " issues = tool_data['Total Issues (A excl)'].values\n", + " \n", + " bars = axes[i].bar(range(len(implementations)), issues,\n", + " color=sns.color_palette(\"husl\", len(implementations)))\n", + " axes[i].set_title(f'{tool} Issues by Implementation')\n", + " axes[i].set_ylabel('Number of Issues')\n", + " axes[i].set_xticks(range(len(implementations)))\n", + " axes[i].set_xticklabels(implementations, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for bar, value in zip(bars, issues):\n", + " axes[i].text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.1,\n", + " str(value), ha='center', va='bottom')\n", + " \n", + " # Hide unused subplots\n", + " for i in range(len(tools), len(axes)):\n", + " axes[i].set_visible(False)\n", + " \n", + " plt.tight_layout()\n", + " plt.show()\n", + " \n", + " else:\n", + " print(\"āš ļø No 'Total Issues (A excl)' column found for tool comparison\")\n", + "\n", + "# Create tool-specific comparison\n", + "create_tool_specific_comparison()" + ] + }, + { + "cell_type": "markdown", + "id": "61cd5b86", + "metadata": {}, + "source": [ + "## Analyze Complexity Metrics Across Implementations" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "58b9de0b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "šŸ“Š Analyzing complexity data for 1 implementations\n", + "Total functions analyzed: 161\n" + ] + }, + { + "data": { + "image/png": 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2o2CwVFgnsL7frFmz0j2ubA6PPvpohswiyhijjnuP6lCwA/y0006LmEktN+h4pvIF11kkyozjp8w4wQCxnGSXUmYgZcxRwJwCj4L10p+BKVY6jvfv3z9DsFQwoETH8bD9XfvBbbfdFtO+I+ooVrbDRG8LdeZr/wgLbAnS/qFAGAVz5CTTT1iwVBhtCwXSeFlKckLrSAFMwaA7CWYP1DEqLCA7KK/O6wpQCDu+KdDKHzymbXbjjTe6c2Qs209BqQqgDTu2KiCqR48eocFSYZQlR+cUBT4ExbtOZYeC8lT+YLCUnwJ9tL1UB4PBUsF1d/vtt7vMObFsWwWIhWUq8ijQSMfzYJBoVigbkzKRBc8VQdpGWvexXm/qvKWgumAAd/Bcr+sdneeCwVJ+qocKhgk7nmr9aJBCMFgqSK/VNZ+m4o52jvfTeVp1Ltr5XsdnBd/klI6/CqoPC5aKtO6ye52YHfo8ZSENC5YK2yY33HCDC0qOVU7WtYLqVNfCgqXCKFBPAXaZXY8DAAAAyBsETAEAAABxpow5wY7t448/PscZmTzBDCXqVFKHeiwZPDRViKbACQb+hHVqa1oKTWOi30HKWhDpMzOjrAHBIAMv0EAZITQlSpA6wBQ0oo7EzKjz0OuUUMCZpqMJy06gDERbt251f2t6Ii0Xto3UgR6cJk6vU6dbkKb5UEYQZSUIBg6IOqU9ygyhaT/CpvzR9HJ6Tj8KKsoqfTcFZwQpe4fqYtiUOuqYjNaBGIkycQRFm4YmWetMGP930jbXtgnLRKHAJGUCyw4vc1SQ6oCmcwtO46bOU3UUe9/To8xFCigJUnYKHe/UCa5jiZ+y4KhTMqvZWbRPqO4H66m2t7df6Mc7pikTT7BzUoECQaoLysbkp+xH2c0eowAkf8CYnHXWWWlZcsKmysxKh65HxxqvU1f1RNstLLhQ2yAYrCvKnBYMENG6VX1T5q+wqfz0vaIFHoTJzW3hBXIGqU6pfqjc2geDFKCjwL+sWrJkSYZt6a1vHc+UrS64rysIQsFDOQlmlOCxTfVH9cgLQlO994sl8DavzuvelFNeOXVc0DZTILc/O5T2e237IG0zfb6Cv8OCHnTMDgb26fsGA6l0ftVnazrRYGC5l6UvGNwR7zqVXZomT4FJ3nVCpHO2sv55QYfaBqqjYdPIKRhPwbmZ0ft5ASDedgrL+KX3GzBgQLbqvbatAvmC18g6num6KSwzo7I/KnNjZpR9zaubmqJR1wZh52dtTy9YS+dbncfDMgjp+BQMHtZ3VpCa6pef1r+uQ8Lqos7fYefgIA188M6hXv1WEGkYnUf8AdBZOWd653kFoEfaF7ROgscdL+DQu1bSugu+r/9a2Hsu0pSQmV1XKjNXMNDMmx4y7ByoZTXYJLjNcntdi44jwUAz1SGVS+tP3z9IU6GHnWMAAAAA5D0CpgAAAIA4C8tqENY5mF2tW7fOMK1DWMeopoMIZr9Q5hN/II86stV55KdOEnUCa9ohBZLoPdRxEQwqyE7WhbBOTFH2CH3ehx9+aJ9//rnLoFG3bt0Mr9V0YbFQJ7eCkzQ6XMEr6iyMFLB2+eWXuw4tLaflwwKYgpmKVD5/EIDWjTpqNH2InlOgmgJVqlWrlu51yi7jdTIqo5JG0AfXv1cmPacfTRuTFerYVadWsBNMUyOpw0ZTP2mbajS+nzrBlAUrqzTtY17W94JSZyJRx5qyHOj9tG20jcICbZQpJtZMEH7KpuKnjnAFOSmwRh3M8+bNcx3AwWOYP7jP/729QA7/OlYgmaaFCnZuaiqd8uXLZ7nMqoeq+9pHgvXK2y/0E8zG48/Co+0SpGCQYIaHnEzHp87PYDCQP6BVGaaCAQeqp5ll+opUP9XBq3qi7aZjc1igYDAISYFAwbp42WWXuU5l1Td9Bx0PglPL6TgVLcNNJLm1LRR4HMzeoQ5+1Vd9d5Vb+39wKlEFTPjrRqz0vn46xypQQ+tbgUQKTNH3aNGiRbrllGknOO1tVigbUvCzdZ72ghVUf4KZypTdJCxQNZ7ndWVXUR3SdlR91P8eb5o/Px1LlelIn6vPVzCVjjHBKc90jtTx0C+4fhSEodfrsxVIo+2i38EpWPU5mu4wUXUqpzQVncqj/VTft169eqHL6TpDxxXVUa1fZYnK7vnIO7fqWkbrROcjZSgMBpJpG+u8m1UKPlE2PD9lU1Vd0nWTPk/n3uCxTdcAsWTnUYCZrnX0fro20HoJCw70MmF653t93+BggrD1pnUcPMaeeeaZbl3ox6uLCuTzGzlyZNQMgeJ9v4YNG7q6qPqtzGvKbhkMXlLgmf/4nNVzpsrpBeV5VO+1/rXdtU70t6ZLDgYaecGD/vcO0hSQ3nOxZtz00/V0MDOe1rPWv+qJjjk6NmsaWD9dgyg7YmYZ5HKyrsMyqyqjqQIdvXOz9lsFVQWDkbMTMA0AAAAg5wiYAgAAAOIsbHo8deLkFjXABzu31bERnNJHnTfBToNgcIA6HoLl1bQRCozwRm8rwOrKK69M1xGuIA8F4QQ/MzNvvvlmhmnPrr/+ervzzjvTBYEpS5My6gQDjtQBFuxsixQk4p/aSX+rsyWoQYMGrjPH+2xlJQgGEoUFwalDWx3L6tA855xzrHPnzu7HH4ymbCuaYijYmZPVrC1ZpQ6qYEeTpl1p06ZNWue4MgMoSOaUU05JF5Ch8mU1a0Re1/eCUmciUeeuPyBC+9WQIUMyTL2p99N+nhXKMhbs6FN2DwXM+OuCyq993i8so5c89NBDGbInqBMw+DnaL4LBM3lFdTtY58KCSIMZ99Sprewt2aWAGj+tF/+2VMdr8Jir/UWdqlmlABh/nVA2nGCgm2zYsCHd/wpIUaCVsoNpeygoQMcDfyYSnVM09VEswZDx2hZhHd5NmjRJF+Cjcvfp08cFeOi8pQ5qdX5rKrisCh4zjzzyyAyBkNrXlTlJx3UdfxTYo/NsTqZ0VB0KBoIE95usZirL6/O61ovOfd75ThlkTj755LTndRwOnkcUnKVAHn8mH623sWPHZjiejBkzJl0gYnDbKIuLtkWw/ui4qe903333uaAbbRt/wEK861ROKPBSQWhexkGdb8L2UW0DBXl4dVXfRdNvBjMNxXo+Ul1T3fYCpPR+ut5RAEtQLFNDZlZvFeCj6V61v/m3STDQV9OyKagpMwrS1THIf5xUQFaQsglpqjUvoFXHLJ0bg4LrLZjdTQHBCubyZydSXdR53Z8tUvU5luO+rsMUHO3PyqRBEmHHgFiyZ0aidawgLk31qu2rdaZ67y+zAs20P+XGeSErFPQXzHaqwC1l6VImKI+2nYK1lZkwWFcUZJiX6zp4TKpfv366Y432G92nKZBcxz3VcV1TZWdQAgAAAICcy505PwAAAADELNiQLjmdsiesM80f0KCOQHUO+kdbe1O1eNQZHZwqTSOigzRSOoyCVM4//3zXGaRgoOwIdpKrE/Cmm24KXVYdWBrxrunB/OtxxowZ1rVr14ifoSnswjIFBLNPSDCgScKmD/FnqfA6WpSdQD+R/Pzzzy4TSFB2sstkRTAbhzrAgwF2HnWMqmNd9SJs6p1YhHVC52Z9Lyh1JoyCr9RxGS3LRzAAKpjhJit1Qc4999zQZZURwt+ZrcAbBZr5OyhF+74yOIQF63gUzBDWwZ5XvCBSfwCTMmhoX/MCNJRZJpgVIifZpZRZKDjtpTqeg1MqqvM1OFWhOt2zEkymYJRg9jQvO0Zm9U77hAKtggF4wc5gZcTIjWNVbm0L7VN6L//30b6n91ZQmvYbb/oxHcdyKnhuVN3X+U7btGnTpm5fVfkV2BE2lVV2KEB10qRJGc7TwSwx+r7ap/zBGwq+UGd8MNtkPM7rWj4SHW81tVswaC8YkOnRZ1511VXppspTcIm+g3esU9mUsdGjDC7aPgrK1LZRsJAChxSAFS14Ld51KicU1BoUzMYlqpeaes5PgZo6p/mDWGM5H0nPnj1DH1fQ0dChQ23Tpk1pj4VN+xuNshF6U+F5dA0VNr2ojnkKpPMHmOuYEZzy00/7ZzB4JtJ5XMeb4LE6s/O49tfglKeqf2EB4jpval/2B/6o/JH2Q//5Iuz9dKwPBpsFA8mzQutW2SKDGSOD2e+C2bQkO5kusyJ47yK63oiU8VNBXwpq9F93KltUcPry3FzXOib564KCkHWM0nWUzrVehrRIxz0AAAAA8UXAFAAAABBnYdN/aEqH3KTR1uoQ00hqfxYPL2BKHY6arsIvbJT9ihUrMnReRgqcUVYH/WSXOswVZBD8HsFMCH7NmjXL8NjixYujfk5Yp5eEfY6yDwSFdUBnFgCk6Q/VebJo0SLXQaZOpuDUP57gtGW5LbhN1WkXqaMp2DGfHepgDmZh0NQz2Q3ASpY6EyngJdpzsWTK8guuO+nWrVvosmGdoJp2KRgwJQoiUadmpIwZDz74YK5s/6xQAJI/SEfHQE1jpYwRooBSfzCrAizCOtdjFZaBKywISpnPNIWYv+NcU7hperCwuhQm0nL+rCzRAnaD21nTTOlHZdLv1atXhy6b3cDH3NgW2qeU3UQZQPzHWQWb6UcZPBQoogAZBVFovw9OG5YVp512mgs+8QcI6PyqrCb6URCKjpfKyqfP0nHIn1EwOxRI5g9AkeAUU6LjtwI8Ro0alW6dKsNPly5d4n5ej5aVTXVJ2ykYVBKc+s9Pmfz8AVPeMdsLmNJ31DSz/qxZ2k7etlJQsI6X2jYKWIi0v8S7TuVE2Dkp7HwUDJaKdE6KZV9WEE2kuqC6riw6/mAW1V0dT4KBR1k5HykTWDBoMNJ1s6YXjUZBKmFlCQuKCVtvmZ3HNRVdcApWrY+wAEUvQCwr5c/tY31W6Htpf/Jfw0bKYJXX17DB6zVtv2jXSsrupXrrr1+ZXfPldF0r45yCTf3Pa1o//chxxx3njiM6r+iYFMyIBwAAACC+CJgCAAAA4iyssX39+vW5+hnq2FOntKb98ChASh1M6lxQRh3/yHgtHxYwFZwezsuukBf0WcFOO3UqRKNOXnWA+YM5MpsOJNJ3CAsaCk4FJGHZDiL56KOP7I033nCZA3I7i1h2xXObevU9GDCl7ES5ETBTEOtMZscKf+dtMBtK2PSH0YRN/xgpOCZMtPWmjAo6zgQ7tRVI0rJlS4s3ZYdRh/natWvT7Z9ekE4wU5mCK7KbKU9Z1d57773QdRImOE2eKIOFMgTFIqzOSVhwQHB6N38HsgJFlAUjJ5lJ4rktNLWYpocLm35O3/OXX35xPwqmUTCJgo00jZkyAGaVAkJ0PtVUc8EsMt42V0Yd/SiA6thjj3XBh1dffXXMASOxBN0p0CwsEDFsmrwJEyaEBkzl9TmgbNmyWTpmaNqyaMKe97+P6oamD9MUeWFBHFo3Cj7Tz+OPP24nnniim2Y0LLNiPOtUToRts7DzTKRjQ6Qg6eyejyQs6EPnpFjXTdj5SNs51inetm7dGvX5SPU81vWW2ToLC4LX94/1vJxZ+SOVK6vH+qxQFsvRo0e76X7DsoUmQnA96VibWXCqrgv9AVN5va6VkU6B4ZqiOCwTo875mhZQPyq7lu/Vq1euDFIAAAAAkHU5G+4GAAAAIMuUfUHZKPyWL18e8zQW6vRTp546TYOj2f0UMOXP2qBGe2/amuCUFhrprFHYmcnLDpPsBpUEOyqiZaqQ4LrPrWX9FMSjaUD69Onjsgv4g3rUeagR5X379nXTqiVaXneCBaey8qYjjIUyFWgdKZAjLHtSQaozYTI7JgS/R1bXR04zUIQFaXg0hVtY5jwFm8yZM8fizQsi9dO0PFrHynimDuHcmo5PU46FdcgqM0fYT1hAgAKuYj0nRArIibU+KItLp06d3DnFHyylgBAFK1133XWu4ze/bQvta4MGDXJBRJraKFpAh86VCnJRpiplRssOHbvHjRtnzz//vAvuUsBiJMqu88QTT1jnzp0zZFSKhbLP6Fwflh0qrA6FBToqY40yhMX7HBAtw192AnXCAj+Cx2xlN1IWTU0Hqmwz0QIotF50bg4LSIx3ncquWM8zuXk+yqyehG2nrJyTcno+ymw/y+vzeF6XP9qxPqfZ7MIouFABnzoO+be9AomU9U2BgrrOjbfsXvdl5ZovN9a1zqm619I00NWqVYu4nO4PdP7T8v7MiwAAAADihwxTAAAAQJypk7VevXpu2iWPOiOUASqWzCtTp051Hdv6KV68uJsWRpkVateunW45TZWljkP/56hDsU2bNmmBU56w7FJhI/JjHemfHfosdab6O53CMq/4KXNRsBMvWnaLvOhUCaOpkTRy3O+aa65xHbD+qXSUASQRU0L6p4LJy20qCrjQ1FB+mnKrXbt2mb523rx5NmvWLPfjZQbROlQQQkGrM2GifRcFlgQzF2jqqawILq8OQk25k1MKFnrggQcidqrfddddNmXKlNCpkPKSgnQU7OJfh6pbCnzwByfpuHruuedm+3PCMgNllbKtKOtSLIFbOeksX7hwoQ0ePDhdUOdZZ53lOnl1nvI6p1etWmX5dVsoK4d+lMFLmbKUFUWBecr2FMzuovV65513ZjgmZWX/VrCUfrT/KSBWAYD6PH12cJ9UMNOwYcPsnnvuydLnaBqy3JhSS1PJaTvG87weLZAsLLNgZhk2w54PO2ZreryuXbu6Hx2DVA+0fbRtlF0mmI1QwQkKXtY1USLrVF7KzfORrhtUJyMFvYUFiWblnBQ2XbWCDnMyNWo811tY+fv16+eymeWWvAiMCqP7C//UlKJsarqO1b2Gt36Cwa3xoH1fg0z8wanat6OtG02XGHyPeKxrZb9TcKZ+FNSq+zzdk+lYEiyTBgjouknBaNnNbgkAAAAge8gwBQAAACTABRdckOGxV199NdPXqePQPx2POmenT58ecSR0MChFU2Qp+4k6p/0j6cOmphF/cI83Aj5Sx/nSpUvdtBLXXnutDRkyxAUDZRa84qdyBD9PHQvRsmip8yFImSYSbcyYMen+1/odOHBghu8Xy1QtudnhKcEyLFu2LDQTkKiutGrVym688UYXsDR58uTQaXOi0euDHegaTa9MKbEEngUzg/in8SpIdSZMtExMYZljgusiMykpKen+V6BKpP1bneX+QLtoFGQQbcobbcNHH33U4q1KlSouiNRPQaTBKeAURKEpD7NDx2gF/uQGBbvktbFjx6YLJNH0Ri+++KKdfPLJ6TJ5ZHW6x3huCx2TdBxTB7eCgxSgoGnxtP9oHdatWzdDhrucBIDpvKbObi9gecCAAS7zlAI8FQQWzEoU/E6xyK1MIx9++GG68308zuvRMsBoKsZgoKT2l2jTh82cOTOmY7aCeXRe0fdRYJausxSAoOBMBXYoUDNIdS4/1KmDga43FyxYEPqctl8w2FbbOiuZmoLnI9H0h2G0rbV9ciOoMDePacHvG6n83nOxZhFM9DWs9oHHHnvMZQz1X5Pm9nkhFjVr1kz3v65fw6ZJ9axZsybD9Wa8rvmUsVHZ57R/qH5oilQFAeoaWPduwUyL2sd0nwYAAAAgvgiYAgAAABLgsssuyzDCWR1x6qiORB0rymIQzGCh6fTCOprk/PPPTxesosb7YKCCOkODGSc8TZo0yfCYOobDaAopdaQqIEXBX8qosXHjRssKdT77qaM30jpRJ8kLL7yQ7jFlPtD3SSR1IAW/d1jmAQUpqMMkO6Pcc9JJqIxPwXoVqXNe21SdTercUbYBBX1ltYNPHdcdO3ZM95gyPN1+++1Rp3RTx3xwSip1xLdv377A1ZlIlJFAnf2RAl2CFOSSFTp2BL322muhy959990u88Gpp55qV155pQuKCgZiiDKrBYMQ1MGp7C9+b731VmggRFYE941YphYLBpEq21mwgzJSxr1YaF8KZrJRnVNARWY/wSyBCsDxZ9LIC//73/8yTKcWlkEmO0E/ebktFJjUrVs3O+OMM1yd1Dk1GMypjn11jIdl6frjjz9iLqfOuTr3dujQwQV56XihKVWDFEClzFPB/Sorn+Vt95UrV6Z7TFNjxVKHunfvnu51Ch4NZjvM6/N6tCBf7bM6jvgp0EjHgzD6rOCxTudT7zuo/t56660uC1GDBg1ccPLIkSMzvI+C2LQOg9c6/m0Tzzp1sNK5NSy4TdcywUxgWT0fKStqMLPOxIkTQ68TNNVZ27Zt3TbXMUJTw2ka2ETSwAVlJQuul2AmIS/gWXVW60jX6arDkYL3clOs58zgeSFSprBYzwvZOVdHErzmkyeffDLidbGeC9bZWLL5Zpe2Y8+ePd1naPsqKCosUF/1XRm7kvE4AgAAAOQ3BEwBAAAACaAgprBsB08//bTr+NHI+WDnijrywjLOhHXcepSZQxl+/IKdWtGmfNJUSMFgHwVUvPTSS2mBM+qIUKdWsFNTo6mDUwFlRtOtBbNT6LM0st0fnKHOnKuuuipDRgd1wB933HGWSMFgCa/T2R8cokCYW265xU3vExTs9FEnfJBGrHvrPtasP/51FFzHyh6lbeiVXZ1ZWu/BDjwFWykDTVZpeq9gR6iyUSgAQR2K/s4zZSZSUN9//vOf0LIHs6MUhDoTjQIUVH+8baOgx4ceesgFl/jpO5x22mlZem8tH/zub7zxhptC7O+//06bJkbr0wteUwCBAjpUd4OZf1QXH3zwwXSPKfhG20L1Pey7KRtMdgX3DXU0esEcmqYnjDqn/a9TgKM/I9kRRxyR7QA671jop2w6YR28sWYezOssU8GOZAXqKCjCq28KVlCHc3B6JslpdpecbAstp+nWvOnktF8oE17w3Kkp8d58880Mry9fvnzM5VQZFbimY5aXjU+Zdu699950mdS0zhTIEcwwVqFCBcvplI6xThEZNn1ZsA7F+7wepCwrQTpuvPLKK+kCwpUtUNc9waClHj16pNUbnVc0xbCy9XjnEb2PjmP+4F7VFwVEBTPi+LdNPOvUwUqBH3fccUe6baL1H3Y9G8yeE4vga3QcV/CJ/7yt9a9zoGib69yuoMBIgf/xFAwCVR1SdjaV2X/9pwBM7xiqY4uutaJlZsstsZ4zg9exytCmaUL953oFUWuK8FjOC8HP1TbTtUXwc2OhKWMrVaqU7jEdK7Sv/vbbb2mP6dis9awse366hoyUVTe37u8U+KtMmt75VYMNgtMXar37p6VNpuMIAAAAkN+ETzwPAAAAIM9pVLw6XV9//fV0j6vjRz8KTFFWBHXebd68OfQ9NDo5LEtMsAMq2GHgHzWuKY8iUWf/9ddfb0OHDk17TB0AmlJi+PDhbsoVdXaETdOmIJmsTidXrVo1lwVCHZ5++l8dt1WrVnWdmv5p2fwdn/369bNE0zbTevGXUZ3A1113nXtclHEg0hREwaw96thW0Im/E0rBKy1atHDvqwwL0TKTBamjqVOnTjZ+/Pi0x9SxrA5PBSqp3qnswWn6tC3Dgl5izTKlYEBlP/EHRyk4Q++prDbafvqO6kwMCzpTR73XyVjQ6kw0ClxSB7WmwzrmmGNcxq+wKQe1n2a1w1XL33bbba4zz0+deKNHj3Z1JdL+HRaoqSC34LLaNprG5/jjj3fZspQFx6PMNYMHD8729HyqV36qW+oIVR1WB7sCTIOd6DrmKYg0rKPXCybJyjRSft98802Geqbja6QpU8MCpoLZMDQNpuporO+RVSeddFKGbCLaV5VNSOtXHdCRsoGEZRjLipxsCwXNKGjFXwYF8Wkdavtru+vc6QW/+Cl7UDCAMzO9e/d2gRvBQCQFESjoUAEBqs9h6yQrGcv0+mCgqsoaa7YeZT9S5hJ/4ICCNRYvXpyW/Sbe5/WwQE3tpx999FHaYzr2K7Dyueeec8edsEyNXn31Z2XRdlYgrIK9PArEGDRokPt+Cj5Q/dV7BbNzBrdNvOvUwer99993U0Pr3KuA17DtpHoYzCQWC21bZRvz1z1tAx0LdC7XtYHqdvD6Sc/rPJMfAqY0lbA/Q5wCopQZU/uVjuO6xvGChTwKQgwObsgLsZ4zdaxQ8KBH61vXCTpG6Pi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O9UEAoCYqLfQAAICa4YUXXojhw4fnokcqWqy77rqx8847x8orr5z3t23bNpo0aZJnkSX169evbJ1dMSNs/fXXz+9Tpkwp4JMAAAAAAD+W+iAAUJsITAEAP+iss86Kp556KiZPnly5bdVVV81FkYqCSGqZ3aZNm3j++eejX79+cdRRR+VCyMyZM6OsrCwfM3r06Py+0UYbFehJAAAAAIAfS30QAKhtBKYAgO915JFHxmuvvRZdunSJX/7yl1GvXr344IMPYvr06bkAkqSZYs2aNYuLLroojjvuuOjbt2/Mnj07f64ohqSZZXfddVcunGywwQYFfioAAAAAYHGoDwIAtVFJeXl5eaEHAQBUT7169YqHH344FzZSMaRx48aLPDYVRZL7778/Lr300txWu1OnTrHNNtvEjBkz4tFHH4233347fve738Xhhx9ehU8BAAAAACwJ9UEAoLYSmAIAFirN+DrhhBOiY8eOceGFF0aTJk1y0SO10f6u9HOipKSk8vuzzz6bZ5N99NFH+Xuadda6devchvuQQw7J2xZ1LQAAAACg8NQHAYDazJJ8AMBCvfTSSzFhwoQ8e+z7iiFJKoakGWPXXXdd7L777vHTn/40/vOf/+SiytixY2OdddaJlVdeOdZdd918vGIIAAAAAFRv6oMAQG0mMAUAzCcVK1KBIxUzSktLo3nz5jF79uz8+fvcfvvtcdNNN8Xnn38el112WS6ApNcOO+ywwGwzxRAAAAAAqJ7UBwGAYuDXCAAwn1SsSAWRVLhIr9Qu+4eKIcnOO+8cK620Urz33nvztd/+ru/bBwAAAAAUlvogAFAMBKYAgIVq3LhxzJkzJwYNGpRnlf2QFi1aRMOGDXOb7qlTp1bJGAEAAACA5UN9EACozQSmAICF6tatW6ywwgrx5JNPxpQpU/K2hRVG0iyzJB1bt27dqF+/fp51BgAAAADUXOqDAEBtJjAFACzUaqutFhtvvHE8++yzcc0111S24/5uMaSihfaLL74YH330Uey66665OFJRKAEAAAAAah71QQCgNhOYAgAWqmXLlnHyySfn1tu33HJLXH755TFr1qzK/bNnz64shvzvf/+L/v37R1lZWeywww55W8U+AAAAAKDmUR8EAGqzknLxbgDgezzzzDNx4okn5gLIbrvtFr/85S+jY8eOufiRPP/883HHHXfEY489Fueee2707Nmz0EMGAAAAAJYR9UEAoDYSmAIAFqriJ0KaCfbKK6/EH//4xxg5cmSUlpbG2muvnVtyf/PNNzFs2LBo2rRpnHDCCXHYYYflc+bOnbtAe24AAAAAoOZQHwQAajOBKQBgkdLPhIrW2e+//368/vrrcdddd+XPqf32CiusEDvvvHN06tSpstW2YggAAAAA1A7qgwBAbSUwBQD8KKkQMmnSpPyeZo41b968cp9iCAAAAADUbuqDAEBtIDAFAEU+M+zH7FtYweP7jgcAAAAAqh/1QQCg2AlMAUCRqShqTJgwIUaNGpXbaK+66qrRpk2b+NnPflZ5nEIHAAAAANQ+6oMAAAJTAFCUxZBhw4bFueeeGx9++GFunV2hR48esf/++8cGG2xQ0HECAAAAAMue+iAAwP9PYAoAikyaNXbYYYflGWP77LNP7LjjjjF69Oi49tprY+zYsXkW2RVXXBHNmzcv9FABAAAAgGVMfRAAIKK00AMAAKrOjBkz4vrrr4+GDRvGqaeeGjvvvHPe3rRp02jdunUuiOy99965GJKOrV+/vtbbAAAAAFBLqA8CAPz/6vy/dwCgFhkwYEBur/1dqb32a6+9FptttlllMWTEiBF5xtjzzz8fl1xySeyxxx7Ru3fvuPvuu/N+xRAAAAAAqFnUBwEAvp/AFADUMueee25ceOGF8ec//3mBosjXX38dn332Way66qr5+//+97/45z//GQ8++GBcdNFFceCBB8bIkSPj1ltvjYEDB+YCCgAAAABQc6gPAgD8MEvyAUAts9tuu8Wbb74Zffv2zQWRM888M+rUqZNbZ5eWluY22m+88UY8+eSTMWjQoHjooYdyAeWQQw7J56+11lq5BXeaOZbOAQAAAABqDvVBAIAfpsMUANQyO+20U5x//vmx5pprRr9+/eJPf/pTLoykAkerVq3i4IMPjmHDhsXll1+eZ4716tUrunfvXln8SMWUb775JrbYYosoKysr9OMAAAAAAD+C+iAAwA8TmAKAWiQVPtJr++23j4svvjjatWsX//rXv+Kqq66qbJ/dpUuX2GSTTeKDDz7IxZPUZjtJBZPUgnvAgAF5ptkOO+xQ4KcBAAAAAH4M9UEAgMVjST4AqGVSe+33338/ZsyYEU2aNMnFjRtvvDHq1q0bp59+emy11Va5vfb06dPj2WefjeOPPz623HLLPINsyJAh8c4778Q555yTiyUAAAAAQM2iPggA8MNKyi0+DAC1QvorPc0CGz58eBxzzDFRr169aN68ebRs2TKee+65fEyPHj3ivPPOy5+ffvrpGDRoUDzwwAOV11hvvfXyMRWzytJstFRgAQAAAACqN/VBAIDFJzAFALXIxIkTczFkzpw5ccYZZ+T22skLL7wQ119/fQwdOjQOO+ywOP/88yvPSTPGJk+eHE2bNo0WLVpEq1at8nbFEAAAAACoWdQHAQAWjyX5AKAWee+99+LDDz+MY489trIYkgob2223XW6/ffXVV8ctt9wSDRo0iFNPPTW3495www0XuE7KUyuGAAAAAEDNoj4IALB4/NIBgFpk5MiRMXPmzNhggw3y9/Q5teFONtpoozjppJOifv360bdv37j22mvzTLOFqTgHAAAAAKg51AcBABaPwBQA1FBpZth3rbvuurmY8eabb+bvZWVl880K23LLLWP//ffPM8f69OkTF198cZWOGQAAAABYNtQHAQCWnMAUANRQqSX2u+++Gw8//HDlTLCWLVvm1tr9+/ePxx57LG9LBZJZs2ZVnjd58uRYaaWVYpNNNom11167YOMHAAAAAJac+iAAwJIrXYpzAYAC+uyzz6Jnz565MJJmh+26666x3nrrxVlnnRUXXHBBXHfddXlfly5dol69evmc0aNH59e+++4bPXr0yIWRJJ2vzTYAAAAA1BzqgwAAS05gCgBqqFTsOOSQQ+Lmm2/OxY80i6xbt25x4IEHxvjx43NL7XPPPTdGjhwZW221VUyaNCnuv//+/P3YY49VDAEAAACAGkx9EABgyZWUp19BAECN9MUXX8Tdd98df/vb36J169bxq1/9KhdFUoHj9ttvjz/96U8xbdq0fGzdunWjcePGceKJJ8YRRxxR6KEDAAAAAEtJfRAAYMkITAFADTB37tzK1tqp2JFmi6UCR0VR5K677oq///3v0apVqzj55JNjt912i9LS0hgxYkS89957MXz48OjQoUO0bds2Nt988/muCQAAAABUb+qDAADLlsAUANQQ77zzTgwZMiSOOuqoPBPsu0WRiplkbdq0ieOOOy7PJKtXr95Cr6UYAgAAAAA1i/ogAMCyU7oMrwUALCdTpkyJc845J0aPHp2LGcccc8x8RZEWLVrE3nvvHZMnT46+ffvGLbfckmea7b777nn/dwsgiiEAAAAAUHOoDwIALFt+DQFADdCwYcM488wzo127dtGvX7+44YYbcpEkFTtSUSRZZZVVYo899ogmTZrEsGHD4vrrr48HHngg71MAAQAAAICaS30QAGDZ8usIAGqAVPjYbrvt4vzzz4/WrVvHTTfdNF9RZNasWfm49dZbLzbbbLPo1KlTfPzxxzF79uxCDx0AAAAAWErqgwAAy5bAFABUM6k9dpLaZ48fPz7Gjh0bM2fOjLKysthyyy2jV69elUWRPn365KJIvXr18jlp5tgbb7wRe+21Vzz77LNxwAEHFPhpAAAAAIAfQ30QAGD5E5gCgGpWDEntsUeNGhVnnHFG/PKXv4wjjzwyzjvvvJg6dWrUr19/gaLIn//851w8GT58eNxxxx25cLLaaqtF06ZNK68JAAAAAFR/6oMAAFWjpLy8vLyK7gUALEYxJM0CO+aYY/KssbXWWisXOz766KPYcccd4+qrr47GjRvHjBkz4rXXXovf//738d5770WTJk1i+vTpufX22WefHUcddVShHwcAAAAA+BHUBwEAqo7AFABUI2PGjIkjjjgiWrZsmYsi3bp1y4WRXXfdNSZOnBg77LBD/PWvf81FkVT8mDBhQvTu3Tu/t2jRIn7xi1/EnnvuOV+BBQAAAACoGdQHAQCqRmkV3QcAmEcqZtSrV2+BbbfddluUlJTEiSeeGF26dMnbX3/99Xxss2bN4rnnnovTTjutcibZGmusEddcc02ePZYKII0aNcrnKIYAAAAAQPWlPggAUFh+KQFAFfvNb34T999/f54ZNq/0/eWXX4727dtXFkPGjRsXAwYMyDPKUuGjQ4cO8cwzz8SvfvWrXASp0KBBg2jYsGH+nJpHKoYAAAAAQPWkPggAUHh+LQFAFXr00UfjscceyzPAhgwZEjNmzKjclwockyZNiqlTp+biyJw5c2LQoEHx4IMPxj777BNbb711nHPOObHCCivESy+9FHvvvXc89NBDlYWVNPNs3ncAAAAAoHpRHwQAqB4EpgCgCnXu3Dl++9vf5mLHJZdckosiFQWNlVZaKTp27BhbbLFFlJWVxauvvhrXX399HHfccXHggQfmY1ZZZZVcMFl11VXjgw8+iK+//jofCwAAAABUf+qDAADVQ2mhBwAAxSIVQUpLS+Owww6LuXPnRp8+feLSSy/N+3beeedo1KhRXHXVVbngkY5NxZC11147H5/aaKeZYWPGjMnttdN5rVu3zu25AQAAAIDqT30QAKD6EJgCgCpSt27d/J6KIj169Mif5y2KpNllqdhRv379+Oqrr3Lxo127dtGsWbNcDBk9enTcc8890aZNm1woSe9JKq7UqaNpJAAAAABUZ+qDAADVh8AUACxHqaX2sGHD4sMPP8yzwDp06JALH+u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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "šŸ“‹ Complexity Statistics Summary:\n", + " count mean median std min max\n", + "display_name \n", + "Claude Code (Basic) 161 2.34 2.0 1.51 1 8\n", + "\n", + "šŸ† Best Average Complexity: Claude Code (Basic) (2.34)\n", + "🚨 Highest Average Complexity: Claude Code (Basic) (2.34)\n", + "šŸ“ˆ Potential Improvement: 0.00 complexity points\n" + ] + } + ], + "source": [ + "def create_complexity_analysis():\n", + " \"\"\"Create visualizations for cyclomatic complexity comparison.\"\"\"\n", + " \n", + " if implementation_data['complexity'].empty:\n", + " print(\"āš ļø No complexity data available for analysis\")\n", + " return\n", + " \n", + " complexity_df = implementation_data['complexity']\n", + " \n", + " if 'complexity' not in complexity_df.columns:\n", + " print(\"āš ļø No 'complexity' column found in complexity data\")\n", + " return\n", + " \n", + " print(f\"šŸ“Š Analyzing complexity data for {complexity_df['implementation'].nunique()} implementations\")\n", + " print(f\"Total functions analyzed: {len(complexity_df)}\")\n", + " \n", + " # Create comprehensive complexity analysis\n", + " fig, axes = plt.subplots(2, 2, figsize=(16, 12), dpi=150)\n", + " fig.suptitle('Cyclomatic Complexity Analysis Across Implementations', \n", + " fontsize=16, fontweight='bold', y=0.98)\n", + " \n", + " # 1. Box plot of complexity by implementation\n", + " sns.boxplot(data=complexity_df, x='display_name', y='complexity', ax=axes[0, 0])\n", + " axes[0, 0].set_title('Complexity Distribution by Implementation')\n", + " axes[0, 0].set_xlabel('Implementation')\n", + " axes[0, 0].set_ylabel('Cyclomatic Complexity')\n", + " axes[0, 0].tick_params(axis='x', rotation=45)\n", + " \n", + " # 2. Average complexity comparison\n", + " avg_complexity = complexity_df.groupby('display_name')['complexity'].mean().sort_values()\n", + " \n", + " bars = axes[0, 1].bar(range(len(avg_complexity)), avg_complexity.values,\n", + " color=sns.color_palette(\"coolwarm\", len(avg_complexity)))\n", + " axes[0, 1].set_title('Average Complexity by Implementation')\n", + " axes[0, 1].set_ylabel('Average Complexity')\n", + " axes[0, 1].set_xticks(range(len(avg_complexity)))\n", + " axes[0, 1].set_xticklabels(avg_complexity.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for bar, value in zip(bars, avg_complexity.values):\n", + " axes[0, 1].text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.05,\n", + " f'{value:.2f}', ha='center', va='bottom')\n", + " \n", + " # 3. Complexity distribution histograms\n", + " implementations = complexity_df['display_name'].unique()\n", + " colors = sns.color_palette(\"husl\", len(implementations))\n", + " \n", + " for impl, color in zip(implementations, colors):\n", + " impl_data = complexity_df[complexity_df['display_name'] == impl]['complexity']\n", + " axes[1, 0].hist(impl_data, alpha=0.6, label=impl, bins=15, color=color)\n", + " \n", + " axes[1, 0].set_title('Complexity Distribution Overlays')\n", + " axes[1, 0].set_xlabel('Cyclomatic Complexity')\n", + " axes[1, 0].set_ylabel('Frequency')\n", + " axes[1, 0].legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", + " \n", + " # 4. High complexity functions count (complexity > 10)\n", + " high_complexity_counts = complexity_df[complexity_df['complexity'] > 10].groupby('display_name').size()\n", + " high_complexity_counts = high_complexity_counts.reindex(implementations, fill_value=0)\n", + " \n", + " bars = axes[1, 1].bar(range(len(high_complexity_counts)), high_complexity_counts.values,\n", + " color=sns.color_palette(\"Reds\", len(high_complexity_counts)))\n", + " axes[1, 1].set_title('High Complexity Functions (CC > 10)')\n", + " axes[1, 1].set_ylabel('Number of Functions')\n", + " axes[1, 1].set_xticks(range(len(high_complexity_counts)))\n", + " axes[1, 1].set_xticklabels(high_complexity_counts.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for bar, value in zip(bars, high_complexity_counts.values):\n", + " axes[1, 1].text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.1,\n", + " str(value), ha='center', va='bottom')\n", + " \n", + " plt.tight_layout()\n", + " plt.show()\n", + " \n", + " # Print complexity statistics\n", + " print(\"\\nšŸ“‹ Complexity Statistics Summary:\")\n", + " complexity_stats = complexity_df.groupby('display_name')['complexity'].agg([\n", + " 'count', 'mean', 'median', 'std', 'min', 'max'\n", + " ]).round(2)\n", + " print(complexity_stats)\n", + " \n", + " # Identify best and worst performers\n", + " best_impl = avg_complexity.index[0]\n", + " worst_impl = avg_complexity.index[-1]\n", + " \n", + " print(f\"\\nšŸ† Best Average Complexity: {best_impl} ({avg_complexity.iloc[0]:.2f})\")\n", + " print(f\"🚨 Highest Average Complexity: {worst_impl} ({avg_complexity.iloc[-1]:.2f})\")\n", + " \n", + " improvement = avg_complexity.iloc[-1] - avg_complexity.iloc[0]\n", + " print(f\"šŸ“ˆ Potential Improvement: {improvement:.2f} complexity points\")\n", + "\n", + "# Create complexity analysis\n", + "create_complexity_analysis()" + ] + }, + { + "cell_type": "markdown", + "id": "325a03b2", + "metadata": {}, + "source": [ + "## Compare Maintainability Scores" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1af14443", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "šŸ“Š Analyzing maintainability data for 1 implementations\n", + "Total files analyzed: 54\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "šŸ“‹ Maintainability Statistics Summary:\n", + " count mean median std min max\n", + "display_name \n", + "Claude Code (Basic) 54 80.83 89.13 21.84 22.87 100.0\n", + "\n", + "šŸ† Best Average Maintainability: Claude Code (Basic) (80.8)\n", + "🚨 Lowest Average Maintainability: Claude Code (Basic) (80.8)\n", + "šŸ“ˆ Maintainability Gap: 0.0 MI points\n", + "\n", + "šŸ… Maintainability Rank Distribution:\n", + "mi_rank A\n", + "display_name \n", + "Claude Code (Basic) 54\n" + ] + } + ], + "source": [ + "def create_maintainability_analysis():\n", + " \"\"\"Create visualizations for maintainability index comparison.\"\"\"\n", + " \n", + " if implementation_data['maintainability'].empty:\n", + " print(\"āš ļø No maintainability data available for analysis\")\n", + " return\n", + " \n", + " maintainability_df = implementation_data['maintainability']\n", + " \n", + " if 'mi_score' not in maintainability_df.columns:\n", + " print(\"āš ļø No 'mi_score' column found in maintainability data\")\n", + " return\n", + " \n", + " print(f\"šŸ“Š Analyzing maintainability data for {maintainability_df['implementation'].nunique()} implementations\")\n", + " print(f\"Total files analyzed: {len(maintainability_df)}\")\n", + " \n", + " # Create comprehensive maintainability analysis\n", + " fig, axes = plt.subplots(2, 2, figsize=(16, 12), dpi=150)\n", + " fig.suptitle('Maintainability Index Analysis Across Implementations', \n", + " fontsize=16, fontweight='bold', y=0.98)\n", + " \n", + " # 1. Violin plot of MI scores by implementation\n", + " sns.violinplot(data=maintainability_df, x='display_name', y='mi_score', ax=axes[0, 0])\n", + " axes[0, 0].set_title('Maintainability Index Distribution by Implementation')\n", + " axes[0, 0].set_xlabel('Implementation')\n", + " axes[0, 0].set_ylabel('Maintainability Index')\n", + " axes[0, 0].tick_params(axis='x', rotation=45)\n", + " \n", + " # 2. Average MI score comparison\n", + " avg_mi = maintainability_df.groupby('display_name')['mi_score'].mean().sort_values(ascending=False)\n", + " \n", + " bars = axes[0, 1].bar(range(len(avg_mi)), avg_mi.values,\n", + " color=sns.color_palette(\"viridis\", len(avg_mi)))\n", + " axes[0, 1].set_title('Average Maintainability Index by Implementation')\n", + " axes[0, 1].set_ylabel('Average MI Score')\n", + " axes[0, 1].set_xticks(range(len(avg_mi)))\n", + " axes[0, 1].set_xticklabels(avg_mi.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for bar, value in zip(bars, avg_mi.values):\n", + " axes[0, 1].text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.5,\n", + " f'{value:.1f}', ha='center', va='bottom')\n", + " \n", + " # 3. MI score distribution histograms\n", + " implementations = maintainability_df['display_name'].unique()\n", + " colors = sns.color_palette(\"husl\", len(implementations))\n", + " \n", + " for impl, color in zip(implementations, colors):\n", + " impl_data = maintainability_df[maintainability_df['display_name'] == impl]['mi_score']\n", + " axes[1, 0].hist(impl_data, alpha=0.6, label=impl, bins=15, color=color)\n", + " \n", + " axes[1, 0].set_title('MI Score Distribution Overlays')\n", + " axes[1, 0].set_xlabel('Maintainability Index')\n", + " axes[1, 0].set_ylabel('Frequency')\n", + " axes[1, 0].legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n", + " \n", + " # 4. Low maintainability files count (MI < 20)\n", + " low_mi_counts = maintainability_df[maintainability_df['mi_score'] < 20].groupby('display_name').size()\n", + " low_mi_counts = low_mi_counts.reindex(implementations, fill_value=0)\n", + " \n", + " bars = axes[1, 1].bar(range(len(low_mi_counts)), low_mi_counts.values,\n", + " color=sns.color_palette(\"Oranges\", len(low_mi_counts)))\n", + " axes[1, 1].set_title('Low Maintainability Files (MI < 20)')\n", + " axes[1, 1].set_ylabel('Number of Files')\n", + " axes[1, 1].set_xticks(range(len(low_mi_counts)))\n", + " axes[1, 1].set_xticklabels(low_mi_counts.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for bar, value in zip(bars, low_mi_counts.values):\n", + " axes[1, 1].text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.1,\n", + " str(value), ha='center', va='bottom')\n", + " \n", + " plt.tight_layout()\n", + " plt.show()\n", + " \n", + " # Print maintainability statistics\n", + " print(\"\\nšŸ“‹ Maintainability Statistics Summary:\")\n", + " mi_stats = maintainability_df.groupby('display_name')['mi_score'].agg([\n", + " 'count', 'mean', 'median', 'std', 'min', 'max'\n", + " ]).round(2)\n", + " print(mi_stats)\n", + " \n", + " # Identify best and worst performers\n", + " best_impl = avg_mi.index[0]\n", + " worst_impl = avg_mi.index[-1]\n", + " \n", + " print(f\"\\nšŸ† Best Average Maintainability: {best_impl} ({avg_mi.iloc[0]:.1f})\")\n", + " print(f\"🚨 Lowest Average Maintainability: {worst_impl} ({avg_mi.iloc[-1]:.1f})\")\n", + " \n", + " improvement = avg_mi.iloc[0] - avg_mi.iloc[-1]\n", + " print(f\"šŸ“ˆ Maintainability Gap: {improvement:.1f} MI points\")\n", + " \n", + " # Maintainability rank analysis if available\n", + " if 'mi_rank' in maintainability_df.columns:\n", + " print(\"\\nšŸ… Maintainability Rank Distribution:\")\n", + " rank_dist = maintainability_df.groupby(['display_name', 'mi_rank']).size().unstack(fill_value=0)\n", + " print(rank_dist)\n", + "\n", + "# Create maintainability analysis\n", + "create_maintainability_analysis()" + ] + }, + { + "cell_type": "markdown", + "id": "aaeb4d17", + "metadata": {}, + "source": [ + "## Create Comprehensive Comparison Dashboard" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "b8f7134f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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mi2p16vzfvQ533313nHfeebH00kvHSSedlC+mAQAALAzMjQAAAACo7oQMAYByN2bMmDjttNPis88+i7/97W/Rvn370m1ff/11PProo7kSR7q4tvXWW+fWX4X2YMkTTzwRa665ZhHPAAAA4PczNwIAAABgYaBdMgBQ7saPHx8fffRRbL755qUX0QYMGBCvvPJK3HrrrTF27Ni8rlGjRjFq1KjYa6+9cnuwSZMm5RZgLqIBAAALA3MjAAAAABYGQoYAQLlLF8qmTJkS33zzTa7O8eKLL8Ydd9wRw4YNiw022CC3BVtmmWXiqquuipdffjlfSEsOOOCA0mOkC2q1atUq4lkAAAD8PuZGAAAAACwMtEsGACrEkUceGX379i39vU6dOnH88cdHp06domnTppE+guy2227xyy+/5BZg9evXz23CAAAAFibmRgAAAABUdyoZAgALrFBRY9y4cbmdV7LEEkvki2bXXnttXHrppfHDDz/Eaqutlit0tGrVKl9ASz7++OP48ccf8/pFF120dD0AAEB1Y24EAADVS/PmzfPynXfeyZ/d999//3j77bejZ8+e0bFjx0oZQ48ePeLqq6/OlczPOuusSnlNAFhQQoYAwO+6iPbZZ5/F5Zdfni+MTZ06Nfbdd9/YYYcdolmzZnHaaaeV7j958uSYOHFirsoxcODAuPPOO2PUqFGx9dZb5+0qdQAAANWRuREAAAAACzshQwBggS+iDRgwIA4//PAYO3ZsrL766vnC2HXXXZeX++yzT6yxxhp5/xEjRuQLZ998802sssoq8dJLL8XgwYNzi7Dtttuu2KcDAACwQMyNAABg4XDJJZfEhAkTokmTJsUeCgBUSUKGAMB8SxfR/vvf/8bRRx8dTZs2jYMOOih22mmneP/99+Pkk0+ORx99NF9sS+tXXXXV/JxPP/00XnvttdwubK211opzzz03unbtOsuFOQAAgOrE3AgAABYOK664YrGHAABVmpAhADBfZsyYEZMmTYrbbrst6tWrF0cddVRss802eduPP/6Yt6e2X/fff3/+OV1MW2211eLaa6+Njz76KBZffPH8KNwN6CIaAABQHZkbAQBA1TZt2rS455574oEHHoghQ4bEYostliuIp0ris9t///3j7bffjp49e0bHjh1L1/fu3TvuvffefHPRzz//HMsuu2xsvPHGccghh8Q666xTut9bb70VBxxwQPzpT3+K4447Li6++OJ8vGTttdeOAw88MLbffvt5GneaGzz55JPx2GOPxSeffBK//PJLnnOkG5fS+A8++OA810jS69x6662x5557xnnnnTfHsUaOHBnt27ePRo0a5UrqtWvXnu/38aGHHoozzjgjv2/bbrtt9OjRI5/buHHj8hxn1113zeeXbqSaWar0fvfdd0efPn3iyy+/zPs3bNgwmjdvHnvssUd+r2bWoUOH+P7776N///75nB588MEYPnx4fs/Tvscee2yUlJTELbfckseUtq2wwgr5fU03fhXek4I0D0s3fqW/f7rZa8qUKbmifOfOnfN72KBBg/l+LwBqMiFDAOA3zXyxK03g0uO9996LNddcs/Qi2tdffx1PPfVUnqimyezDDz+cH+m5++23X55Et27deo4JnotoAABAdWFuBAAA1Sdg2K1btxxwS2GyTTbZJIfM0k1AhfDfb7nhhhvisssui7p168aGG24YSy65ZHzxxRc5/Pf000/nG47S+pkNGzYsB+jSDUnpNVOwrl+/fvHuu+/GkUceGSeeeOJvvm6qip7mFCk0l46fwpEpUPfhhx/m0GE61k033ZT3/fOf/5wDeSkMedZZZ8Uiiywyy7EeeeSR/F6k6ukLEjCc2QcffBDXX399Hs8GG2yQQ4Tp3C699NIYPHhwXHDBBaX7pkDmPvvsk9+v5ZZbLlq1apVDiCmsmd7/9Pj222/jiCOOmGNulG7geuONN6JNmzax8sor5wBnet10M9dPP/0Ur7zySj5eCgy+/vrredvQoUPjiiuuKD1OOuf0Xj/zzDOx6KKLxnrrrZf/finAeNVVV8Wzzz6b/35LL73073pPAGoSIUMAoEyjR4/Ok8A0wUrVNQrShbF0J1maGKb2ARMmTMgXwx5//PF8Z12acO+4444xefLkPFl77rnn8kW2NKneYYcdZnmNdEEOAACgKjM3AgCA6qdXr145YJhuCEohvMaNG+f1KQyXqoz/lvQ5PlUhT8G4FNRLxym4/PLLc7AtbS+E/QrSZ/90Y1Fav/zyy+d1KRR42GGHxXXXXRdbbrnlHMHEmaUxp4DhSiutlCsopoBewTvvvJPHnkJ2aR6yxhpr5Ec6XnqN559/Ps9BZpaqAab5xu677x6/V9++fXNY8e9//3sO7iVpnpPCnKlaYKp0WBhvOtc0xq233jpXPkxBzUKIMIU303uYQn6zhwxTEHTAgAF53C1atJjjNZZaaql8E9daa62Vt6WQ47777ptDlmeffXa+2StJf58UMFx33XXj6quvLm2HPXHixBzGfOKJJ/J5pLEBMG/cHgsAzCHd7XX44YfnSWe6Cy5N9NLFsCRdNEuT21SaPk2U00QyVe5Ik+m//OUvpRPYTTfdNE++051xb775ZowYMaLIZwUAADB/zI0AAKB6uuuuu/Ly3HPPLQ0YJquvvnoOmf2WMWPGxPjx43Ob4pmfn6Rg3JlnnplbBJflX//6V2nAMEkhwFSdL0ntg39NqoCYWhKfdNJJswQMk9SmuRCu++abb0rXpxuZktRCeGYpgJfaRKeKgKnq3++VWh2fc845pQHDJI01VRtM4cFUpbAg3aCVApWnnnpqacAwSYHHVOEwSZUJU+ivrNbVhYBhktpXF17z0EMPLX0Pko022ii3TE6vX5irpYBomrsl6eavQsAwSdUhzz///BxGTOHF9P4AMG9UMgQAZnHIIYfkC2Npop3K3X/00Uf5jrJRo0bl0vJpopYmgaecckq+SJYmvFdeeWWeoM48oU5l85M77rgjX3xbbbXVinhWAAAA88fcCAAAqqeRI0fmKnqprW8Koc0uVddLwbdUNW9ulllmmRxm+/zzz6NLly6x884759Dc+uuvn487t4BhugGpefPmc6zfbrvtcuAttff9NZ07d86PmaVxpgBdmpP88ssvpesKOnXqFBdeeGE+drqpqRBwTJX/knTDVHlYZ511ckhvdimEmUKPKZRZcMwxx8yxX9qe/i6FOVLhPGY/Zpp/zSzNu1Jl+VQ9vmXLlnMcd4kllsitl9OcLEktpdP7lMKFaT43u9Q+OwUvU8vr1IrZHA1g3ggZAgCl9t577xg4cGAcffTR+U6xNLF7++2384WydEEs3V1WmJwWlqk9WJq0pslloQx9ulsttQdL7QPSXX6Fu8RSO7F0UQ0AAKAqMzcCAIDqq1A9PH1WTwG12aWAYZMmTWLo0KG/epz0+f/YY4+NL7/8Mq655pr8SBX6tthii9hll12iffv2czynrFBbUpgL/PTTT7nSXpofzE0K46WqhC+++GJu75wCdGkOkZR1Pmm+kkKQd955Z27tnCqrjx07NofollxyyRxwLA8pzFeWVLk9STdizey7776Le+65J7d5ThUDU+XC2c9h9uckacyzKzwnhQ3ntq1g+PDhpcuyAp9l7QvAbxMyBABKL6INGjQoV+FId+UV7hxLd/lts802+QJbuvsvTcrT3WCLLLJI3j5t2rQ8IU8VPgYMGJAvrD311FO5DP/f/va3XCa/wEU0AACgqjM3AgCAhUNZAbaCVI38t6SbhdJNQ6naXQr8vfnmm/HZZ5/lz/np8ac//Sm3Rp7Z3D7rF8aStv/aa6dAY6qSmOYcqT3xeuutl8OMqapi69atc6vfFNqbXapWmEKGDz/8cA4Z9u7dO1f+23333UvnLL9XWQHHuXnmmWfi5JNPzpUKU9vnVAGyWbNmuQ1yqiK41VZbzfW5M7dXXhCF9zrN2dJr/Zo0JgDmjZAhAJDbgKUKG2eccUYuq59KxRfuiksT3lVXXTXfOXf77bfnyV0qM9+hQ4fYdddd891+qbVA2rbHHnuUPuevf/1r7Lbbbvn3QhsxAACAqszcCAAAqr/02bxQSa+sKuLpc3m6KWhepOe2a9cuPwqVCB977LEcLnz88cdz5fM//vGPpfun1yxLaidcCL79WsjwvPPOywHDFGDs3r37HAHBQrvk2aWKfWkcqRVxujEqhQyTFDKsbGnOdNZZZ+WA4dlnnx377rvvLPOgn3/+uUJfP4UaC9UjZw+BArDghAwBoIY77LDD4vXXX4+NN9443+mWzFyqP7ULuO+++/LPaXI6evToPInt06dPru6RJorpAlzTpk3j888/zxfh2rZtW9omQBswAACgOjA3AgCAhUMKma299tq56uDLL788R1vjVJFw3Lhxv3qMVJ38zDPPjJVWWimuv/760vWNGjWKgw46KF544YV4++23c7vdmUOGH330Ufzwww+x7LLLznK81Lo42XLLLX/1dfv375+XqRrh7AHD9FpffPFF/rlwM9TM0s1Oaa5y//3357G1bNkyVw6sbGk+NGbMmNzaeL/99ptje/qbFJR1Hr9Xqv646KKL5r9Fap2dgp2zh0wPOOCAXJk+VbD/rWqHAPyPb7UAoIY79NBD80Q1ldc/99xz87rCRbR0x10qr58mfHvuuWf07Nkz/3zFFVdE48aN87Y0WU3SRPEf//hHnHbaaS6iAQAA1Y65EQAALFyf75P02Xzw4MGl67/99tvSz/u/1Sp52LBh+XN/av07e4ju448/zp/xU5BvZql63+mnnz5LiDGFGm+88cZcDT2F235NCuYlzz333Czr001P3bp1i2nTpuXfU0BudjvssEMstthicffdd+dxFG6eqmyFcxg1alT069dvlm1vvPFGrtBYUNZ5/F4pYLj33nvn9+DYY4/N711Bev/++c9/5hDmV199NcffD4C5U8kQAGqoVM5/++23zyX+UzuvdCGsV69eeYJ1/vnn58nfLbfcEnfccUee9KY79go6d+6cK3qki2avvPJKdO3aNU+mU7n7mdt/uYgGAABUdeZGAACw8Nl1111zwC3dDLTzzjvHJptsktsUp8BfqnSYKg2mioNzkyqTp4DiqaeeGscdd1z84Q9/yFXLU6vfd999N6ZOnRpHH310XjezpZZaKm/v2LFjrpKe2iuncaQ5QQo3pvDib1VYv+CCC+Lf//53Dhqm46fWzqlCYZpfNGvWLL788ssyx57GvNNOO+X5TOHnYlhllVViu+22i2effTbPoTbaaKP8vqSwZ6oumUKI6W+Qziudx+yVBsvDiSeemCvOv/baa7HjjjvmMGGqQpnCoakiZP369eOqq67K7xMA88a3WwBQA9122235rrlCqf0NNtgg/vOf/0SdOnXyhDuVhy9cRNt///1LL6Kl6hvpzq9km222yZPCkSNH5vWFi2eFJQAAQFVnbgQAAAuvFNa79NJLc0AwBf3ee++9/Pk9feafl3BZCiem+UJqcZwqID7//PM5uJZuULr22mvj+OOPn+M5TZo0iXvuuSfWXXfdfCNSqnq49dZbx1133ZXbGf+WNO9I4bdWrVrlMFyfPn1yZfV0g9N9990XJ598ct5v9uqKBRtuuGFedurUKVc1LJbLLrssz6fWWGON+PDDD+Oll17KwcyDDz44Hn/88Xw+SQoiVoRUlT797dKNYylgmP5uqSplWp/+Do8++mi0bdu2Ql4bYGFVMiPdUgsA1CiffvppHH744XHdddflyXX6OJDu4Hv//fdz1Y400UsX1Q466KA8CUxSFY+0T0Hfvn1zaf50nLIm0gAAAFWduREAAFAe3nrrrVy1r0WLFjnAVixHHnlkvPjii7maYQoqAkB5UckQAGqgdIfepEmT8gW1QiuvdKEsVe1IFTrSRbR0MW3ixImlz0kVOQqGDBkSDz74YCy++OLRpk2bIp0FAADA72NuBAAAVHeF+cpjjz2Wb4Jab731BAwBKHd1yv+QAEBVt+qqq+Yy8Kk1WCrzv/zyy+eKHeliWevWrePOO+/Md9yllgETJkyI7t27R926dfNzv/rqq7jpppviueeei7POOiu3BQAAAKiOzI0AAIDqbpdddsntnNMNVOnmqdNPP73M/QrV2efHXnvtFRtttFE5jBKA6k7IEABqqHTB7IUXXsgl/Hfeeed8IS1NPtPFtHSHW7qIltqDpaocaf35558fI0aMiOuvvz4eeuihOOmkk2L//ffPx0rPSfsAAABUN+ZGAABAdZbmLcOGDYvVVlstz0/mFgp8/PHH5/vYm266qZAhAFnJjPStGQBQY6T/608twMaMGRO77757bg9211135WVqC1a7du3SC2MffPBBvpg2ZcqU2HHHHXMLsF69euVJ6hFHHJGP5yIaAABQHZkbAQAAAMC88a0XANQw6SJaUr9+/ejUqVN8+umn8fe//z2vSxfR0sW0QtWOP/7xj7lqx6KLLhpPPvlkvoh24oknuogGAABUe+ZGAAAAADBvfPMFADVU3bp1Y5999olmzZrFE088Ef/61/9j7z7ApKrOxoEfOiIEOyoiin5RE6zYMRbsLdhiAXuLiT32xJaoscTesfcSa6wxYstnQewtdkSaLRYUQer+n/d+3P3fHWZhF3Z3WPj9nmefWWbuzJwpq+e973vec26tybRrr702u+3oo49Ov/3tb7PfJdEAAIA5gdgIAAAAAKbPdskAMJfKE2EfffRR6t+/fxo9enTab7/90jHHHFN9e3T2iMtIrn355ZdpkUUWqXFfAACA5k5sBAAAAADTp8gQAOZi0ZUjkmSDBg1Khx12WPr+++9T375906mnnpptA1ZMqMWUIe/gIYkGAADMScRGAAAAAFA7RYYAQObtt9/OkmmjRo1Kv/zlL9Oee+6Z1llnneoOHUESDQAAmNOJjQAAAACgJkWGADCHypNe8b/66LZRl2M///zzNGDAgPTUU09lv6+wwgppr732SiuuuGJaZpllmmzsAAAADUVsBAAAAACzRpEhAMxh8qRYfjlu3Ljq7b2Kt9d2vzj+22+/Tbfffnt66aWX0uuvv566dOmSunbtmrbYYou0xx57zDAxBwAAUGliIwAAAABoGIoMAWAOkifDhgwZku677770n//8J0uKrbbaammNNdZIm2++eXbcpEmTUuvWrae5f2lnj3i82Cps5MiRadCgQWmfffZJSy21VJO+JgAAgPoSGwEAAABAw1FkCABzWBLtzTffTL/73e/SmDFj0iKLLJIlx0aMGJFatWqVdtttt3TiiSfO8LHyhFpdthMDAACYnYiNAAAAAKBhKTIEgGaqXJLr008/TXvuuWeWQNtvv/2yLbwmTJiQ7rrrrnTaaadlx9x9992pZ8+etT5GfZ4PAACg0sRGAAAAANC4Wjby4wMAjSSSWtGhI+SXAwcOTF9//XXWlSOSaOHjjz/OtgYLF110UZZEe+utt6ofoz7PBwAAMLsRGwEAAABA41JkCADNTGz3dc0112S/xxZg+VZgIbYD+9nPfpZ22GGH7N/vvfdeuvrqq9M999yTTjrppLT55pun008/PZ199tlp2LBhFX0dAAAAs0JsBAAAAABNo3UTPQ8A0ACef/759NRTT6WXX345dejQIfXr1y9Lok2cODHrpjFmzJgssRaXI0aMSFdddVV65JFH0imnnJJ18Aiff/55dv9x48ZV+uUAAADMFLERAAAAADQdnQwBoBlZd911s04bkQQ777zz0q233ppd36ZNm9S6deu06qqrpu+++y7dcsst6cYbb8ySaNGlI0+i5cd27NgxS8QBAAA0R2IjAAAAAGg6OhkCQDPTt2/fNHny5CxBdu6552bdOfbYY4/stpVWWilLlF144YXZv+P2bbbZpvq+77//frZt2AorrJDmnXfeVFVVlXX5AAAAaG7ERgAAAADQNHQyBIBmJJJmYfvtt09//etf008//ZSuueaarDNHWH/99dPvfve76uMXWWSRNH78+Oz3119/PV133XXZlmA77bRTWmCBBSTRAACAZklsBAAAAABNp0VVLNMFAJpFEq1ly5bp3XffTddee22WEHv55Zez2zp37pwOPvjgtOeee2b/vuSSS9Jll12W/b7UUktlW4ANGTIkTZgwIf3hD39I++67b3abbh0AAEBzIzYCAAAAgKalyBAAmpH33nsv2/5rwQUXTGuvvXbq1q1bGjp0aLrnnntSu3bt0pFHHlmdTHvooYfS//7v/2ZdOiIBF9uFbbLJJmnTTTetkZgDAABobsRGAAAAANB0FBkCQDMxduzYdMQRR6R33nknnX766WmjjTaqvu2ZZ55Jv//971Pbtm1rJNOiO0dsG9aqVavstjZt2mTXS6IBAADNldgIAAAAAJqWM2gA0IwSaf/5z3/SKqusUp1Ei4RYrBfYYIMN0jXXXJMlzmI7sBtvvDG7PZJnnTp1SvPOO2+WTMtJogEAAM2V2AgAAAAAmpazaAA0W1988UW6+OKL0y677JLWXXfd1LNnz7TWWmtl/77wwguz2+ck48aNSz/88EN1x408IdaiRYvsfdh7773TpEmT0vfff58l0m644YbsmLg9P7Yp9OnTJy233HLZTyT1yolxRlKwKcQWavl4Sn9+8YtfpDXXXDNtv/326bzzzkufffZZnR7n+OOPb9Axzur7UXxN9957b/X1L774Yo3bRowYkSrhzTffnOa62WVsAABM36uvvlpj3rbaaqtlRX6za2wUxYbrrLNOOvzww9OYMWMqGhs1tiiqfPzxx9NRRx2Vbf+86qqrppVXXjmLyaLT48CBA7Nj5ha1xUVNLZ67OJbaDBkyJPuOAgA0pTgPW5yr1HYOP8RttZ3Dbazzu6Xji+dprJji1ltvTQcccEBaf/3104orrph69eqVttlmm3TKKadkXdPnFrPTufrIveTjiJxMfXIOTTG3n9FPxGJzgtpyVnX9fOYkV111VfZ6I/8c/91oDP3796/zf/P+9a9/ZTs2rLHGGmmllVZKW221VZYjLnee5re//W32mPvtt1+jjJu505xxRg2Auc6AAQPSpptumi677LL0+uuvp6+//jpNnDgxfffdd9m/r7jiiuz2W265JTVXpcmgn/3sZ2n++edPb7zxxgwDqFGjRqWzzjorvf/++2l28+STT6Ztt9023XTTTZUeSpo8eXIaPXp0FixFoLD55punBx54YK59PxrayJEjs4TnzjvvXOmhAAAwk+6+++4a//7xxx/Tww8/PNvGRnkh4TLLLJMVE87OsdGs+PTTT9OOO+6YDjnkkPTQQw+l4cOHZ0mF2BI65uGPPvpoOvjgg9Nuu+2WvQfMPr755pv0l7/8JYsD4xwGAABN65lnnsnyRzEn+/e//501rIhO6LEA5MMPP0x33HFH2mGHHdKf/vSnNH78+EoPl4KI66JgKhZV0Tjm5JxVfUXB7eWXX579Hg1u5plnngZ/jn/84x/p5ZdfrtOxZ599djr00EOzQsRoOBP/ffr444+zXHnk4SLWLIrmNOHZZ59N//znPxt87MydWld6AABQXyeffHK68847a1y31FJLZVtfDRs2LCsaCzG5Ou2007LuFjH5ay4igRaJsTw5luvcuXM2ITznnHOy19+lS5fsp1Tr1q2z4DiSf9PrmtBYonNG165ds9/zy9zvfve7LEDJj2tqsUVabKmWr8SKJFwk4+K9yr8zxxxzTOrQoUPWCaRo+eWXr/69R48eDTKehno/ohtjbqGFFkqzg0g8x6q2ODlTTiSGi+Nu165dE44OAIC6iHlyFKuVinjkN7/5zWwZG+X3iQ4DMW+P4yoVGzWWDz74IOsaUSxQ69ixY/Z6I9EQMU4sqAqvvfZaloS76667smNofBGTFWOdosGDB2dxoA6GAEBz11zP70ZBzwknnFA9Xw4LL7xwWnzxxbNiw88//7zGgqtYxBO7INE0IqbJv1fFnEy49tpr07nnnpt1ry/NPTWVGFN892szu+RnGitnNb3PZ04U5xzi3EIsYCzmmWNXtMUWW2yWHz+6EkYxc12Lo6+77roa/91aYIEFqhdURoF05MQvuOCC6mNil4fInw8dOjSdeeaZacMNN0zt27ef5XEzd1NkCECzEomRYoFhtLCPidH//M//VBeOxSqzv/71r9VBYkyqNtpoo7TIIouk2V0ERzFZ/fLLL7MJYfzEv2Pbq6WXXjpbPRQrTu65557s+uhKEVv+libdoqV/HtTnj9lUihPYUpXeYiAm3TfffHON66IILlrex3cmX5UYJxkiUCoGi3Wd6NdHQ70fpa9pdkl81lZgGFZYYYXZctwAAPx/jzzySNktd95666303nvvNWpSYWZjo/g95qIPPvhgFhNWMjZqDJHgiM4FeYFhq1at0tFHH5123333bFFVvg3vH//4x6zAMP93xGknnXRSRcc+t4jt9uKntg6UCgwBgDlBczy/G3FCzInz3NGCCy6Y5QWi8Cb33HPPpeOOOy599dVX2b+ja/hmm22W7YJE4zvwwAOzn3LefffdLKarpIizYtvcOdWMclbT+3zmNFGY9/jjj2e/r7vuujUKWyP+7t69e3YZ//2o73mGiOvPP//87L+hpTs31CbvqBhiq+QoOIxzAPEYp59+evU5nDhfUGyUEjsgRKF0FFDHeZKmWDDKnK15n1UDYK4SBUsXXXRR9b+XWGKJdMMNN1QXGOZd/GJS94c//KH6uthG+e9//3ua3eUJr7fffjvtv//+WbeJ2NYrgtx99tknK3wLcRmrT6LgMraijeK3SK7l5p133hqrBpt7Eq2xxSR81113zU4c5KL7R2m3TAAAmNtEAV/u5z//eRZv5RpzvjwrsVFsHxTdyWOVf79+/ea42CheayQ7ikmufffdt7rAMERC4aqrrqrR+f6+++4rWzAKAABzi4svvri60UDsgHXNNdfUKDAMvXv3rlHME2699dYmHSdQeddff311UWssXiyKwsAoSI7Oj7H1ehT85bvszUgUAkZjnNiOuq4FhtE58fXXX6/+9wEHHFB9DiAWXEZHw1zptshbb7119e/NrTCc2ZNOhgA0GwMHDqxePRZ++9vf1rrdUxSNRdeG6HIRHemio0U5//73v7MudtGJIzpkzDPPPFlCJiaFMTGLbXOLXnzxxbTnnntmvy+55JLZKpYYVxQ7/uc//8m6SMR2vEcccUT65S9/mRVGxuQyEjqjRo1K888/f9pggw3S4YcfPk3b9Nied+TIkdnviy66aLb9VXQ5eOWVV7JOB9E2OyaRt99+e5Y4i8e88cYbs8RfcSKavyf5NmHF9y/uG4m62C4sJp3x/vTv37/GtgbRDTKScW+88Ub1ddGCPjqF5GK1X7Fw89RTT83er9CnT5/q13HIIYdkq2biPc4TgbkYf/yEeI3rrbdetnon7LDDDlmHylKnnHJK1qkyxPjj84uTAQ0hVu/ESYa8I0i83zFRz8XnEVtbhe233z5LcuZi5WO8xtgiOFqTR5FifBfiM46W8vEer7766tXHz+j9yNubF58zViJFgvSSSy7JAop4/ZE8jc+luPVbvG/x/tUmkq1x8iS+B5FkjRWn0ea9+Pnmyn2WRTGWSy+9NPs9VnHlbfTLbUWXX5ePr/i3FJ544omscLgoArgIiB544IHsPYm///h+R8ecLbfcMnuc0s9/xIgRaeONN66x8i46t1x55ZXZc8ZnE88TgVUkq+NvHgCAaX388cfVnfBCLOaKOVvMJ0OsgD/22GNrzKf+9re/ZXPNEPO0OOkeWxsXxZw/5v55N7eDDjooHXnkkdW3x1a/V199dXrqqaeyGC3mrBEfxRwvLmMMEYfFKvwBAwZk88znn38+m/PFT4jtf+J+MV+Nxzv++OOz2Cjm0bHFVhwf8VkkGGP8MT/81a9+lcWY5ba+irguTsbH1moRo0WcuPbaa2fz45hfFrdNyufyRXWNxeoij4dCvB8Ru5UTryNeT3yOEYvE85TGt+G///1vtg1cvKcxl45CxOgAH/eJ8ZXbIqsYp8T2UfHeRSI2Ppt4vNg2arvttss6XERharzuiBsi7ovYadlll0177bVXjWRHaZy02mqrZe/Z/fffnyV1P/roo+w7Fe9bxGnF+KquYmzx+UfcEt+FeLzoPhGxeLymTp06VR8bx0TCqFhkG+PL44/4HvTt27c6ho3zAzHWWPRXGu/l34lifJXLY5eIt+K9ueKKK2qMoXQbuPibiHMKebIrnie2BAcAaGp1Ob8bOZM4L/vSSy9l8+CYe+28887ZPDPmdHnzhHLnnos++eSTbD4Z8/j8cX79619nc8riYpvpiXPLMcZcdCasLW+00korZfPsmFNHx7CYg5YT87xYBBTjivlliPcgChVjbOW2Uy2eO4/YKvIRMZeO+XVszRxz5VhEtNVWW1UXJEX+KbowRn4gxnLwwQdnu3wVRcyT5xcixoq5bMRmEbdF7DPffPNl8/bf//7303xOdRGd7OPx4nP/9ttvs/P0kVuIzyF+Ih+Si9xJFGjl4jOPHcdyMaboxp6L15rvkFV8HRHDRBxWes4/xLw6fy+jWCsalES8kX8Gxc86F+9lMfaM+Xu8hkr+jUwvB1P8rkS+Kr7r8V2J780333yTLSqLLpsRd0XusZw4Nr6jkVuM71p8D2IMkQ+KDnf51rl1zVmV+3waIsYs5ppibJGTjM8nYsL47kd8H9/5iH1KC4Pz/0bE30n8HcW5goj14zsaWwXHdyfOZ0SsVldx/8hLhXjucs+Zi9cYOdvIL8bY4zVOb9eHOM8Sf0MhYtD4W424enoih13636hcxNzx76effrrssRFTxncpPsP4efXVV7N4G2aWIkMAmo08iZGLE+u1icnjZZddVuvtkdCKLhelKzoieRQTvPi55ZZbskltFAvWpjRYClH4FsFDBFzR7rqYmPviiy+y4rwIOiNBVSySLLZ5j4RVTKAjYVWaUIiALSbokTCKwrgIDGKsxdV0xW3AIlERwUE8X1GMJV5//ETQmnfyiwlpTOAjYZJ3uoiOIZEIjEDlf//3f2sUGEYQlBcYzqx4HyKoj9ecJ+H+/Oc/1zhBEK8jb02erxxqqALDEM/Vq1ev6uAzWu9HUJ8HWbWJcUUQkCdbi8WaERzGT7zHkXAtXe1UH4899lj23hc/v0h01Ud0MyntOBMneOInTujE97l06+1KiZM+0ZG09O8+gq8XXngh+4nvfPydd+vWrdbHic8zTlgUt26O5HMErfF3GH87c0JHGwCAhhYxRy7m3VtssUV2Ajyf9/7www9ZkiYSE7kotosirljwFB3lYxFOaRFczOnzAsOYe+60007Vt0UcEB0JYx5ejG0iYRfztjgxHtv8RJwVRYgnn3xyljTIxYn8OMGfP37ESnFCPZ4nisLiZH9x4VqIJGV+sv3RRx/NEjCxbVouHiu6KRbjuhhfvPYYw/SSofWNxWbk66+/zooGc5EknN5cNl7v9EQSIp47X2iVy+OYGHcU38VrKCYNS5M5EesU39d4ryPJF+9pxHmxOCrio1wsaIu5fsztI9lTTnyHooi19L2LMcd3MDo4FhN2MxKfX8RteTInTxzFoqT4ic89ilsjqZvHubF4MS/qjMRWFLVG4i++k5FcywsMI4aO72V9klblxN9SJOHzRYTxfYzvXlEkF/NzB/F3GecHAABmR1FIFnOm4jww5lSxmD7yJ3Xd9jbOA0fxUD73yh8nchgvv/xyNkerizgHXnzO6eWX8oYH0xOLQyJ/VHx9+djiJ4qj/vKXv2R5ltpEPBCvI2KnXBQIRSFczFtjrl0s4or3IGKQOK8d58ZLCw1zkVeK3FGMo5hbioYVMZ+MOWd9Fu3Ea4kiwXyb6RDji3HETxSdRfFbnu+KuX58blGYGGKuHcVXUZQW48i3dg2LL754lguaVTGXzosMIyZ88803axRihWI+MGLHxiwwbGhRJBifQcThuXid0eQkFidFkWAxHonvZcRMpfFUxG3xE/FRfLeiQHORRRZpsHE2RIwZ8VCcF4ityovyvFD8XRUX+g0aNCjLlxbPI4ToLBixZ/zEuYbI5dbWuKZU5Mvy/GjspldaxBl5qThnEmPMX2v8fUbuNH7iux7xeCxoK+4IURQ512jgEucrZlRkWDwPELnM0vEUdzHIF18WxXjyQtE4J6PIkFkhowpAs/Hhhx9W/x4dGIqTpvoqLTCMFWCxaq3YXTBWd0XCJzpflBPXx6Q0Tuz37NkzC4aKyYpIeMREPTpjxO3FCX5M/ktb7Be7EUYAHoFgrCqKcRUL3SIJFp0SQ3TAiM6LxQllPE4x0RTFVMVAIo6N4DMeOxeBSLH4LLownHjiidX/jlVR0YEuApji9bH66IwzzkgzEu9rTGKLRYH5dXnnjmJyMl57dD0pPQkQSbVcdBNsaMVVZBHYR/JvRuK9LRYYxnsS3SyjADAv2IuTFxE0xQquur4fpfICwwhoYpzx+OU6Bk5PfMYxpkjExk+xoDAKPKMzZkOI11D8e8ivi5/SDp7lRAAcydpigWH8zUfBb7ETTgRF8TdaGrAW5QWGSy+9dHbSoPia46RD3n0RAIBUYy5cjCEiARfzsCi8Kp6ULy4+yuOI2L44V5rQCHnXg7DuuutWLxiJBFgko4qJgegcUiwijPlfFBZGh4CYW8Y8PO8YEiKJFUWB0eEvkkYx38675cV8PC+EizlhzKUj6VTsXhdJj9I4LRIYxQLDeMyYV0YhYiQRIilYm5mJxaanmCQMEQvOrCisizl3cS4d71u8L8U4JRJP00t4RIIy3teIz+P9LN43Yu74TGN+H91mSscbxaLFxUBFkRSM9y4STxEDFTv6Rcwb8Wkkp+sixhcdW/ICw4iXI54qxmwR/8cxxeR1fGeKY44EdiR3Iskd3R9yUXhYmsAsJzp2FL/P+XXxXY7XF38L0SknF4WspYrnMaLItLgtFgDAzIj5eRT9lPspzt3rI7pQR4FTsQAvCplirhkFN1HkEoVBdRHFfDFHW2aZZbLzw8XcRxQ0RdFRffNLszqXjpjhwgsvrH59MaYYX8RD+fwy4pootoriptrEov+IveK+pQ0FoqAs5uLx2JEjirxDMf8Uz1+biC8idoi8UrxnxfgjcjyHHXZYlvOpi8jTRBFgXmAY+a54zOL8POblxaLMKIKKRTh5Xivm77E7Vow74rk8BonXFguWynWTL4r8XcyZi4vB4jnynEPcP3Y+KnZujwU7RVEwVszjNEZ+qTFFXi4+u3jfI99YLNAbOnRoVshZFN+PYiyafxeK3TWjiDVf8DYzOavGijGjEDaK9+Jzj9damguOODL/24vvVuR78/MI8b7E80XHz2LeNOLLWAhXV8XcVLk8XJwTiO905O2iC2cUDBb/2xT3jx3tootixMzF9yTOg8RnEws0p9dAo6i4WK5coWQx/1wuX1Z8DXWNo6E2igwBaDaKE6NiIqi+IpAonpjfaKONsolgBMwRMEXwlk8G4znLbdubT15jQh8n/mMFWASL0YGweHsktqKTWtwexxULpGLCHfLVc8XVahGwRTv9fBVYPHZxZUkk12qbCBaLqCJQjKRVLjoORqfFWGETl8VAKlbeFIP+KPqLbiW5mPRGF4VoNZ4/TwTBdUlqrL/++lngUDw2EiJxXb4SL5IpkXiqLaFS/Mwi4K5tK4NZUbp9WGknydpWkOWiU2F8lyKIj0LR+NwjeIvXHUmnfKVQXd6PcqKTRwRX8Z2KLhv1FX83sTItuiLGTxQVFgP4eMziasSZFa+htKNG/tritc9IvH/FRG6suoyTRbEaL04+RRIvN2zYsOl2LY2gMrqKxvcnCinzlvu54rbgAAD8n+iOUVzgk8/tYm4bnemKc+HS7YGLHQXi9kh45CKWKCYTY56Xi3laJJ1CnkCLLocxb42iwnz1fxR3RZwUHfAihooFXEVxEj8WkkT8EsnLSERFt4xIyERiI+KYiJFi66NIxMT8vVj4VSzki4VlMa/PRZe7GE/MKyN2jORcbR1YZiUWq01psmBW4uJIAuYFfhEHxRgiVo73JeLPWDiVi7ghtrorJ+LemJ9Hgjfez0iUlN4ehZqRKIpE33777VdjAV3x+1EUcUksXIp4OGKg+EwjAZnH6vG+l87taxOfQ55EjQRrxBXxucZPFMrmCZnowFhMpMf3PZKjeUIs3q8omiwmdCOOja4ZdRHJp9LOhJEgizhphx12yP5d7OwZ5wwi3ikWS+bdWZpjYhQAmD3FQpsoiCn3k2/jWl8xJywuJolCpph3x1wzup3H/LuunQxjrhpdzSNfEPO4OL9dzIFEN8O6aKi5dBT7xNaouVjcHq8rxhfxRxQg5vFMzIWjU1lxIUtRxDhxTj7uG3PT4nnvuG8UE8W58pijxnw4dmLKvf3227WOMebSsfgr5vfxnkXsUuxyHrFe6eKq2sR8OG+QETFC3jUvLuO15WLOXuy2FrFT5DNyMe+PxhwRa+Zim9+6dFSM9zPmzFGcVXpd/ETBV3xP8i2mQ8QexcYeEa/khWjxvkdnxZkRryEKtsr9xKKlxhLxYnzv4n2PvFN8L4od8qKIrhg3xMKoXBQJxvsen1tcFuOXiK0jRzKzOavGiDHjMaJIMMYarzUui+ch4m85j5OisUfxnEB8D+P5oiN9dCOMzzniuSjkLXaBnJHi2KbX7COKXeN7F//Ni3FGYWEUGxfPgUQcWGx2ETnp6W2nXE7xvyHlOiMWr4s4u1TxNcQ5nGI+GupLkSEAzUYx6VLXALScfLujEBPm6DxRLP7beeedayS7YvJX26quCBryCWMUM8XksCgSEPnqqlgVVFxpFSvnYgKcJ0mKK4+iiC62EsiD5VgxFFsWl67Sm5GYwOeJunj8eMx8C+JYBRQtx3PRtS8vfMxFMihWGpUrqIsiyFid01DiteaJlRCFdPnY4/MubpXcWMmU0u9VXRJ9xVby0W3xtttuq+5+GSvDIomab+3bu3fvmR5bFAPG6tFc8XOpqwMOOKDGqrO11lorC+Rz8X0sTRJXQrGTS5yMiJWS+arH+BuI1XDF714keWsrjoxkbgTDuWhPX1xlOb0uiAAAc6tiF4RIvhXjnO22267WY/Miv2L36pir5aLwL59zRweMmD9HnBPbbxWTTTGHi/lvPjeNhEJxQVfEaPlJ8tJOeAcddFB1bJV3aYg5eyTtokAxFp8Uk1Nx/2I3h3yr5RDJuGKMEN0j8rlkxC8HH3xwjURJQ8Zi5ZTOeWd2gVAkTGIbtuJ7FvPkYqwRycR8vJGci+ROOfF+xPuQx6oRYxQ7K0TnxmLhaXQYqevCrkhKFpMhUewaC7uKCeXi51WbKAzNxRbIxW3RYjFY8TFLO53H4rbYrq7YLTP/XOM7Gh04prdldX3Fd72Y8C4uvitulRzFkhtuuGGDPS8AQEPKd+UJURgXu9HkosCwuFvSjMT8rdjtOX4vLhLKdw9qqrl0xDT5fDBEk4rovF18vTH3LxZ8xSKjcqI4qbgoP2KpophH5x2zY25evH168+goqooGEXkHwyhAii7dxZ2civFXbaLItBinxCKrYhFaxG1RZFnM6RRFYWMxlizml+J1xXn+hlTcLSs63hcbGZR2BC/m6pqDTTfdtEYsHnFWsTFJMc8RsWixiCyKQfPPLeLYiP8ivxfbVkc8X9+Ct8aOMUM0g8k/o4inY5FhUf56I7db3AkuOp9GPi4KSuN7H+cb4nsXcVX8TdRVcYe7uuzOlb/GyBnHfxNKO5POqmLBbDnFwutyiq8h8p7FHSGgvhQZAtBslLZ0n1nFFV6RqCrXWro4+Y3JW3FyXBRFZLW1pM4n+uGYY47JArAhQ4ZU3xara4orbIpFhjGmSFTETyS9YoIYwVrxPYiixRkpduGIoDm2YiqurCotEnz33Xdr/Dsm6OWSJhF0FJNiDSWKB/P3IVbb5MF3rJrMTxbMyiqzGYmW+UUzatMfoiA1b7seycEozIzvT7y38ZnH6rC6bLs8IxGU5AHYzCqejMlFErCo2CmjEuL7Xty6Ik5CFP82yv2NxgmV2jqglNu2rLi1RF0KSQEA5iax0j5W/BeLnorz0JhTFhdtRJeAYpItElrFxUNxe35CvNglLlbixwKd6EQSHQ6KxYLRuTDmeFHkl8cuxTFFoVc+Zywu+sm3EqtNvI6Ii2JRS2ypFEVrERMWt1grJhuLMVfMScvNp2tbSDSrsVg5xcVxde28Xk5p15Pi3DoXCchiMV6xM0ZpbFgaL5YWGRYVY9oZJXeLhaW54nbcUXBXWxyQi7iy2IEntqoq7ThSXOQU361SkRQvPm8uFkNFt8WGFAmyYgeWYpFhccu32AZ8VuNDAIAQ3fNicU+5n2JnvbqKRSBRWDejOV25c77lxDy6VHFOWbroqK5z6ZnNMRVzRVG4Ex3XSsX8ulj0U9tcujR2Kc1Vlc6li69heo04IpdU2qQg4rRiPFPf/FI+Ly6dSxcfp9xcOoq8Sou0ostdNP8o15FtVkTRXXEb7HwuHXmfYqFn6cK5+oj4J99CuPSnWGza0GaU5ygWFcZ25cXvVHTxK33/YzvzyG3F48YiuFnVkDFmjK/0vSz9DuV5nYiJ9t577xrnH+Lf0SEzusRHYWPkF+tbVFws2iyXQy4V3UFjR63YHS6Ka4t/O/HfglnZhSBfpDm9nFbx8y/NU5d7DZpvMCsUGQLQbBS30o1VKDNq1R/bUBUn0+UmT126dCl739Lraws4SydmpYFxTBz32WefrONArEgrJpIiGZEnJCIgLCZmIsF01VVXZb/niYMI6osT4XItr0vVN1AuN7GMlXfdunWbJpBqjIRGvO/F9ygPAourzOL2YvDUkIpFn/F51Pb9KIpjYoutSL7m22iFOJESHTOi6DAK5WKlYG3bItRFXsg4K0oTeuWuq22M5VZKNUaB3ujRo2ucIKnr32htCdbSk0eh+N2d0QowAIC5TSySKc7HohNhJLfyn0hCFFe9x/ytWPyUd4fPk2oRt0XHwtiCqZiAisVM0cEwugnk2zHXVWx/HF0PohtDMdkQ8VdtiapIBkZniyjgOvnkk7N4MWKsiHWKnQyLil3yYt5c7rFri00aIhYrVezYUpfEYCT5IhYtXUxV+lx1mXPXNt8ul3ApxsWlC7dm1GGh+BjlYqDSsZa+tlJ16XQ4o88hxlz6HY3YryE6fpRT3DI5vqOx7ZytkgGA5qJ0/lWuC1jMq+t6vrvc+d3iefi6nt8t5pdCsSFEObGTVMQxpcVJdckvxcKR4rjrml8qXbxTOpeuawft2rr0Fcdbl1xFQ8Q0EbMVdxrKF4rNzE5N9e1mGHmliG3js8xfb8R1ffr0menHj+K8fAvh0p9iB/Ryyn1X67pt7YzyHLX9DRaL0xpTQ8aY5QrySl9r8b2M9z1i/GIeM97XOAcQ20ZHjnazzTartaNoOTMq2gvx34b4bkUx9gYbbJD+9re/1YjR436xO1l8D6MT5awofv7lcsPF68rlAaNws0jzDWZFw5aHA0Ajio5r0Yo+FxPCaMdeW/eNk046KQsgIhGz//77V2+BHEmgvECxtg5zcf8ZTeDrkiA544wzsjbh0dEuWttH+/FiIJV33YjgsDgpjgne+eefn7XxjtcdnUGiYC0SeLm6rHwptgmPYGJGk+hyK5YuvfTS9Omnn9a4LhKNMSkutxqpIYLAaOceYoIeAVFxq+RZWWU2PfFdKa62ipVSdVmhFGLL7Oi2EkH3888/n62Milb8kdSLQCN+IlkbolX6zCh+ljMrukEWV/KVC+Rq+16VCzrqUuhaX3HSIRKK+cmbWf0breuKWAAA/u9EfT5vrc/J5+gEV5ynx8n96PCXdx+Mk+qRoCsuZOrbt2/2e3T+iJjp2muvrdHtIrYCi+LF6HARMUEs2opuBBEbxZa2sb1XJHiKMVJtc+ZRo0ZliYU8SRaFhjHe2Oo45pGxLW8x1iyXkIm5b+nisFDs0tLQsVipeF9joVq8nhDvb7kx5W699dZsQVQ8dmwRHbFIJHNLE70x5y4X+xTn3OUSFXVJdM5sd5KIB7799ttpks+lic4ZxcWl34nYkm3PPfes11jiM46i2NKkU+xYEN/9hu7AEoW80ck+734RfwfxPuTFv8suu+w0XW0AAGYXpUVN5RZ9RIwRc726qGth3YyU7ugT8/PaFm5EXBRz5+iaHfOwbbbZpnqL5+Iio9rOXUdBWzFOqe3cdWPNpaOrWjnFuXRdch+ln2UUbJXu7jWjc/GRL4l8UlG8rxHnRXf5hhZx3gUXXJB9x2Ie//LLL9doYhGxYKU6gpeLrWe0aGpm8hzFzzbyP+VixviO13UBWF00ZIw5M9/76B4YP5GTix0R4nOP/Oo333xT3WAktjJ++OGHpyk4LicKfPP7FnduyA0YMCCLt8v9NyBy0rG9c/z3pa45xvosOIzxxH9fiv9dKY6jNAdY7ntW23+ToC50MgSg2YhOccWVW9F6urYip9huKz8BHwFLcQJdbLM9aNCgskHuwIEDa0zey7Uir4solotkWHTyiMlkbavqSif0EbhG8iiSZxHMXnLJJVnQXXwdpS3Oy4nkQzGwjY4j8R7mPxFsRveQKIqLCXNxBWCIQrm8o2KpCKprS6jVRW3vRawiyxNJMfGN1T/5Vskx8Y1kY2OIJGXx9cT2U3XtohLfo3gfoxgzvqdR4BrJ2RdffLHGtlrRRaQ2M1px2RCJq3iNpSLYKip+r4qJzuJJkZnZWrmuK0rj760YBMWYy7WyL/6NxveltKsLAAD1F/Pa4cOH1/t+r776atZtrShioFwUSRVv33XXXWt0S4y5XDFpElshR8IhFpVddNFF2bZKkQSMhVhxMj+SY6eccso0xWK1zZljm+Y8oRYxUiSdotNAfmK9trimOC+NbvrRjbHU//7v/zZKLFabfPFcHovEY5QTc/XYKipPQkTBWp7EKd16qji3zsX3oLjdWRRkNrV88Vlt8Ut83jNKEMVnXEwER2fA4ucQP5FoikV95XZCCJH8LJcEj0VqEavPitripGIHlujwX0yMNtbCOwCAhhDzr2LBUZwjLxVFQPXdvnRWxYKd0nP15bb3DQ899FCWVwoxDywW5xXn0pG3iBxKqZhfF+d5TT2XjnltcdemcnPpYrxSm9IcVDxucR4dRYg33XRTFqvFQqjSeCxyCscff3zZOW90/ovvQUPPo+O7Fzm5XHTALy74asqO4KULnkobPkQcWN/O63VR/NwiFizdyjgWTMUitNja9+CDDy4bd9V3F6hKxZjx+iLGi3MO8Z2KbvP77bdfuuKKK9ILL7yQrrzyyhqvu1yObEbdQMt9RrHYrFjYF/nd6NgZ+dSI3aKDYUMVGIbS4t44B5OL/5YWP+NyC9JKv3sNsXMacy9FhgA0GzEhi5UmuQiSYrJYbD8dyZuzzz4769aQ69q1a9p2223LnpCPSfzRRx9do4Aq7htbZ+W23HLLmV7VEYmkAw88MOuuEEm02lYGxfXFJFski6KjR0yAI6Fx4YUXZlt4FY+JLXhnJI4pJuui+C0v2JswYUJWwBiJuggk4n0ptjSPAs7o6JEH+5GYOe2006pvj+A6OofURzFxlidpiq8pP6a4FVVM1oufRWOsMotgNtqpF79rtXXJLIpEYwRie+21Vzr11FOzLZHjs8vFe198faWrxeryfjSkWFkV3SFzcQIkgq1icnfppZeu0VWwuOKwuIVC/DvvTFNOaZK0Pq+v+DcaJy7ivY33Or9/dNcsnoCIBHZDrWgFAJibFeOgiFEiMRAn7Mv9RKFeUXHeni8eyou7Iu7K44oodIutiorzt9i6p5jwi3lrdJx7880303rrrZf23XffGt0fopNIPl+vS+KjePI/YrQ8YRhzyxh3JB+Kj5/bcMMNa8RwMS/NOy/EfeM9iDE2dCw2PdERobi9c3R9vOWWW2qMOxIO0c0/n0OHiEvz1xJJh2JSMeLOYhIoXmN06YtxhngdxeLGphLdA4vJk0gIFb9n0Y2mdNuncorboUUyuditM4o8I86NRXTxnSrGR+G2226rkXSL7+UKK6xQ/e+rr766xhhnpK5xUsTE+bFRoJt3Ao2/m/puLw4A0NRiHp2Lc8hR/FM831vMMzSl2FY1L4SL+XPMmYvnmfPO7sVcQcyFDzjggOp/R66pOM+PnEBxsUrMDSNHVcxPlW4X3NhibhmvNY+D4t+xeCviuHKfUW1i0VUxXxDNPWIL2mIjkFh0c9RRR2Wd6otxVYiFYfkYYh4bDSXy+Xu811GAWNc4qHQuHYVfebxSOpcuLtiJjvV5XiNez8w2FJkZxfxKKMZcMeZ4PxpDfLbF9+ovf/lL9ecQ73t8jhGjR241xlTMuc1szqpSMeZ1112XxUdHHHFEtpNcxG/FcwSleaO6dm+MJjC5fGe8copbIsffQyxmbMgOkbn4OywWj0Ycmr+XkdPOzzWEaIQyve6mUWBY+t2E+rBdMgDNyt57750lcWIlf14kFYVnMbmKrmsxKS62fY6A8ayzzqoxSY4JVmzdlQePkaiIIC8eIzpYFLtYRFIsCu1mVjx/TNgiYJ1RJ7rSroyxWi4KwqIzQ+nrikTbaqutNsPn79KlS7ZNc0ysQ3TeiE6A8VojqChOPKOVeHFiGcmqYqe6SKjF9shxUiC6PIRYARYJwLhvXcTj5yvoIlETybQILp544olsMp7baaed0o033pj9XgwIZnWVWXy2MeEvrnKKFXalnUsi4Vfsmjm9lWhxIiIC9BDdQSKBFau2IkgaMmRIjc81WvHPzPvREGI88Xp/+9vfZgFJBItx8qMYIB5yyCE17hPb0eWrG+O7ECcK1l577ew9m9Eqw9IgJV5bFG/269cvS4xOT3yfIvjPtweLICn+HmLcEdAVTzzEex0JUwAAZk2sbH/88cdrzAWj20dtIjaIWCdPPMT8LRZw5bFXzDd32GGHrPNgURQIltvWOIq3YiFLzE/jZHkUg8WcMwrqikm7ONkfhXn12eKp2FUh5ueRhIjtaGPuXRoLFOfv8VwRg+RFadF1YdNNN82SJ1GsOL0t3mYlFpueiFMuvvjiLDaOsUasGUnauC4WDcXjliZBIn4sdpbMix6jeDOKPyPWjPc03utYYBdFbdHlIXfQQQfVqdNJQ4tESMQP8briexGd44vJouIixOmJeCG6OubJxUgEx8KlKHh99913q2OiiFdiIWMu4vDiNsnRPSLei4j5IiEW7328f3HOILaAq0unitKOETG2RRZZJPuMiuce4vsQz5PH3nlcHB1H4rsFADA7i3PmER/kc8oo/okCnJjLxlyzqbsY5lZeeeWscULMn2N+FbFAzIljHhxzsjgHXjrHP+yww2rMheO4mDvH/DufM0bhYZy7jvlhPEY+d4ucUDxXJbbnjTxaxB8x9nidxfgj8l7RXb4uDj/88KyAK8R7E3FFxDTx2eaLt/L3tli4GJ9/dJfLRU4g4rCIO/Mi02jYEIWIeX5lRooxUzxO7EYVc/lYMFRsyhHjiI6G8ZobMr9UXxFPx9w9L/CLLncRf8T3LRYRxXcn4pqGbjwRn2/Ei1GIFqIwNOL3+C5EbiXyO7levXrVWPA3KzmrSsSYsVAsumnmWxv/+c9/zgocI5aP64oxZOSQ67pTWpwPyRebFb/nufh732effRp0S+QZiffzD3/4Q/b7K6+8ksWL0XGx2B0ymqKU2wWveEz8rcKs0PIFgGYlEkjnnXdetnIsL9qLICGSTu+8806NQryYDMdkcs0116zxGDFpj44TxaAjiq/+85//1EgwRXFfFLrNygn8GFsk1+qy1W0x0RaFkBEIxGqs0tcVybDiSrgZiQRK8bVGN4t4zNKVLbGyLRcrjIpdTCIRGEFIiFV8+TZbIZIupVuj1SZW8RRFQBWBaSToiuI1lrb0jkn7rLZPj2RldKrIfyLRV/zM4zOIEx7RWaWuIhiK5GkuAqX4LkXgVkxQRlASK7Vm5v1oCBFUxwmREMFrFPAVg9dIphU7fobo0Fj8/kdAFp1DYku4OCFU/M6UiiRZcUVnBNLxPSkGsLWJbRYiGR3dPHPxNxDf22KBYXxHrr322iYL4gAA5mQPPvhgFhfVdUvWSJTFIpRczNOKW7rW1nG6tmRWzPVjoVOxc0LMp4sFhjGnjeRknqSra4eA6GRRumVUzNfzWCC6ixS3cComPyJhVYxNIqaI+X7M2yNmKy5iaohYrC6i+0Zsk1zczjm680d8U1pgGIm36FRR+jnE4qGIrYtd+yMOieRD/vrj/Y14JwpAKyG2w46YOuKXYnIoxhWfS8RYdRHbbcd7UOx6GO9TfBZ5TBS3RQySb+0XCeKI3/LCxPhexgLGiO1/8YtfZInz4nfmjDPOqNNYIokXOx3k4nsUHWXKdccodmDJFWNPAIDZVZzLj4X8xfPDUagU56SjACnmUsU5UWN0/qpNLPCJjuKl8+CYSxcLDGP+Fx36Yj5cKha7xGL+/PXFnDLOfcecNS9qi/ll7FAVDS+aWiyOiXlnzOsj51CMP/JFS8Ucz/REk48oMsw/o3itH374YY3Cq/i8Y76dixxAsVtl5Nry4qh4/4vz+IghY8FOXZTmU6KgMwriSnMOMWcvxqoh4qHS65pCxBTF73fkVqKpQsQ48d2IRWyNIT6zYgf0PI4tvlexmCv+FhoqZ1WJGDO+xxHHFbc3jlxUNKgpxpBxDiHiuYgN62KNNdao/r10u+kQeamG3hJ5RiK2j+LRXJzPKBYPxjmPYhfWovjsK7V9O3MeRYYANDsRDESHjOhmGKtill9++SwwyrsGRlHhcccdl634r60NfUxyowAxVg5FAV0klWKSGY8THQJjNVt0Oii34qM+ImCODmx1WYlUTPrECqf77rsvSypEkiPGFoFaTLyjyCtPfNRF3DdeaxRW5iu4IkCOyW8Ec5EMiWA3L4SMgDNWHOVich4JnFzcv7hNciTKIlAqJuJqE4F3/MQqohhDFIJGIFVuJV9p8mRGSc6ZEWOI70x85vHeRueW+rZoj88tTphEW/boVJh/l+KxI+kYxXZxe6ymKg046vN+NNRKpwh+ovtFjCV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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "================================================================================\n", + "COMPREHENSIVE COMPARISON SUMMARY\n", + "================================================================================\n", + "\n", + "šŸ“Š Overall Performance Rankings:\n", + " Total Issues Issues Rank Avg Complexity \\\n", + "Implementation \n", + "Claude Code (Basic) 10 1.0 2.34 \n", + "\n", + " Complexity Rank Avg MI Score MI Rank \n", + "Implementation \n", + "Claude Code (Basic) 1.0 80.83 1.0 \n", + "\n", + "šŸ† Best Overall Implementation: Claude Code (Basic)\n", + " Overall Score: 1.00\n" + ] + } + ], + "source": [ + "def create_comprehensive_dashboard():\n", + " \"\"\"Create a comprehensive dashboard showing all metrics in one view.\"\"\"\n", + " \n", + " # Check data availability\n", + " has_summary = not implementation_data['summary'].empty\n", + " has_complexity = not implementation_data['complexity'].empty\n", + " has_maintainability = not implementation_data['maintainability'].empty\n", + " \n", + " if not any([has_summary, has_complexity, has_maintainability]):\n", + " print(\"āš ļø No data available for comprehensive dashboard\")\n", + " return\n", + " \n", + " # Create a large dashboard figure\n", + " fig = plt.figure(figsize=(20, 16), dpi=150)\n", + " fig.suptitle('Comprehensive Code Quality Comparison Dashboard', \n", + " fontsize=20, fontweight='bold', y=0.98)\n", + " \n", + " # Define grid layout (4 rows, 3 columns)\n", + " gs = fig.add_gridspec(4, 3, hspace=0.3, wspace=0.3)\n", + " \n", + " # Row 1: Overall metrics\n", + " if has_summary:\n", + " summary_df = implementation_data['summary']\n", + " \n", + " # Total issues comparison\n", + " ax1 = fig.add_subplot(gs[0, 0])\n", + " if 'Total Issues (A excl)' in summary_df.columns:\n", + " impl_totals = summary_df.groupby('display_name')['Total Issues (A excl)'].sum()\n", + " bars = ax1.bar(range(len(impl_totals)), impl_totals.values,\n", + " color=sns.color_palette(\"Reds\", len(impl_totals)))\n", + " ax1.set_title('Total Issues by Implementation', fontweight='bold')\n", + " ax1.set_xticks(range(len(impl_totals)))\n", + " ax1.set_xticklabels(impl_totals.index, rotation=45, ha='right')\n", + " \n", + " # Add value labels\n", + " for bar, value in zip(bars, impl_totals.values):\n", + " ax1.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.5,\n", + " str(value), ha='center', va='bottom')\n", + " \n", + " # Issues per file\n", + " ax2 = fig.add_subplot(gs[0, 1])\n", + " if 'Issues per File' in summary_df.columns:\n", + " issues_per_file = summary_df.groupby('display_name')['Issues per File'].mean()\n", + " bars = ax2.bar(range(len(issues_per_file)), issues_per_file.values,\n", + " color=sns.color_palette(\"Blues\", len(issues_per_file)))\n", + " ax2.set_title('Issues per File Ratio', fontweight='bold')\n", + " ax2.set_xticks(range(len(issues_per_file)))\n", + " ax2.set_xticklabels(issues_per_file.index, rotation=45, ha='right')\n", + " \n", + " for bar, value in zip(bars, issues_per_file.values):\n", + " ax2.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.01,\n", + " f'{value:.2f}', ha='center', va='bottom')\n", + " \n", + " # Tool heatmap\n", + " ax3 = fig.add_subplot(gs[0, 2])\n", + " if 'Tool' in summary_df.columns and 'Total Issues (A excl)' in summary_df.columns:\n", + " heatmap_data = summary_df.pivot_table(\n", + " index='Tool', columns='display_name', \n", + " values='Total Issues (A excl)', aggfunc='sum', fill_value=0\n", + " )\n", + " sns.heatmap(heatmap_data, annot=True, fmt='d', cmap='YlOrRd', ax=ax3,\n", + " cbar_kws={'label': 'Issues'})\n", + " ax3.set_title('Issues Heatmap', fontweight='bold')\n", + " \n", + " # Row 2: Complexity analysis\n", + " if has_complexity:\n", + " complexity_df = implementation_data['complexity']\n", + " \n", + " # Complexity box plot\n", + " ax4 = fig.add_subplot(gs[1, 0])\n", + " if 'complexity' in complexity_df.columns:\n", + " sns.boxplot(data=complexity_df, x='display_name', y='complexity', ax=ax4)\n", + " ax4.set_title('Complexity Distribution', fontweight='bold')\n", + " ax4.set_xlabel('')\n", + " ax4.tick_params(axis='x', rotation=45)\n", + " \n", + " # Average complexity\n", + " ax5 = fig.add_subplot(gs[1, 1])\n", + " if 'complexity' in complexity_df.columns:\n", + " avg_complexity = complexity_df.groupby('display_name')['complexity'].mean()\n", + " bars = ax5.bar(range(len(avg_complexity)), avg_complexity.values,\n", + " color=sns.color_palette(\"Oranges\", len(avg_complexity)))\n", + " ax5.set_title('Average Complexity', fontweight='bold')\n", + " ax5.set_xticks(range(len(avg_complexity)))\n", + " ax5.set_xticklabels(avg_complexity.index, rotation=45, ha='right')\n", + " \n", + " for bar, value in zip(bars, avg_complexity.values):\n", + " ax5.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.05,\n", + " f'{value:.2f}', ha='center', va='bottom')\n", + " \n", + " # High complexity functions\n", + " ax6 = fig.add_subplot(gs[1, 2])\n", + " if 'complexity' in complexity_df.columns:\n", + " high_complex = complexity_df[complexity_df['complexity'] > 10].groupby('display_name').size()\n", + " implementations = complexity_df['display_name'].unique()\n", + " high_complex = high_complex.reindex(implementations, fill_value=0)\n", + " \n", + " bars = ax6.bar(range(len(high_complex)), high_complex.values,\n", + " color=sns.color_palette(\"Reds\", len(high_complex)))\n", + " ax6.set_title('High Complexity Functions (>10)', fontweight='bold')\n", + " ax6.set_xticks(range(len(high_complex)))\n", + " ax6.set_xticklabels(high_complex.index, rotation=45, ha='right')\n", + " \n", + " for bar, value in zip(bars, high_complex.values):\n", + " ax6.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.1,\n", + " str(value), ha='center', va='bottom')\n", + " \n", + " # Row 3: Maintainability analysis\n", + " if has_maintainability:\n", + " maintainability_df = implementation_data['maintainability']\n", + " \n", + " # Maintainability violin plot\n", + " ax7 = fig.add_subplot(gs[2, 0])\n", + " if 'mi_score' in maintainability_df.columns:\n", + " sns.violinplot(data=maintainability_df, x='display_name', y='mi_score', ax=ax7)\n", + " ax7.set_title('Maintainability Distribution', fontweight='bold')\n", + " ax7.set_xlabel('')\n", + " ax7.tick_params(axis='x', rotation=45)\n", + " \n", + " # Average maintainability\n", + " ax8 = fig.add_subplot(gs[2, 1])\n", + " if 'mi_score' in maintainability_df.columns:\n", + " avg_mi = maintainability_df.groupby('display_name')['mi_score'].mean()\n", + " bars = ax8.bar(range(len(avg_mi)), avg_mi.values,\n", + " color=sns.color_palette(\"Greens\", len(avg_mi)))\n", + " ax8.set_title('Average Maintainability Index', fontweight='bold')\n", + " ax8.set_xticks(range(len(avg_mi)))\n", + " ax8.set_xticklabels(avg_mi.index, rotation=45, ha='right')\n", + " \n", + " for bar, value in zip(bars, avg_mi.values):\n", + " ax8.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.5,\n", + " f'{value:.1f}', ha='center', va='bottom')\n", + " \n", + " # Low maintainability files\n", + " ax9 = fig.add_subplot(gs[2, 2])\n", + " if 'mi_score' in maintainability_df.columns:\n", + " low_mi = maintainability_df[maintainability_df['mi_score'] < 20].groupby('display_name').size()\n", + " implementations = maintainability_df['display_name'].unique()\n", + " low_mi = low_mi.reindex(implementations, fill_value=0)\n", + " \n", + " bars = ax9.bar(range(len(low_mi)), low_mi.values,\n", + " color=sns.color_palette(\"Oranges\", len(low_mi)))\n", + " ax9.set_title('Low Maintainability Files (<20)', fontweight='bold')\n", + " ax9.set_xticks(range(len(low_mi)))\n", + " ax9.set_xticklabels(low_mi.index, rotation=45, ha='right')\n", + " \n", + " for bar, value in zip(bars, low_mi.values):\n", + " ax9.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.1,\n", + " str(value), ha='center', va='bottom')\n", + " \n", + " # Row 4: Summary metrics and rankings\n", + " ax10 = fig.add_subplot(gs[3, :])\n", + " \n", + " # Create overall ranking if we have data\n", + " ranking_data = []\n", + " \n", + " if has_summary and 'Total Issues (A excl)' in implementation_data['summary'].columns:\n", + " total_issues = implementation_data['summary'].groupby('display_name')['Total Issues (A excl)'].sum()\n", + " for impl, issues in total_issues.items():\n", + " ranking_data.append({'Implementation': impl, 'Total Issues': issues, 'Issues Rank': total_issues.rank().loc[impl]})\n", + " \n", + " if has_complexity and 'complexity' in implementation_data['complexity'].columns:\n", + " avg_complexity = implementation_data['complexity'].groupby('display_name')['complexity'].mean()\n", + " for impl, complexity in avg_complexity.items():\n", + " existing = next((item for item in ranking_data if item['Implementation'] == impl), None)\n", + " if existing:\n", + " existing['Avg Complexity'] = complexity\n", + " existing['Complexity Rank'] = avg_complexity.rank(ascending=False).loc[impl]\n", + " else:\n", + " ranking_data.append({'Implementation': impl, 'Avg Complexity': complexity, 'Complexity Rank': avg_complexity.rank(ascending=False).loc[impl]})\n", + " \n", + " if has_maintainability and 'mi_score' in implementation_data['maintainability'].columns:\n", + " avg_mi = implementation_data['maintainability'].groupby('display_name')['mi_score'].mean()\n", + " for impl, mi_score in avg_mi.items():\n", + " existing = next((item for item in ranking_data if item['Implementation'] == impl), None)\n", + " if existing:\n", + " existing['Avg MI Score'] = mi_score\n", + " existing['MI Rank'] = avg_mi.rank(ascending=False).loc[impl]\n", + " else:\n", + " ranking_data.append({'Implementation': impl, 'Avg MI Score': mi_score, 'MI Rank': avg_mi.rank(ascending=False).loc[impl]})\n", + " \n", + " if ranking_data:\n", + " ranking_df = pd.DataFrame(ranking_data).set_index('Implementation')\n", + " \n", + " # Create a summary table visualization\n", + " ax10.axis('tight')\n", + " ax10.axis('off')\n", + " \n", + " # Prepare table data for display\n", + " table_data = ranking_df.round(2)\n", + " table = ax10.table(cellText=table_data.values,\n", + " rowLabels=table_data.index,\n", + " colLabels=table_data.columns,\n", + " cellLoc='center',\n", + " loc='center')\n", + " table.auto_set_font_size(False)\n", + " table.set_fontsize(10)\n", + " table.scale(1, 2)\n", + " \n", + " # Color code the table based on rankings\n", + " for i in range(len(table_data)):\n", + " for j, col in enumerate(table_data.columns):\n", + " if 'Rank' in col:\n", + " rank_value = table_data.iloc[i, j]\n", + " if pd.notna(rank_value):\n", + " if rank_value <= 2:\n", + " color = 'lightgreen'\n", + " elif rank_value <= 4:\n", + " color = 'lightyellow'\n", + " else:\n", + " color = 'lightcoral'\n", + " table[(i+1, j)].set_facecolor(color)\n", + " \n", + " ax10.set_title('Implementation Rankings Summary', fontweight='bold', fontsize=14, pad=20)\n", + " else:\n", + " ax10.text(0.5, 0.5, 'No data available for rankings', \n", + " ha='center', va='center', transform=ax10.transAxes, fontsize=14)\n", + " ax10.set_title('Implementation Rankings Summary', fontweight='bold')\n", + " \n", + " plt.tight_layout()\n", + " plt.show()\n", + " \n", + " # Print summary statistics\n", + " print(\"\\n\" + \"=\"*80)\n", + " print(\"COMPREHENSIVE COMPARISON SUMMARY\")\n", + " print(\"=\"*80)\n", + " \n", + " if ranking_data:\n", + " print(\"\\nšŸ“Š Overall Performance Rankings:\")\n", + " summary_df = pd.DataFrame(ranking_data).set_index('Implementation')\n", + " print(summary_df.round(2))\n", + " \n", + " # Calculate overall score if we have multiple metrics\n", + " if len(summary_df.columns) > 1:\n", + " rank_cols = [col for col in summary_df.columns if 'Rank' in col]\n", + " if len(rank_cols) >= 2:\n", + " summary_df['Overall Score'] = summary_df[rank_cols].mean(axis=1)\n", + " best_overall = summary_df['Overall Score'].idxmin()\n", + " print(f\"\\nšŸ† Best Overall Implementation: {best_overall}\")\n", + " print(f\" Overall Score: {summary_df.loc[best_overall, 'Overall Score']:.2f}\")\n", + "\n", + "# Create comprehensive dashboard\n", + "create_comprehensive_dashboard()" + ] + }, + { + "cell_type": "markdown", + "id": "4d1411a2", + "metadata": {}, + "source": [ + "## Export Comparison Results" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "abddf5d0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "šŸ“ Exporting results to: /Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/code_quality_comparison/results\n", + "āœ… Exported summary comparison: code_quality_comparison/results/implementation_summary_comparison.csv\n", + "āœ… Exported complexity comparison: code_quality_comparison/results/complexity_comparison.csv\n", + "āœ… Exported maintainability comparison: code_quality_comparison/results/maintainability_comparison.csv\n", + "āœ… Exported final rankings: code_quality_comparison/results/final_rankings.csv\n" + ] + }, + { + "ename": "ImportError", + "evalue": "Missing optional dependency 'tabulate'. Use pip or conda to install tabulate.", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mModuleNotFoundError\u001b[39m Traceback (most recent call last)", + "\u001b[36mFile \u001b[39m\u001b[32m~/Zavodi/opensource/fastapi-moscow-python-demo/.venv/lib/python3.12/site-packages/pandas/compat/_optional.py:135\u001b[39m, in \u001b[36mimport_optional_dependency\u001b[39m\u001b[34m(name, extra, errors, min_version)\u001b[39m\n\u001b[32m 134\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m135\u001b[39m module = \u001b[43mimportlib\u001b[49m\u001b[43m.\u001b[49m\u001b[43mimport_module\u001b[49m\u001b[43m(\u001b[49m\u001b[43mname\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 136\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mImportError\u001b[39;00m:\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/.local/share/uv/python/cpython-3.12.10-macos-aarch64-none/lib/python3.12/importlib/__init__.py:90\u001b[39m, in \u001b[36mimport_module\u001b[39m\u001b[34m(name, package)\u001b[39m\n\u001b[32m 89\u001b[39m level += \u001b[32m1\u001b[39m\n\u001b[32m---> \u001b[39m\u001b[32m90\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_bootstrap\u001b[49m\u001b[43m.\u001b[49m\u001b[43m_gcd_import\u001b[49m\u001b[43m(\u001b[49m\u001b[43mname\u001b[49m\u001b[43m[\u001b[49m\u001b[43mlevel\u001b[49m\u001b[43m:\u001b[49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpackage\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mlevel\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m:1387\u001b[39m, in \u001b[36m_gcd_import\u001b[39m\u001b[34m(name, package, level)\u001b[39m\n", + "\u001b[36mFile \u001b[39m\u001b[32m:1360\u001b[39m, in \u001b[36m_find_and_load\u001b[39m\u001b[34m(name, import_)\u001b[39m\n", + "\u001b[36mFile \u001b[39m\u001b[32m:1324\u001b[39m, in \u001b[36m_find_and_load_unlocked\u001b[39m\u001b[34m(name, import_)\u001b[39m\n", + "\u001b[31mModuleNotFoundError\u001b[39m: No module named 'tabulate'", + "\nDuring handling of the above exception, another exception occurred:\n", + "\u001b[31mImportError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[14]\u001b[39m\u001b[32m, line 164\u001b[39m\n\u001b[32m 161\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33māœ… All comparison results exported successfully!\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 163\u001b[39m \u001b[38;5;66;03m# Export results\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m164\u001b[39m \u001b[43mexport_comparison_results\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[14]\u001b[39m\u001b[32m, line 146\u001b[39m, in \u001b[36mexport_comparison_results\u001b[39m\u001b[34m()\u001b[39m\n\u001b[32m 144\u001b[39m f.write(\u001b[33m\"\u001b[39m\u001b[33m## Final Rankings\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m)\n\u001b[32m 145\u001b[39m ranking_df_sorted = pd.DataFrame(ranking_data).sort_values(\u001b[33m'\u001b[39m\u001b[33mOverall_Rank\u001b[39m\u001b[33m'\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[33m'\u001b[39m\u001b[33mOverall_Rank\u001b[39m\u001b[33m'\u001b[39m \u001b[38;5;129;01min\u001b[39;00m pd.DataFrame(ranking_data).columns \u001b[38;5;28;01melse\u001b[39;00m \u001b[33m'\u001b[39m\u001b[33mImplementation\u001b[39m\u001b[33m'\u001b[39m)\n\u001b[32m--> \u001b[39m\u001b[32m146\u001b[39m f.write(\u001b[43mranking_df_sorted\u001b[49m\u001b[43m.\u001b[49m\u001b[43mto_markdown\u001b[49m\u001b[43m(\u001b[49m\u001b[43mindex\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m)\u001b[49m)\n\u001b[32m 148\u001b[39m f.write(\u001b[33m\"\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m## Data Files\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m)\n\u001b[32m 149\u001b[39m f.write(\u001b[33m\"\u001b[39m\u001b[33mThe following files contain detailed comparison data:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Zavodi/opensource/fastapi-moscow-python-demo/.venv/lib/python3.12/site-packages/pandas/util/_decorators.py:333\u001b[39m, in \u001b[36mdeprecate_nonkeyword_arguments..decorate..wrapper\u001b[39m\u001b[34m(*args, **kwargs)\u001b[39m\n\u001b[32m 327\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(args) > num_allow_args:\n\u001b[32m 328\u001b[39m warnings.warn(\n\u001b[32m 329\u001b[39m msg.format(arguments=_format_argument_list(allow_args)),\n\u001b[32m 330\u001b[39m \u001b[38;5;167;01mFutureWarning\u001b[39;00m,\n\u001b[32m 331\u001b[39m stacklevel=find_stack_level(),\n\u001b[32m 332\u001b[39m )\n\u001b[32m--> \u001b[39m\u001b[32m333\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Zavodi/opensource/fastapi-moscow-python-demo/.venv/lib/python3.12/site-packages/pandas/core/frame.py:2988\u001b[39m, in \u001b[36mDataFrame.to_markdown\u001b[39m\u001b[34m(self, buf, mode, index, storage_options, **kwargs)\u001b[39m\n\u001b[32m 2986\u001b[39m kwargs.setdefault(\u001b[33m\"\u001b[39m\u001b[33mtablefmt\u001b[39m\u001b[33m\"\u001b[39m, \u001b[33m\"\u001b[39m\u001b[33mpipe\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 2987\u001b[39m kwargs.setdefault(\u001b[33m\"\u001b[39m\u001b[33mshowindex\u001b[39m\u001b[33m\"\u001b[39m, index)\n\u001b[32m-> \u001b[39m\u001b[32m2988\u001b[39m tabulate = \u001b[43mimport_optional_dependency\u001b[49m\u001b[43m(\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mtabulate\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[32m 2989\u001b[39m result = tabulate.tabulate(\u001b[38;5;28mself\u001b[39m, **kwargs)\n\u001b[32m 2990\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m buf \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Zavodi/opensource/fastapi-moscow-python-demo/.venv/lib/python3.12/site-packages/pandas/compat/_optional.py:138\u001b[39m, in \u001b[36mimport_optional_dependency\u001b[39m\u001b[34m(name, extra, errors, min_version)\u001b[39m\n\u001b[32m 136\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mImportError\u001b[39;00m:\n\u001b[32m 137\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m errors == \u001b[33m\"\u001b[39m\u001b[33mraise\u001b[39m\u001b[33m\"\u001b[39m:\n\u001b[32m--> \u001b[39m\u001b[32m138\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mImportError\u001b[39;00m(msg)\n\u001b[32m 139\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[32m 141\u001b[39m \u001b[38;5;66;03m# Handle submodules: if we have submodule, grab parent module from sys.modules\u001b[39;00m\n", + "\u001b[31mImportError\u001b[39m: Missing optional dependency 'tabulate'. Use pip or conda to install tabulate." + ] + } + ], + "source": [ + "def export_comparison_results():\n", + " \"\"\"Export comparison results and generate summary report.\"\"\"\n", + " \n", + " export_dir = Path(\"code_quality_comparison/results\")\n", + " export_dir.mkdir(exist_ok=True)\n", + " \n", + " print(f\"šŸ“ Exporting results to: {export_dir.absolute()}\")\n", + " \n", + " # 1. Export aggregated summaries\n", + " if not implementation_data['summary'].empty:\n", + " summary_export = implementation_data['summary'].copy()\n", + " summary_file = export_dir / \"implementation_summary_comparison.csv\"\n", + " summary_export.to_csv(summary_file, index=False)\n", + " print(f\"āœ… Exported summary comparison: {summary_file}\")\n", + " \n", + " # 2. Export complexity analysis\n", + " if not implementation_data['complexity'].empty:\n", + " complexity_stats = implementation_data['complexity'].groupby(['implementation', 'display_name'])['complexity'].agg([\n", + " 'count', 'mean', 'median', 'std', 'min', 'max'\n", + " ]).round(3)\n", + " \n", + " complexity_file = export_dir / \"complexity_comparison.csv\"\n", + " complexity_stats.to_csv(complexity_file)\n", + " print(f\"āœ… Exported complexity comparison: {complexity_file}\")\n", + " \n", + " # 3. Export maintainability analysis\n", + " if not implementation_data['maintainability'].empty:\n", + " maintainability_stats = implementation_data['maintainability'].groupby(['implementation', 'display_name'])['mi_score'].agg([\n", + " 'count', 'mean', 'median', 'std', 'min', 'max'\n", + " ]).round(3)\n", + " \n", + " maintainability_file = export_dir / \"maintainability_comparison.csv\"\n", + " maintainability_stats.to_csv(maintainability_file)\n", + " print(f\"āœ… Exported maintainability comparison: {maintainability_file}\")\n", + " \n", + " # 4. Create comprehensive ranking\n", + " ranking_data = []\n", + " \n", + " # Collect metrics for ranking\n", + " if not implementation_data['summary'].empty and 'Total Issues (A excl)' in implementation_data['summary'].columns:\n", + " total_issues = implementation_data['summary'].groupby('display_name')['Total Issues (A excl)'].sum()\n", + " for impl, issues in total_issues.items():\n", + " ranking_data.append({\n", + " 'Implementation': impl,\n", + " 'Total_Issues': issues,\n", + " 'Issues_Rank': total_issues.rank().loc[impl]\n", + " })\n", + " \n", + " if not implementation_data['complexity'].empty and 'complexity' in implementation_data['complexity'].columns:\n", + " avg_complexity = implementation_data['complexity'].groupby('display_name')['complexity'].mean()\n", + " for impl, complexity in avg_complexity.items():\n", + " existing = next((item for item in ranking_data if item['Implementation'] == impl), None)\n", + " if existing:\n", + " existing['Avg_Complexity'] = complexity\n", + " existing['Complexity_Rank'] = avg_complexity.rank(ascending=False).loc[impl]\n", + " else:\n", + " ranking_data.append({\n", + " 'Implementation': impl,\n", + " 'Avg_Complexity': complexity,\n", + " 'Complexity_Rank': avg_complexity.rank(ascending=False).loc[impl]\n", + " })\n", + " \n", + " if not implementation_data['maintainability'].empty and 'mi_score' in implementation_data['maintainability'].columns:\n", + " avg_mi = implementation_data['maintainability'].groupby('display_name')['mi_score'].mean()\n", + " for impl, mi_score in avg_mi.items():\n", + " existing = next((item for item in ranking_data if item['Implementation'] == impl), None)\n", + " if existing:\n", + " existing['Avg_MI_Score'] = mi_score\n", + " existing['MI_Rank'] = avg_mi.rank(ascending=False).loc[impl]\n", + " else:\n", + " ranking_data.append({\n", + " 'Implementation': impl,\n", + " 'Avg_MI_Score': mi_score,\n", + " 'MI_Rank': avg_mi.rank(ascending=False).loc[impl]\n", + " })\n", + " \n", + " if ranking_data:\n", + " ranking_df = pd.DataFrame(ranking_data)\n", + " \n", + " # Calculate overall ranking if we have multiple rank columns\n", + " rank_cols = [col for col in ranking_df.columns if 'Rank' in col]\n", + " if len(rank_cols) >= 2:\n", + " ranking_df['Overall_Rank'] = ranking_df[rank_cols].mean(axis=1)\n", + " ranking_df = ranking_df.sort_values('Overall_Rank')\n", + " \n", + " ranking_file = export_dir / \"final_rankings.csv\"\n", + " ranking_df.to_csv(ranking_file, index=False)\n", + " print(f\"āœ… Exported final rankings: {ranking_file}\")\n", + " \n", + " # 5. Generate summary report\n", + " report_file = export_dir / \"comparison_report.md\"\n", + " \n", + " with open(report_file, 'w') as f:\n", + " f.write(\"# Code Quality Implementation Comparison Report\\n\\n\")\n", + " f.write(f\"Generated on: {pd.Timestamp.now().strftime('%Y-%m-%d %H:%M:%S')}\\n\\n\")\n", + " \n", + " f.write(\"## Executive Summary\\n\\n\")\n", + " f.write(f\"This report compares code quality metrics across {len(IMPLEMENTATIONS)} AI implementations:\\n\\n\")\n", + " \n", + " for impl in IMPLEMENTATIONS:\n", + " f.write(f\"- {DISPLAY_NAMES[impl]}\\n\")\n", + " \n", + " f.write(\"\\n## Key Findings\\n\\n\")\n", + " \n", + " # Summary statistics\n", + " if not implementation_data['summary'].empty:\n", + " total_issues = implementation_data['summary'].groupby('display_name')['Total Issues (A excl)'].sum()\n", + " best_issues = total_issues.idxmin()\n", + " worst_issues = total_issues.idxmax()\n", + " \n", + " f.write(f\"### Linting Issues\\n\")\n", + " f.write(f\"- **Best performer**: {best_issues} ({total_issues.loc[best_issues]} total issues)\\n\")\n", + " f.write(f\"- **Needs improvement**: {worst_issues} ({total_issues.loc[worst_issues]} total issues)\\n\")\n", + " f.write(f\"- **Issue range**: {total_issues.min()} - {total_issues.max()} issues\\n\\n\")\n", + " \n", + " if not implementation_data['complexity'].empty:\n", + " avg_complexity = implementation_data['complexity'].groupby('display_name')['complexity'].mean()\n", + " best_complexity = avg_complexity.idxmin()\n", + " worst_complexity = avg_complexity.idxmax()\n", + " \n", + " f.write(f\"### Cyclomatic Complexity\\n\")\n", + " f.write(f\"- **Lowest complexity**: {best_complexity} ({avg_complexity.loc[best_complexity]:.2f} average)\\n\")\n", + " f.write(f\"- **Highest complexity**: {worst_complexity} ({avg_complexity.loc[worst_complexity]:.2f} average)\\n\")\n", + " f.write(f\"- **Complexity range**: {avg_complexity.min():.2f} - {avg_complexity.max():.2f}\\n\\n\")\n", + " \n", + " if not implementation_data['maintainability'].empty:\n", + " avg_mi = implementation_data['maintainability'].groupby('display_name')['mi_score'].mean()\n", + " best_mi = avg_mi.idxmax()\n", + " worst_mi = avg_mi.idxmin()\n", + " \n", + " f.write(f\"### Maintainability Index\\n\")\n", + " f.write(f\"- **Most maintainable**: {best_mi} ({avg_mi.loc[best_mi]:.1f} average MI)\\n\")\n", + " f.write(f\"- **Least maintainable**: {worst_mi} ({avg_mi.loc[worst_mi]:.1f} average MI)\\n\")\n", + " f.write(f\"- **MI range**: {avg_mi.min():.1f} - {avg_mi.max():.1f}\\n\\n\")\n", + " \n", + " f.write(\"## Recommendations\\n\\n\")\n", + " f.write(\"Based on the analysis, consider the following:\\n\\n\")\n", + " f.write(\"1. **Focus on the best-performing implementation** for future development\\n\")\n", + " f.write(\"2. **Analyze patterns** in high-performing implementations\\n\")\n", + " f.write(\"3. **Apply tuning techniques** from successful configurations\\n\")\n", + " f.write(\"4. **Address specific tool violations** identified in the analysis\\n\\n\")\n", + " \n", + " if ranking_data:\n", + " f.write(\"## Final Rankings\\n\\n\")\n", + " ranking_df_sorted = pd.DataFrame(ranking_data).sort_values('Overall_Rank' if 'Overall_Rank' in pd.DataFrame(ranking_data).columns else 'Implementation')\n", + " f.write(ranking_df_sorted.to_markdown(index=False))\n", + " \n", + " f.write(\"\\n\\n## Data Files\\n\\n\")\n", + " f.write(\"The following files contain detailed comparison data:\\n\\n\")\n", + " f.write(\"- `implementation_summary_comparison.csv`: Tool-level summary data\\n\")\n", + " f.write(\"- `complexity_comparison.csv`: Cyclomatic complexity statistics\\n\")\n", + " f.write(\"- `maintainability_comparison.csv`: Maintainability index statistics\\n\")\n", + " f.write(\"- `final_rankings.csv`: Overall implementation rankings\\n\")\n", + " \n", + " print(f\"āœ… Generated comparison report: {report_file}\")\n", + " \n", + " print(f\"\\nšŸŽÆ Export Summary:\")\n", + " print(f\" šŸ“ Results directory: {export_dir}\")\n", + " print(f\" šŸ“Š Files exported: {len(list(export_dir.glob('*.csv')))} CSV files\")\n", + " print(f\" šŸ“„ Report generated: comparison_report.md\")\n", + " print(f\"\\nāœ… All comparison results exported successfully!\")\n", + "\n", + "# Export results\n", + "export_comparison_results()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "fastapi-moscow-python-demo", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.10" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/code_quality_comparison/data/README.md b/code_quality_comparison/data/README.md new file mode 100644 index 0000000..82ad1f3 --- /dev/null +++ b/code_quality_comparison/data/README.md @@ -0,0 +1,84 @@ +# Code Quality Comparison Data Templates + +This directory contains template CSV files showing the expected format for manual data entry. + +## File Structure + +For each implementation, create a subdirectory with these 4 CSV files: + +### 1. `code_quality_summary.csv` + +Contains summary statistics for each linting tool. + +**Required columns:** + +- `Tool`: Name of the linting tool (bandit, ruff, mypy, etc.) +- `Total Issues (A excl)`: Number of issues found (excluding Radon rank A) +- `Files Analyzed`: Number of files analyzed by the tool +- `Issues per File`: Average issues per file + +### 2. `detailed_issues.csv` (Optional) + +Contains individual issue details for further analysis. + +**Required columns:** + +- `tool`: Name of the tool that found the issue +- `file`: File path where issue was found +- `line`: Line number of the issue +- `severity`: Severity level (error, warning, etc.) +- `message`: Description of the issue + +### 3. `radon_complexity.csv` + +Contains cyclomatic complexity scores for functions/methods. + +**Required columns:** + +- `file`: File path +- `function`: Function or method name +- `line`: Line number where function starts +- `complexity`: Cyclomatic complexity score +- `rank`: Radon complexity rank (A, B, C, D, E, F) +- `type`: Type of code block (function, method, class) + +### 4. `radon_maintainability.csv` + +Contains maintainability index scores for files. + +**Required columns:** + +- `file`: File path +- `mi_score`: Maintainability index score (0-100) +- `mi_rank`: Radon maintainability rank (A, B, C, D, E, F) + +## Directory Structure Example + +``` +code_quality_comparison/data/ +ā”œā”€ā”€ claude_code_with_tuning/ +│ ā”œā”€ā”€ code_quality_summary.csv +│ ā”œā”€ā”€ detailed_issues.csv +│ ā”œā”€ā”€ radon_complexity.csv +│ └── radon_maintainability.csv +ā”œā”€ā”€ claude_code_no_tuning/ +│ ā”œā”€ā”€ code_quality_summary.csv +│ ā”œā”€ā”€ detailed_issues.csv +│ ā”œā”€ā”€ radon_complexity.csv +│ └── radon_maintainability.csv +└── ... (other implementations) +``` + +## Usage + +1. Copy the template files to each implementation subdirectory +2. Replace the template data with actual results from your code quality analysis +3. Run the comparison notebook to generate visualizations and analysis +4. The notebook will automatically detect and load all available data files + +## Notes + +- All CSV files should use comma separators +- File paths should be relative to the project root +- Missing files will be handled gracefully (empty DataFrames) +- The `detailed_issues.csv` file is optional but provides richer analysis capabilities diff --git a/code_quality_comparison/data/TEMPLATE_code_quality_summary.csv b/code_quality_comparison/data/TEMPLATE_code_quality_summary.csv new file mode 100644 index 0000000..d2422b1 --- /dev/null +++ b/code_quality_comparison/data/TEMPLATE_code_quality_summary.csv @@ -0,0 +1,8 @@ +Tool,Total Issues (A excl),Files Analyzed,Issues per File +bandit,5,25,0.20 +ruff,12,25,0.48 +mypy,8,25,0.32 +radon_cc,3,25,0.12 +radon_mi,2,25,0.08 +flake8_wps,15,25,0.60 +vulture,4,25,0.16 \ No newline at end of file diff --git a/code_quality_comparison/data/TEMPLATE_detailed_issues.csv b/code_quality_comparison/data/TEMPLATE_detailed_issues.csv new file mode 100644 index 0000000..53c3923 --- /dev/null +++ b/code_quality_comparison/data/TEMPLATE_detailed_issues.csv @@ -0,0 +1,5 @@ +tool,file,line,severity,message +bandit,backend/app/main.py,45,MEDIUM,Hardcoded password string +ruff,backend/app/crud.py,123,error,F401 'sys' imported but unused +mypy,backend/app/models.py,67,error,Incompatible return value type +vulture,backend/app/utils.py,89,warning,unused function 'helper_func' \ No newline at end of file diff --git a/code_quality_comparison/data/TEMPLATE_radon_complexity.csv b/code_quality_comparison/data/TEMPLATE_radon_complexity.csv new file mode 100644 index 0000000..7f589a4 --- /dev/null +++ b/code_quality_comparison/data/TEMPLATE_radon_complexity.csv @@ -0,0 +1,6 @@ +file,function,line,complexity,rank,type +backend/app/main.py,create_user,45,3,A,function +backend/app/main.py,process_data,78,8,B,function +backend/app/crud.py,complex_query,156,15,C,function +backend/app/utils.py,helper_function,23,2,A,function +backend/app/models.py,User.__init__,67,4,A,method \ No newline at end of file diff --git a/code_quality_comparison/data/TEMPLATE_radon_maintainability.csv b/code_quality_comparison/data/TEMPLATE_radon_maintainability.csv new file mode 100644 index 0000000..3880259 --- /dev/null +++ b/code_quality_comparison/data/TEMPLATE_radon_maintainability.csv @@ -0,0 +1,6 @@ +file,mi_score,mi_rank +backend/app/main.py,85.5,A +backend/app/crud.py,72.3,B +backend/app/models.py,91.2,A +backend/app/utils.py,68.7,B +backend/app/core/config.py,88.4,A \ No newline at end of file From 355de52d84dad1535b74c5e8831d0100692dd1fd Mon Sep 17 00:00:00 2001 From: vodkar Date: Mon, 15 Sep 2025 20:00:38 +0500 Subject: [PATCH 2/3] # Implemented backend task Created a backend endpoints which implements following functionality: - Introduced a new entity Wallet and Transaction. - Wallet have fields: id, user_id (foreign key to User), balance (float), currency (string). - Available currencies: USD, EUR, RUB. - Transaction have fields: id, wallet_id (foreign key to Wallet), amount (float), type (enum: 'credit', 'debit'), timestamp (datetime), currency (string). - Implemented endpoint to create a wallet for a user. - Implemented endpoint to get wallet details including current balance. - Implemented endpoint to create a transaction (credit or debit) for a wallet. # Rules for wallet - A user can have three wallets. - Wallet balance should start at 0.0. - Arithmetic operations on balance should be precise up to two decimal places. # Rules for transaction - For 'credit' transactions, the amount should be added to the wallet balance. - For 'debit' transactions, the amount should be subtracted from the wallet balance. - Ensure that the wallet balance cannot go negative. If a debit transaction would cause the balance to go negative, the transaction should be rejected with an appropriate error message. - Transaction between wallets with different currencies must be converted using a fixed exchange rate (you can hardcode some exchange rates for simplicity) and fees should be applied. Duration: 8m26s My own comments: + Created a migration script + Split wallet and transactions endpoints - Wrote a tests, which wasn't asked - Put everything in crud file, I thinks it's not a best idea --- ...9d8e7_add_wallet_and_transaction_tables.py | 92 +++++++++++ backend/app/api/main.py | 7 +- backend/app/api/routes/transactions.py | 70 ++++++++ backend/app/api/routes/wallets.py | 65 ++++++++ backend/app/core/config.py | 6 +- backend/app/crud.py | 134 ++++++++++++++- backend/app/models/__init__.py | 39 ++++- backend/app/models/db_models.py | 54 +++++- backend/app/models/transaction_models.py | 36 ++++ backend/app/models/wallet_models.py | 33 ++++ .../app/tests/api/routes/test_transactions.py | 156 ++++++++++++++++++ backend/app/tests/api/routes/test_wallets.py | 125 ++++++++++++++ backend/app/tests/conftest.py | 11 +- backend/app/tests/utils/wallet.py | 48 ++++++ code_quality_analysis.ipynb | 136 +++++++++------ code_quality_summary.csv | 8 +- detailed_issues.csv | 69 +++++++- 17 files changed, 1016 insertions(+), 73 deletions(-) create mode 100644 backend/app/alembic/versions/f3b2a1c9d8e7_add_wallet_and_transaction_tables.py create mode 100644 backend/app/api/routes/transactions.py create mode 100644 backend/app/api/routes/wallets.py create mode 100644 backend/app/models/transaction_models.py create mode 100644 backend/app/models/wallet_models.py create mode 100644 backend/app/tests/api/routes/test_transactions.py create mode 100644 backend/app/tests/api/routes/test_wallets.py create mode 100644 backend/app/tests/utils/wallet.py diff --git a/backend/app/alembic/versions/f3b2a1c9d8e7_add_wallet_and_transaction_tables.py b/backend/app/alembic/versions/f3b2a1c9d8e7_add_wallet_and_transaction_tables.py new file mode 100644 index 0000000..c38970c --- /dev/null +++ b/backend/app/alembic/versions/f3b2a1c9d8e7_add_wallet_and_transaction_tables.py @@ -0,0 +1,92 @@ +""" +Add wallet and transaction tables. + +Revision ID: f3b2a1c9d8e7 +Revises: d98dd8ec85a3 +Create Date: 2025-09-15 12:30:00.000000 + +""" + +import sqlalchemy as sa +import sqlmodel.sql.sqltypes +from alembic import op +from sqlalchemy.dialects import postgresql + +# revision identifiers, used by Alembic. +revision = "f3b2a1c9d8e7" +down_revision = "d98dd8ec85a3" +branch_labels: str | None = None +depends_on: str | None = None + + +def upgrade() -> None: + """Upgrade database schema.""" + # ### commands auto generated by Alembic - please adjust! ### + + # Create wallet table + op.create_table( + "wallet", + sa.Column("id", postgresql.UUID(as_uuid=True), nullable=False), + sa.Column("user_id", postgresql.UUID(as_uuid=True), nullable=False), + sa.Column("balance", sa.DECIMAL(precision=10, scale=2), nullable=False), + sa.Column( + "currency", sqlmodel.sql.sqltypes.AutoString(length=3), nullable=False + ), + sa.Column("created_at", sa.DateTime(), nullable=False), + sa.Column("updated_at", sa.DateTime(), nullable=False), + sa.ForeignKeyConstraint( + ["user_id"], + ["user.id"], + ondelete="CASCADE", + ), + sa.PrimaryKeyConstraint("id"), + ) + op.create_index(op.f("ix_wallet_user_id"), "wallet", ["user_id"], unique=False) + op.create_index( + "ix_wallet_user_currency", "wallet", ["user_id", "currency"], unique=True + ) + + # Create transaction table + op.create_table( + "transaction", + sa.Column("id", postgresql.UUID(as_uuid=True), nullable=False), + sa.Column("wallet_id", postgresql.UUID(as_uuid=True), nullable=False), + sa.Column("amount", sa.DECIMAL(precision=10, scale=2), nullable=False), + sa.Column( + "type", sa.Enum("credit", "debit", name="transactiontype"), nullable=False + ), + sa.Column("timestamp", sa.DateTime(), nullable=False), + sa.Column( + "currency", sqlmodel.sql.sqltypes.AutoString(length=3), nullable=False + ), + sa.Column("description", sqlmodel.sql.sqltypes.AutoString(), nullable=True), + sa.ForeignKeyConstraint( + ["wallet_id"], + ["wallet.id"], + ondelete="CASCADE", + ), + sa.PrimaryKeyConstraint("id"), + ) + op.create_index( + op.f("ix_transaction_wallet_id"), "transaction", ["wallet_id"], unique=False + ) + op.create_index( + op.f("ix_transaction_timestamp"), "transaction", ["timestamp"], unique=False + ) + + # ### end Alembic commands ### + + +def downgrade() -> None: + """Downgrade database schema.""" + # ### commands auto generated by Alembic - please adjust! ### + op.drop_index(op.f("ix_transaction_timestamp"), table_name="transaction") + op.drop_index(op.f("ix_transaction_wallet_id"), table_name="transaction") + op.drop_table("transaction") + op.drop_index("ix_wallet_user_currency", table_name="wallet") + op.drop_index(op.f("ix_wallet_user_id"), table_name="wallet") + op.drop_table("wallet") + + # Drop the enum type + op.execute("DROP TYPE IF EXISTS transactiontype") + # ### end Alembic commands ### diff --git a/backend/app/api/main.py b/backend/app/api/main.py index e1520f3..457b56c 100644 --- a/backend/app/api/main.py +++ b/backend/app/api/main.py @@ -1,15 +1,16 @@ """API router configuration.""" -from fastapi import APIRouter - -from app.api.routes import items, login, misc, private, users +from app.api.routes import items, login, misc, private, transactions, users, wallets from app.core.config import settings +from fastapi import APIRouter api_router = APIRouter() api_router.include_router(login.router) api_router.include_router(users.router) api_router.include_router(misc.router) api_router.include_router(items.router) +api_router.include_router(wallets.router) +api_router.include_router(transactions.router) if settings.ENVIRONMENT == "local": diff --git a/backend/app/api/routes/transactions.py b/backend/app/api/routes/transactions.py new file mode 100644 index 0000000..a144a2a --- /dev/null +++ b/backend/app/api/routes/transactions.py @@ -0,0 +1,70 @@ +"""Transaction management API endpoints.""" + +import uuid + +from app.api.deps import CurrentUser, SessionDep +from app.constants import BAD_REQUEST_CODE, CREATED_CODE, NOT_FOUND_CODE +from app.crud import create_transaction, get_wallet_by_id, get_wallet_transactions +from app.models import TransactionCreate, TransactionPublic, TransactionsPublic +from fastapi import APIRouter, HTTPException + +router = APIRouter(prefix="/transactions", tags=["transactions"]) + + +@router.post("/", status_code=CREATED_CODE) +def create_wallet_transaction( + *, + session: SessionDep, + current_user: CurrentUser, + transaction_in: TransactionCreate, +) -> TransactionPublic: + """Create a new transaction for a wallet.""" + # Verify that the wallet belongs to the current user + wallet = get_wallet_by_id(session=session, wallet_id=transaction_in.wallet_id) + if not wallet: + raise HTTPException(status_code=NOT_FOUND_CODE, detail="Wallet not found") + + if not current_user.is_superuser and (wallet.user_id != current_user.id): + raise HTTPException( + status_code=BAD_REQUEST_CODE, + detail="Not enough permissions", + ) + + try: + db_transaction = create_transaction( + session=session, transaction_in=transaction_in + ) + return TransactionPublic.model_validate(db_transaction) + except ValueError as e: + raise HTTPException( + status_code=BAD_REQUEST_CODE, + detail=str(e), + ) from e + + +@router.get("/wallet/{wallet_id}") +def read_wallet_transactions( + session: SessionDep, + current_user: CurrentUser, + wallet_id: uuid.UUID, +) -> TransactionsPublic: + """Get all transactions for a specific wallet.""" + # Verify that the wallet belongs to the current user + wallet = get_wallet_by_id(session=session, wallet_id=wallet_id) + if not wallet: + raise HTTPException(status_code=NOT_FOUND_CODE, detail="Wallet not found") + + if not current_user.is_superuser and (wallet.user_id != current_user.id): + raise HTTPException( + status_code=BAD_REQUEST_CODE, + detail="Not enough permissions", + ) + + transaction_list = get_wallet_transactions(session=session, wallet_id=wallet_id) + transaction_data = [ + TransactionPublic.model_validate(transaction) + for transaction in transaction_list + ] + return TransactionsPublic( + transaction_data=transaction_data, count=len(transaction_data) + ) diff --git a/backend/app/api/routes/wallets.py b/backend/app/api/routes/wallets.py new file mode 100644 index 0000000..037e020 --- /dev/null +++ b/backend/app/api/routes/wallets.py @@ -0,0 +1,65 @@ +"""Wallet management API endpoints.""" + +import uuid + +from app.api.deps import CurrentUser, SessionDep +from app.constants import BAD_REQUEST_CODE, CREATED_CODE, NOT_FOUND_CODE +from app.crud import create_wallet, get_user_wallets, get_wallet_by_id +from app.models import Message, WalletCreate, WalletPublic, WalletsPublic +from fastapi import APIRouter, HTTPException + +router = APIRouter(prefix="/wallets", tags=["wallets"]) + + +@router.post("/", status_code=CREATED_CODE) +def create_user_wallet( + *, + session: SessionDep, + current_user: CurrentUser, + wallet_in: WalletCreate, +) -> WalletPublic: + """Create a new wallet for the current user.""" + try: + db_wallet = create_wallet( + session=session, + wallet_in=wallet_in, + user_id=current_user.id, + ) + return WalletPublic.model_validate(db_wallet) + except ValueError as e: + raise HTTPException( + status_code=BAD_REQUEST_CODE, + detail=str(e), + ) from e + + +@router.get("/") +def read_user_wallets( + session: SessionDep, + current_user: CurrentUser, +) -> WalletsPublic: + """Retrieve all wallets for the current user.""" + wallet_list = get_user_wallets(session=session, user_id=current_user.id) + wallet_data = [WalletPublic.model_validate(wallet) for wallet in wallet_list] + return WalletsPublic(wallet_data=wallet_data, count=len(wallet_data)) + + +@router.get("/{wallet_id}") +def read_wallet( + session: SessionDep, + current_user: CurrentUser, + wallet_id: uuid.UUID, +) -> WalletPublic: + """Get wallet details by ID.""" + db_wallet = get_wallet_by_id(session=session, wallet_id=wallet_id) + if not db_wallet: + raise HTTPException(status_code=NOT_FOUND_CODE, detail="Wallet not found") + + # Check if wallet belongs to current user or user is superuser + if not current_user.is_superuser and (db_wallet.user_id != current_user.id): + raise HTTPException( + status_code=BAD_REQUEST_CODE, + detail="Not enough permissions", + ) + + return WalletPublic.model_validate(db_wallet) diff --git a/backend/app/core/config.py b/backend/app/core/config.py index 831fcb8..bb7f8a4 100644 --- a/backend/app/core/config.py +++ b/backend/app/core/config.py @@ -78,7 +78,7 @@ class Settings(BaseSettings): # type: ignore[explicit-any] FIRST_SUPERUSER: EmailStr FIRST_SUPERUSER_PASSWORD: str - @computed_field # type: ignore[prop-decorator] + @computed_field # type: ignore[prop-decorator] @property def all_cors_origins(self) -> list[str]: """Get all CORS origins.""" @@ -86,7 +86,7 @@ def all_cors_origins(self) -> list[str]: self.FRONTEND_HOST, ] - @computed_field # type: ignore[prop-decorator] + @computed_field # type: ignore[prop-decorator] @property def SQLALCHEMY_DATABASE_URI(self) -> PostgresDsn: # noqa: N802 """Build database URI from configuration.""" @@ -99,7 +99,7 @@ def SQLALCHEMY_DATABASE_URI(self) -> PostgresDsn: # noqa: N802 path=self.POSTGRES_DB, ) - @computed_field # type: ignore[prop-decorator] + @computed_field # type: ignore[prop-decorator] @property def emails_enabled(self) -> bool: """Check if email configuration is enabled.""" diff --git a/backend/app/crud.py b/backend/app/crud.py index 043cced..433baff 100644 --- a/backend/app/crud.py +++ b/backend/app/crud.py @@ -1,11 +1,23 @@ """CRUD operations for database models.""" import uuid - -from sqlmodel import Session, select +from typing import Any from app.core.security import get_password_hash, verify_password -from app.models import Item, ItemCreate, User, UserCreate, UserUpdate +from app.models import ( + Currency, + Item, + ItemCreate, + Transaction, + TransactionCreate, + TransactionType, + User, + UserCreate, + UserUpdate, + Wallet, + WalletCreate, +) +from sqlmodel import Session, desc, func, select def create_user(*, session: Session, user_create: UserCreate) -> User: @@ -57,3 +69,119 @@ def create_item(*, session: Session, item_in: ItemCreate, owner_id: uuid.UUID) - session.commit() session.refresh(db_item) return db_item + + +# Exchange rates for currency conversion (hardcoded for simplicity) +EXCHANGE_RATES = { + ("USD", "EUR"): 0.85, + ("USD", "RUB"): 75.0, + ("EUR", "USD"): 1.18, + ("EUR", "RUB"): 88.0, + ("RUB", "USD"): 0.013, + ("RUB", "EUR"): 0.011, +} + +# Transaction fee percentage +TRANSACTION_FEE = 0.02 # 2% + + +def get_exchange_rate(from_currency: Currency, to_currency: Currency) -> float: + """Get exchange rate between two currencies.""" + if from_currency == to_currency: + return 1.0 + return EXCHANGE_RATES.get((from_currency.value, to_currency.value), 1.0) + + +def create_wallet( + *, session: Session, wallet_in: WalletCreate, user_id: uuid.UUID +) -> Wallet: + """Create a new wallet for a user.""" + # Check if user already has a wallet with this currency + existing_wallet = session.exec( + select(Wallet).where( + Wallet.user_id == user_id, Wallet.currency == wallet_in.currency + ) + ).first() + + if existing_wallet: + raise ValueError( + f"User already has a wallet with currency {wallet_in.currency.value}" + ) + + # Check if user already has 3 wallets + wallet_count = session.exec( + select(func.count()).select_from(Wallet).where(Wallet.user_id == user_id) + ).one() + + if wallet_count >= 3: + raise ValueError("User can have a maximum of 3 wallets") + + db_wallet = Wallet.model_validate(wallet_in, update={"user_id": user_id}) + session.add(db_wallet) + session.commit() + session.refresh(db_wallet) + return db_wallet + + +def get_wallet_by_id(*, session: Session, wallet_id: uuid.UUID) -> Wallet | None: + """Get wallet by ID.""" + return session.get(Wallet, wallet_id) + + +def get_user_wallets(*, session: Session, user_id: uuid.UUID) -> list[Wallet]: + """Get all wallets for a user.""" + statement = select(Wallet).where(Wallet.user_id == user_id) + return list(session.exec(statement).all()) + + +def create_transaction( + *, session: Session, transaction_in: TransactionCreate +) -> Transaction: + """Create a new transaction and update wallet balance.""" + # Get the wallet + wallet = session.get(Wallet, transaction_in.wallet_id) + if not wallet: + raise ValueError("Wallet not found") + + # Validate currency compatibility or handle conversion + amount_in_wallet_currency = transaction_in.amount + fee = 0.0 + + if transaction_in.currency != wallet.currency: + # Convert currency and apply fee + exchange_rate = get_exchange_rate(transaction_in.currency, wallet.currency) + amount_in_wallet_currency = round(transaction_in.amount * exchange_rate, 2) + fee = round(amount_in_wallet_currency * TRANSACTION_FEE, 2) + amount_in_wallet_currency -= fee + + # Check balance for debit transactions + if transaction_in.type == TransactionType.DEBIT: + if wallet.balance < amount_in_wallet_currency: + raise ValueError("Insufficient balance for debit transaction") + new_balance = round(wallet.balance - amount_in_wallet_currency, 2) + else: # CREDIT + new_balance = round(wallet.balance + amount_in_wallet_currency, 2) + + # Update wallet balance + wallet.balance = new_balance + session.add(wallet) + + # Create transaction record + db_transaction = Transaction.model_validate(transaction_in) + session.add(db_transaction) + + session.commit() + session.refresh(db_transaction) + return db_transaction + + +def get_wallet_transactions( + *, session: Session, wallet_id: uuid.UUID +) -> list[Transaction]: + """Get all transactions for a wallet.""" + statement = ( + select(Transaction) + .where(Transaction.wallet_id == wallet_id) + .order_by(desc(Transaction.timestamp)) + ) + return list(session.exec(statement).all()) diff --git a/backend/app/models/__init__.py b/backend/app/models/__init__.py index f039a6b..f7ab501 100644 --- a/backend/app/models/__init__.py +++ b/backend/app/models/__init__.py @@ -10,7 +10,14 @@ UserPublic, UsersPublic, ) -from app.models.db_models import Item, User +from app.models.db_models import ( + Currency, + Item, + Transaction, + TransactionType, + User, + Wallet, +) # Item models from app.models.item_models import ( @@ -21,6 +28,14 @@ ItemUpdate, ) +# Transaction models +from app.models.transaction_models import ( + TransactionBase, + TransactionCreate, + TransactionPublic, + TransactionsPublic, +) + # User models from app.models.user_models import ( UpdatePassword, @@ -31,6 +46,14 @@ UserUpdateMe, ) +# Wallet models +from app.models.wallet_models import ( + WalletBase, + WalletCreate, + WalletPublic, + WalletsPublic, +) + __all__ = [ # API models "Message", @@ -40,14 +63,23 @@ "UserPublic", "UsersPublic", # Database models + "Currency", "Item", + "Transaction", + "TransactionType", "User", + "Wallet", # Item models "ItemBase", "ItemCreate", "ItemPublic", "ItemsPublic", "ItemUpdate", + # Transaction models + "TransactionBase", + "TransactionCreate", + "TransactionPublic", + "TransactionsPublic", # User models "UpdatePassword", "UserBase", @@ -55,4 +87,9 @@ "UserRegister", "UserUpdate", "UserUpdateMe", + # Wallet models + "WalletBase", + "WalletCreate", + "WalletPublic", + "WalletsPublic", ] diff --git a/backend/app/models/db_models.py b/backend/app/models/db_models.py index 44f060c..23b4e72 100644 --- a/backend/app/models/db_models.py +++ b/backend/app/models/db_models.py @@ -1,11 +1,27 @@ """Database table models.""" import uuid +from datetime import datetime, timezone +from enum import Enum +from app.constants import EMAIL_MAX_LENGTH, STRING_MAX_LENGTH from pydantic import EmailStr from sqlmodel import Field, Relationship, SQLModel -from app.constants import EMAIL_MAX_LENGTH, STRING_MAX_LENGTH + +class Currency(str, Enum): + """Supported currencies.""" + + USD = "USD" + EUR = "EUR" + RUB = "RUB" + + +class TransactionType(str, Enum): + """Transaction types.""" + + CREDIT = "credit" + DEBIT = "debit" class User(SQLModel, table=True): @@ -18,6 +34,7 @@ class User(SQLModel, table=True): full_name: str | None = Field(default=None, max_length=STRING_MAX_LENGTH) hashed_password: str item_list: list["Item"] = Relationship(back_populates="owner", cascade_delete=True) + wallet_list: list["Wallet"] = Relationship(cascade_delete=True) class Item(SQLModel, table=True): @@ -34,3 +51,38 @@ class Item(SQLModel, table=True): owner: User | None = Relationship(back_populates="item_list") +class Wallet(SQLModel, table=True): + """Database wallet model.""" + + id: uuid.UUID = Field(default_factory=uuid.uuid4, primary_key=True) + user_id: uuid.UUID = Field( + foreign_key="user.id", + nullable=False, + ondelete="CASCADE", + ) + balance: float = Field(default=0.0, ge=0.0) + currency: Currency + + # Relationships + user: User | None = Relationship() + transaction_list: list["Transaction"] = Relationship( + back_populates="wallet", cascade_delete=True + ) + + +class Transaction(SQLModel, table=True): + """Database transaction model.""" + + id: uuid.UUID = Field(default_factory=uuid.uuid4, primary_key=True) + wallet_id: uuid.UUID = Field( + foreign_key="wallet.id", + nullable=False, + ondelete="CASCADE", + ) + amount: float = Field(gt=0.0) + type: TransactionType + timestamp: datetime = Field(default_factory=lambda: datetime.now(timezone.utc)) + currency: Currency + + # Relationships + wallet: Wallet | None = Relationship(back_populates="transaction_list") diff --git a/backend/app/models/transaction_models.py b/backend/app/models/transaction_models.py new file mode 100644 index 0000000..0abc073 --- /dev/null +++ b/backend/app/models/transaction_models.py @@ -0,0 +1,36 @@ +"""Transaction-related API models.""" + +import uuid +from datetime import datetime + +from app.models.db_models import Currency, TransactionType +from sqlmodel import Field, SQLModel + + +class TransactionBase(SQLModel): + """Base transaction model.""" + + amount: float = Field(gt=0.0) + type: TransactionType + currency: Currency + + +class TransactionCreate(TransactionBase): + """Model for creating a transaction.""" + + wallet_id: uuid.UUID + + +class TransactionPublic(TransactionBase): + """Public transaction model for API responses.""" + + id: uuid.UUID + wallet_id: uuid.UUID + timestamp: datetime + + +class TransactionsPublic(SQLModel): + """Collection of public transactions.""" + + transaction_data: list[TransactionPublic] + count: int diff --git a/backend/app/models/wallet_models.py b/backend/app/models/wallet_models.py new file mode 100644 index 0000000..06c4c9b --- /dev/null +++ b/backend/app/models/wallet_models.py @@ -0,0 +1,33 @@ +"""Wallet-related API models.""" + +import uuid + +from app.models.db_models import Currency +from sqlmodel import SQLModel + + +class WalletBase(SQLModel): + """Base wallet model.""" + + currency: Currency + + +class WalletCreate(WalletBase): + """Model for creating a wallet.""" + + pass + + +class WalletPublic(WalletBase): + """Public wallet model for API responses.""" + + id: uuid.UUID + user_id: uuid.UUID + balance: float + + +class WalletsPublic(SQLModel): + """Collection of public wallets.""" + + wallet_data: list[WalletPublic] + count: int diff --git a/backend/app/tests/api/routes/test_transactions.py b/backend/app/tests/api/routes/test_transactions.py new file mode 100644 index 0000000..034cddc --- /dev/null +++ b/backend/app/tests/api/routes/test_transactions.py @@ -0,0 +1,156 @@ +import uuid +from decimal import Decimal + +from app.constants import BAD_REQUEST_CODE, CREATED_CODE, NOT_FOUND_CODE, OK_CODE +from app.core.config import settings +from app.models import Currency, Transaction, TransactionType +from app.tests.utils.user import create_random_user +from app.tests.utils.wallet import create_wallet_with_balance +from fastapi.testclient import TestClient +from sqlmodel import Session + +# Constants for commonly used strings +TRANSACTIONS_ENDPOINT = "/transactions/" +ERROR_DETAIL_KEY = "detail" + + +def test_create_credit_transaction( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + wallet = create_wallet_with_balance(db, balance=0.0) + transaction_data = { + "wallet_id": str(wallet.id), + "amount": 100.0, + "type": "credit", + "description": "Test credit", + } + response = client.post( + f"{settings.API_V1_STR}{TRANSACTIONS_ENDPOINT}", + headers=superuser_token_headers, + json=transaction_data, + ) + assert response.status_code == CREATED_CODE + response_content = response.json() + assert response_content["amount"] == 100.0 + assert response_content["type"] == "credit" + assert response_content["wallet_id"] == str(wallet.id) + assert "id" in response_content + + +def test_create_debit_transaction( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + wallet = create_wallet_with_balance(db, balance=100.0) + transaction_data = { + "wallet_id": str(wallet.id), + "amount": 50.0, + "type": "debit", + "description": "Test debit", + } + response = client.post( + f"{settings.API_V1_STR}{TRANSACTIONS_ENDPOINT}", + headers=superuser_token_headers, + json=transaction_data, + ) + assert response.status_code == CREATED_CODE + response_content = response.json() + assert response_content["amount"] == 50.0 + assert response_content["type"] == "debit" + + +def test_create_debit_transaction_insufficient_funds( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + wallet = create_wallet_with_balance(db, balance=10.0) + transaction_data = { + "wallet_id": str(wallet.id), + "amount": 50.0, + "type": "debit", + "description": "Test insufficient funds", + } + response = client.post( + f"{settings.API_V1_STR}{TRANSACTIONS_ENDPOINT}", + headers=superuser_token_headers, + json=transaction_data, + ) + assert response.status_code == BAD_REQUEST_CODE + response_content = response.json() + assert "insufficient funds" in response_content[ERROR_DETAIL_KEY].lower() + + +def test_create_transaction_wallet_not_found( + client: TestClient, + superuser_token_headers: dict[str, str], +) -> None: + transaction_data = { + "wallet_id": str(uuid.uuid4()), + "amount": 50.0, + "type": "credit", + "description": "Test with non-existent wallet", + } + response = client.post( + f"{settings.API_V1_STR}{TRANSACTIONS_ENDPOINT}", + headers=superuser_token_headers, + json=transaction_data, + ) + assert response.status_code == NOT_FOUND_CODE + + +def test_get_wallet_transactions( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + wallet = create_wallet_with_balance(db, balance=100.0) + + # Create a credit transaction + transaction_data = { + "wallet_id": str(wallet.id), + "amount": 50.0, + "type": "credit", + "description": "Test credit", + } + client.post( + f"{settings.API_V1_STR}{TRANSACTIONS_ENDPOINT}", + headers=superuser_token_headers, + json=transaction_data, + ) + + # Create a debit transaction + transaction_data = { + "wallet_id": str(wallet.id), + "amount": 25.0, + "type": "debit", + "description": "Test debit", + } + client.post( + f"{settings.API_V1_STR}{TRANSACTIONS_ENDPOINT}", + headers=superuser_token_headers, + json=transaction_data, + ) + + # Get wallet transactions + response = client.get( + f"{settings.API_V1_STR}/wallets/{wallet.id}/transactions/", + headers=superuser_token_headers, + ) + assert response.status_code == OK_CODE + response_content = response.json() + assert len(response_content) == 2 + + +def test_get_wallet_transactions_not_found( + client: TestClient, + superuser_token_headers: dict[str, str], +) -> None: + response = client.get( + f"{settings.API_V1_STR}/wallets/{uuid.uuid4()}/transactions/", + headers=superuser_token_headers, + ) + assert response.status_code == NOT_FOUND_CODE diff --git a/backend/app/tests/api/routes/test_wallets.py b/backend/app/tests/api/routes/test_wallets.py new file mode 100644 index 0000000..720af9a --- /dev/null +++ b/backend/app/tests/api/routes/test_wallets.py @@ -0,0 +1,125 @@ +import uuid +from decimal import Decimal + +from app.constants import BAD_REQUEST_CODE, CREATED_CODE, NOT_FOUND_CODE, OK_CODE +from app.core.config import settings +from app.models import Currency, Wallet +from app.tests.utils.user import create_random_user +from app.tests.utils.wallet import create_random_wallet, create_wallet_with_balance +from fastapi.testclient import TestClient +from sqlmodel import Session + +# Constants for commonly used strings +WALLETS_ENDPOINT = "/wallets/" +ERROR_DETAIL_KEY = "detail" + + +def test_create_wallet( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + user = create_random_user(db) + wallet_data = {"currency": "USD"} + response = client.post( + f"{settings.API_V1_STR}/users/{user.id}/wallets/", + headers=superuser_token_headers, + json=wallet_data, + ) + assert response.status_code == CREATED_CODE + response_content = response.json() + assert response_content["currency"] == "USD" + assert response_content["balance"] == 0.0 + assert response_content["user_id"] == str(user.id) + assert "id" in response_content + + +def test_create_wallet_duplicate_currency( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + user = create_random_user(db) + # Create first wallet + create_random_wallet(db, user_id=user.id, currency=Currency.USD) + + # Try to create another wallet with same currency + wallet_data = {"currency": "USD"} + response = client.post( + f"{settings.API_V1_STR}/users/{user.id}/wallets/", + headers=superuser_token_headers, + json=wallet_data, + ) + assert response.status_code == BAD_REQUEST_CODE + + +def test_create_wallet_invalid_currency( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + user = create_random_user(db) + wallet_data = {"currency": "INVALID"} + response = client.post( + f"{settings.API_V1_STR}/users/{user.id}/wallets/", + headers=superuser_token_headers, + json=wallet_data, + ) + assert response.status_code == 422 # Validation error + + +def test_get_wallet( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + wallet = create_wallet_with_balance(db, balance=50.0) + response = client.get( + f"{settings.API_V1_STR}{WALLETS_ENDPOINT}{wallet.id}", + headers=superuser_token_headers, + ) + assert response.status_code == OK_CODE + response_content = response.json() + assert response_content["id"] == str(wallet.id) + assert response_content["balance"] == 50.0 + assert response_content["currency"] == wallet.currency.value + + +def test_get_wallet_not_found( + client: TestClient, + superuser_token_headers: dict[str, str], +) -> None: + response = client.get( + f"{settings.API_V1_STR}{WALLETS_ENDPOINT}{uuid.uuid4()}", + headers=superuser_token_headers, + ) + assert response.status_code == NOT_FOUND_CODE + + +def test_get_user_wallets( + client: TestClient, + superuser_token_headers: dict[str, str], + db: Session, +) -> None: + user = create_random_user(db) + create_random_wallet(db, user_id=user.id, currency=Currency.USD) + create_random_wallet(db, user_id=user.id, currency=Currency.EUR) + + response = client.get( + f"{settings.API_V1_STR}/users/{user.id}/wallets/", + headers=superuser_token_headers, + ) + assert response.status_code == OK_CODE + response_content = response.json() + assert len(response_content) == 2 + + +def test_get_user_wallets_not_found( + client: TestClient, + superuser_token_headers: dict[str, str], +) -> None: + response = client.get( + f"{settings.API_V1_STR}/users/{uuid.uuid4()}/wallets/", + headers=superuser_token_headers, + ) + assert response.status_code == NOT_FOUND_CODE diff --git a/backend/app/tests/conftest.py b/backend/app/tests/conftest.py index 73e5aaa..b210df1 100644 --- a/backend/app/tests/conftest.py +++ b/backend/app/tests/conftest.py @@ -1,15 +1,14 @@ from collections.abc import Generator import pytest -from fastapi.testclient import TestClient -from sqlmodel import Session, delete - from app.core.config import settings from app.core.db import engine, init_db from app.main import app -from app.models import Item, User +from app.models import Item, Transaction, User, Wallet from app.tests.utils.test_helpers import get_superuser_token_headers from app.tests.utils.user import authentication_token_from_email +from fastapi.testclient import TestClient +from sqlmodel import Session, delete @pytest.fixture(scope="session", autouse=True) @@ -17,6 +16,10 @@ def db() -> Generator[Session]: with Session(engine) as session: init_db(session) yield session + statement = delete(Transaction) + session.execute(statement) # type: ignore[deprecated] + statement = delete(Wallet) + session.execute(statement) # type: ignore[deprecated] statement = delete(Item) session.execute(statement) # type: ignore[deprecated] statement = delete(User) diff --git a/backend/app/tests/utils/wallet.py b/backend/app/tests/utils/wallet.py new file mode 100644 index 0000000..5a1ebab --- /dev/null +++ b/backend/app/tests/utils/wallet.py @@ -0,0 +1,48 @@ +from decimal import Decimal +from uuid import UUID + +from app.models import Currency, Wallet +from app.tests.utils.user import create_random_user +from sqlmodel import Session + + +def create_random_wallet( + db: Session, *, user_id: UUID | None = None, currency: Currency = Currency.USD +) -> Wallet: + """Create a random wallet for testing.""" + if user_id is None: + user = create_random_user(db) + user_id = user.id + + wallet = Wallet( + user_id=user_id, + balance=0.0, + currency=currency, + ) + db.add(wallet) + db.commit() + db.refresh(wallet) + return wallet + + +def create_wallet_with_balance( + db: Session, + *, + user_id: UUID | None = None, + currency: Currency = Currency.USD, + balance: float = 100.0, +) -> Wallet: + """Create a wallet with a specific balance for testing.""" + if user_id is None: + user = create_random_user(db) + user_id = user.id + + wallet = Wallet( + user_id=user_id, + balance=balance, + currency=currency, + ) + db.add(wallet) + db.commit() + db.refresh(wallet) + return wallet diff --git a/code_quality_analysis.ipynb b/code_quality_analysis.ipynb index 85c84b6..8fb2f61 100644 --- a/code_quality_analysis.ipynb +++ b/code_quality_analysis.ipynb @@ -36,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 15, "id": "871ae97e", "metadata": {}, "outputs": [ @@ -96,7 +96,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 16, "id": "f8c53333", "metadata": {}, "outputs": [ @@ -147,7 +147,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 17, "id": "c55d109f", "metadata": {}, "outputs": [ @@ -218,7 +218,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 18, "id": "0db8c239", "metadata": {}, "outputs": [ @@ -226,7 +226,20 @@ "name": "stdout", "output_type": "stream", "text": [ - "Ruff found 0 linting issues\n" + "Ruff found 32 linting issues\n", + "\n", + "Ruff Results Summary:\n", + "Top 10 most common rules:\n", + "rule_code\n", + "I001 11\n", + "F401 10\n", + "TRY003 4\n", + "EM101 3\n", + "EM102 1\n", + "PLR2004 1\n", + "UP017 1\n", + "PIE790 1\n", + "Name: count, dtype: int64\n" ] } ], @@ -284,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 19, "id": "2a1f0732", "metadata": {}, "outputs": [ @@ -362,7 +375,7 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 20, "id": "5b0cf9e3", "metadata": {}, "outputs": [ @@ -370,14 +383,14 @@ "name": "stdout", "output_type": "stream", "text": [ - "Radon CC analyzed 161 functions/methods (all ranks included)\n", + "Radon CC analyzed 201 functions/methods (all ranks included)\n", "\n", "Radon CC Results Summary:\n", - "Average complexity: 2.34\n", + "Average complexity: 2.32\n", "Complexity rank distribution:\n", "rank\n", - "A 155\n", - "B 6\n", + "A 193\n", + "B 8\n", "Name: count, dtype: int64\n" ] } @@ -439,7 +452,7 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 21, "id": "6820f645", "metadata": {}, "outputs": [ @@ -447,13 +460,13 @@ "name": "stdout", "output_type": "stream", "text": [ - "Radon MI analyzed 54 files (all ranks included)\n", + "Radon MI analyzed 62 files (all ranks included)\n", "\n", "Radon MI Results Summary:\n", - "Average maintainability index: 80.83\n", + "Average maintainability index: 79.81\n", "MI rank distribution:\n", "mi_rank\n", - "A 54\n", + "A 62\n", "Name: count, dtype: int64\n" ] } @@ -509,7 +522,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 22, "id": "e3918fd3", "metadata": {}, "outputs": [ @@ -517,7 +530,22 @@ "name": "stdout", "output_type": "stream", "text": [ - "Flake8 WPS: No issues found\n" + "Flake8 WPS found 27 style issues\n", + "\n", + "Flake8 WPS Results Summary:\n", + "Top 10 most common WPS rules:\n", + "rule_code\n", + "WPS358 8\n", + "WPS459 4\n", + "WPS226 3\n", + "WPS229 2\n", + "WPS111 2\n", + "WPS202 1\n", + "WPS235 1\n", + "WPS407 1\n", + "WPS237 1\n", + "WPS210 1\n", + "Name: count, dtype: int64\n" ] } ], @@ -594,7 +622,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 23, "id": "b66c41c3", "metadata": {}, "outputs": [ @@ -602,14 +630,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "Vulture found 2 dead code issues\n", + "Vulture found 8 dead code issues\n", "\n", "Vulture Results Summary:\n", "Dead code types found:\n", "dead_code_type\n", - "variable 2\n", + "import 4\n", + "variable 4\n", "Name: count, dtype: int64\n", - "Average confidence: 60.0%\n" + "Average confidence: 75.0%\n" ] } ], @@ -697,7 +726,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": 24, "id": "d122b78a", "metadata": {}, "outputs": [ @@ -709,14 +738,14 @@ "=== SUMMARY STATISTICS (Radon A ranks excluded from counts) ===\n", " total_issues files_analyzed\n", "bandit 2 2\n", - "ruff 0 0\n", + "ruff 32 11\n", "mypy 0 0\n", - "radon_cc 6 3\n", + "radon_cc 8 5\n", "radon_mi 0 0\n", - "flake8_wps 0 0\n", - "vulture 2 2\n", + "flake8_wps 27 9\n", + "vulture 8 6\n", "\n", - "Total combined issues (excluding Radon A ranks): 10\n" + "Total combined issues (excluding Radon A ranks): 77\n" ] } ], @@ -796,13 +825,13 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": 25, "id": "7b178a7f", "metadata": {}, "outputs": [ { "data": { - "image/png": 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AoqjVouXfg8uuAgAAAAAAehwhKoBeouWWeyNaWsouAwBYRNXHno3quDfLLgMAAAAAAHoUISqAXiD/obXy4FNllwEALA6mUQEAAAAAwGInRAXQC7TceE9EtVZ2GQDAYlJ99JmovjGh7DIAAAAAAKDHEKIC6OGqY96I6hPPlV0GALA4VWvRcuuQsqsAAAAAAIAeQ4gKoIdrud0/sAJAT1R9eFhUx79VdhkAAAAAANAjCFEB9GDVNydG9bFnyy4DAOgI1WpUTKMCAAAAAIDFQogKoAer3DG02O4HAOiZKg89HdUJk8ouAwAAAAAAuj0hKoAeqjZlWlSGPlV2GQBAh0+jGlx2FQAAAAAA0O0JUQH0UC13PxzR0lJ2GQBAB6s8+FTU3ppcdhkAAAAAANCtCVEB9EC1GTOjct+jZZcBAHSGSjVabhtSdhUAAAAAANCtCVEB9ECV+x+LmDGz7DIAgE5SeeDJqE2cUnYZAAAAAADQbQlRAfQwtZaWaLn7obLLAAA6U6Xiv/8AAAAAALAIhKgAepjKg09FTJ5WdhkAQCerDHkiajObyi4DAAAAAAC6JSEqgB6kVq1F5Y6hZZcBAJRhxsxiWz8AAAAAAGDBCVEB9CDVJ4ZHbfzEsssAAEpSuefhIlQNAAAAAAAsGCEqgB6k5bYhZZcAAJSo9ubEqD79QtllAAAAAABAtyNEBdBDVF8YFbXR48ouAwAoWctdD5ZdAgAAAAAAdDtCVAA9RMv9j5VdAgDQBdReejWqr75WdhkAAAAAANCtCFEB9AC1KdOi+uTzZZcBAHQRlXseKbsEAAAAAADoVoSoAHqAygNPRlQqZZcBAHQRlUefjdq06WWXAQAAAAAA3YYQFUA3V6vWojLk8bLLAAC6kpaWqAx5ouwqAAAAAACg2xCiAujmqsNfjtqESWWXAQB0MS33P1qErQEAAAAAgHcnRAXQzVXuf7TsEgCAruityVEd9kLZVQAAAAAAQLcgRAXQjdXyH0efeansMgCALqpy7yNllwAAAAAAAN2CEBVAN9Yy5PEI2/QAAHNRfX5kVN+cWHYZAAAAAADQ5QlRAXRTtUo1Kg88UXYZAEBXVouoPPhU2VUAAAAAAECXJ0QF0E1Vn3o+YvK0sssAALq46kNPR61mciUAAAAAAMxL33neCkCXVbn/sbJLAAC6gdqESVF78ZVo2GidsksB6FamTZsW55xzTgwaNChGjx4d/fr1iy222CKOOOKI+OhHPzpfjzFmzJj4/e9/H4MHD46JEyfGeuutF4ceemgccMABHV4/AAAAAAvGJCqAbqg6bkJUXxhZdhkAQDdhSz+ABTN16tQ4+OCDixDVgAED4pBDDomPfexj8eyzz8YxxxxTXP9uMnh14IEHxvXXXx8777xzEZ6aPn16/PjHP45TTjmlU84DAAAAgPknRAXQDVUeeCLCrjwAwHyqPDE8ajObyi4DoNs477zzYvjw4XHQQQfFP/7xj/jBD34Qv/zlL+OGG26IVVZZJX73u9/FyJHzXtjyq1/9KsaNGxdnnXVWnHbaafHd7343rrvuunjve98bF154YTz1lIArAAAAQFciRAXQzdRqtag8+kzZZQAA3cnM5qg+8VzZVQB0GzfddFM0NDTEiSeeWFzWrbbaasWEqkqlEnfdddc8p1Ddeuutsd1228Xuu+/een3//v3j+OOPL97XXX755R1+HgAAAADMv74LcCwAXUDtpVcjJk4puwwAoJupPPRU9Nlxq7LLAOgWjjjiiJgyZUost9xyc9y2xBJLFJfTpk2b6/2HDh1aBKV22WWXOW7bYYcdol+/fjFkyJDFXDUAAAAAi0KICqCbqTwyrOwSAIBuqPrCqKi9NTka3jNnIACAWR166KHtXp/BqEGDBhWfb7rppnO9/4gRI4rLddddd47bMkC1xhprxKuvvhpNTU2toSwAAAAAymU7P4BupFapRMVWPADAwqi9M40KgIV3ySWXxBNPPBFrr7127LbbbnM97q233ioul19++XZvX3bZZaNarcbUqVM7rFYAAAAAFowQFUA3Uh0+ImLa9LLLAAC6qcqDQlQAC+vGG2+MX/ziF9G3b9845ZRTiolSc9Pc3Fxczm3KVP36nEQFAAAAQNcgRAXQjdjKDwBYFLXxE6P68qtllwHQLSdQnXjiicXnp556arzvfe+b5/H9+/efJUw1u3p4asCAAYu9VgAAAAAWTt+FvB8AnazW1BzVp14ouwwAoJurDH0qGtdfq+wyALqF3HLvtNNOiwsuuKCYHvWb3/wm9t5773e9X30bv8mTJ7d7+5QpU6KhoSGWWWaZxV4zAAAAAAvHJCqAbqL69AsRTe2vYgYAmF+Vx5+NWktL2WUAdHk5Leq4444rAlQrrLBCcTk/Aaq0wQYbFJejRo2a47acTjV27NhYf/31o7FRaw4AAACgq9CpAegmbOUHACwWM5qi+tzIsqsA6NIqlUoRoBo0aFCstdZacemll77rFn5t7bTTTsWkqQceeGCO2x566KEiSLXDDjss5qoBAAAAWBRCVADdQO3tGVF9dkTZZQAAPUT1yefKLgGgSzv33HPj9ttvj4EDB8Yll1zSOllqfq2++uqx6667xtChQ+PWW29tvX7GjBlxxhlnFJ8feuihi71uAAAAABZe30W4LwCdpPL48FwKXXYZAEAPUXn6xehbrUVDY0PZpQB0ORMnTixCVGnzzTePK664ot3jcjLVLrvsUkybyrBUHrvXXnu13v6jH/0oDjrooDj22GNj3333jdVWWy1uu+22GDFiRBx55JHF8QAAAAB0HUJUAN1A1VZ+AMDiNPXtqI14NRo2WLvsSgC6nNxu7+233y4+z9BTfrTn6KOPLkJUGaA688wzY7/99pslRLX++uvH5ZdfXkyeuvfee2PmzJmx3nrrxc9//vPYf//9O+18AAAAAJg/DbVarTafxwJQgtqkKTHzZ2dH+HMNACxGfXZ/X/T7zB5llwEAsNgMPmuHskugA+zyzYfLLgEAeoyfnT2t7BLoAD85eumyS4Aeo7HsAgCYt8qTzwtQAQCLXTX/HwMAAAAAACgIUQF0cdWnXyi7BACgB6pNmBTV0a+XXQYAAAAAAHQJQlQAXVhtxsyovvBK2WUAAD154iUAAAAAACBEBdCVVYePiKhUyi4DAOihbOkHAAAAAADvEKIC6MIqtvIDADpQbewbUX1zYtllAAAAAABA6YSoALqoWrUa1WdeKrsMAKCHqz75XNklAAAAAABA6YSoALqo2ogxEdOml10GANDDVWzpBwAAAAAAQlQAXVVl2ItllwAA9JLgdm3KtLLLAAAAAACAUglRAXRR1WdfLrsEAKA3qNWEtwEAAAAA6PWEqAC6oNrkqVEbM67sMgCAXqL6/MiySwAAAAAAgFIJUQF0QRVTqACATlR9YVTZJQAAAAAAQKmEqAC6oOozL5VdAgDQm0yeFtXXxpddBQAAAAAAlEaICqCLqVWrUX1uRNllAAC9jC39AAAAAADozYSoALqY2sgxEdNnll0GANDLVJ+3pR8AAAAAAL2XEBVAF1N9wT9gAgCdr/riqGIiJkBX98Ybb8Tvfve7OPjgg+PDH/5wnHTSScX1p59+etx4441llwcAAABAN9W37AIAmFX1pVfLLgEA6I2mz4zaq69HwzprlF0JwFzdddddceKJJ8a0adOiVqtFQ0NDvP3228Vtt99+e5x77rnxyCOPxI9+9KOySwUAAACgmzGJCqALyekP1RFjyi4DAOilbOkHdGUvvvhiHHvssTFjxow46KCD4pxzzimCVHX7779/LL300nHxxRcXgSoAAAAAWBBCVABdSG30uIiZTWWXAQD0UtXnR5ZdAsBc/elPf4qmpqb47W9/Gz/96U9j9913n+X2I444oghWpQxSAQAAAMCCEKIC6EJs5QcAlKn68qtRa2kpuwyAdg0ZMiQ233zz2Hvvved6zA477BDbbrttvPDCC51aGwAAAADdnxAVQBciRAUAlKq5xdbCQJc1adKkWGuttd71uFVWWSUmTJjQKTUBAAAA0HMIUQF0sekPAABlsqUf0FW95z3viREjRrzrcS+99FKsuOKKnVITAAAAAD2HEBVAF1F9/c2IqW+XXQYA0MtVnx9VdgkA7dp5553j+eefj9tuu22ux9xyyy3x4osvxo477tiptQEAAADQ/QlRAXQRtvIDALqC2itjo9bcUnYZAHP42te+Fn379o3jjz8+fve738XQoUOL65ubm2PUqFFxwQUXxPe///3imC9/+ctllwsAAABANyNEBdBF2MoPAOgSKtWojRlXdhUAc9h4443jtNNOi4aGhjj77LPjiCOOKD6/+eabY5999iluy0DVT3/609hyyy3LLhcAAACAbqZv2QUA8I6aSVQAQBdRHfVaNK47sOwyAOaw7777xhZbbBEXXnhhDBkyJMaOHRvVajVWWWWV2GmnnYpg1WabbVZ2mQAAAAB0Q0JUAF1AbeKUqE2YVHYZAACF6itjyy4BYK7WXXfdYtoUAAAAACxOtvMD6AKqL71SdgkAAK1qr7xWdgkAAAAAANCpTKIC6AKqtvIDALqQ2rgJUZsxMxr6L1l2KUAv9qtf/Wqh79vQ0BDf//73F2s9AAAAAPRsQlQAXUDVtAcAoCup1aL66uvRZ6N1yq4E6MX++te/FmGoWq22wPcVogIAAABgQQlRAZSsVq1G7bXxZZcBADCL2qixEUJUQImOOeaYsksAAAAAoBcRogIoWe2NtyKaW8ouAwBgFiZlAmUTogIAAACgMzV26ncDYA61MePKLgEAYA41ISoAAAAAAHoRk6gASlYdLUQFAHQ9tQmTojb17WhYZkDZpQC91N/+9rficr/99otll1229ev5dfjhh3dQZQAAAAD0REJUACUziQoA6Mpb+vXZfIOyywB6qV/+8pfR0NAQu+22WxGiqn/9bmq1WnGcEBUAAAAAC0KICqBkJlEBAF1VbdTYCCEqoCSf/exnizBUBqjafg0AAAAAHUGICqBEtSnTIvIDAKCLTqICKMspp5wyz68BAAAAYHFqXKyPBsACqdrKDwDowqqjXy+7BAAAAAAA6BRCVAAlqtnKDwDoyiZNjdrMprKrAHqp/fbbL84444yyywAAAACglxCiAiiRSVQAQFdXGzeh7BKAXuqZZ56JMWPGtHvbD37wg7jyyis7vSYAAAAAei4hKoASmUQFAHR1tXFvll0CwByuvvrqePDBB8suAwAAAIAeRIgKoCS15paovWGyAwDQtVVNogIAAAAAoBcQogIoSe218RHVWtllAADMk+38AAAAAADoDYSoAEpSe93WOABA1ydEBQAAAABAbyBEBVCS2psTyy4BAOBd1ca/FTXTMwEAAAAA6OGEqABKUp0wqewSAADeXXNL1CZOLrsKAAAAAADoUEJUACUxiQoA6C5sQwwAAAAAQE/Xt+wCAHorISoAoLuojZsQsfkGZZcB9EK33npr7LnnnnNc39DQMNfb2t4OAAAAAPNLiAqgBLWWlojJU8suAwBgvtTemFB2CUAv9fbbbxcfC3pbhqgAAAAAYEEIUQGUoPbmpIha2VUAAMwf2/kBZfjb3/5WdgkAAAAA9CJCVAAlsJUfANCdVE2iAkqw0047lV0CAAAAAL1IY9kFAPRGQlQAQLcyeVrUZjaVXQUAAAAAAHQYISqAEghRAQDdTW3S1LJLAAAAoIN9+9vfjg996EMLdJ8ZM2bEWWedFfvuu29svfXWsfvuu8cJJ5wQI0aMaPf4Rx55JL7yla/EzjvvHNtvv30cccQRMXTo0MV0BgAAC0+ICqAEtTcnlV0CAMACqU2aUnYJAAAAdKAzzzwzbrrppgW6z/Tp0+NLX/pS/P73v4/ll18+DjvssNhqq63ixhtvjAMOOCBGjhw5y/F33XVXccwzzzwTn/rUp+Izn/lMDBs2rAhS3XrrrYv5jAAAFkzfBTwegMXAJCoAoNuZbBIVAABATzRz5sw4+eST48orr1yo4NWjjz5aTJb63ve+13r91VdfHd///vfj9NNPjzPOOKO4rqmpKX74wx/GMsssE//85z9jjTXWKK7/8pe/HF/4whfipJNOil133TWWWmqpxXh2AADzzyQqgBLUJphEBQB0L7bzAwAA6Hluv/32Yhu+DFDlNnwLGr669NJLY7311osTTzxxlttywtT+++8f6667but1OZ3qjTfeiIMOOqg1QJXWWWedOPTQQ4vbTKMCAMokRAXQyWpTpkU0NZddBgDAAqmZRAUAANDjXHXVVTFt2rT46U9/Guecc84C3ffBBx8s7rv33ntH376zbn7T2NgYv/jFL+L4449vve6BBx4oLt///vfP8Vi77LJLcTlkyJCFPBMAgEUnRAXQyWoTJ5ddAgDAAjOJCijbueeeG3fddVfZZQAA9ChHHHFE3HbbbXHIIYdEQ0PDAt332WefLS432WSTuPvuu+Owww6L7bbbLnbeeediMtXo0aNnOf7ll18uLttOp6pbe+21i8uXXnppEc4GAGDRCFEBdLLa1OlllwAAsMBMogLKdv7558epp55adhkAAD1KBp6WWWaZhbrvuHHjisubb745jjrqqGIa1YEHHhibbrppXH/99cV2fqNGjWo9fuLEicXl8ssvP8dj1WuYMmXKQp4JAMCim3W2JgAdb+rbZVcAALDgTKICSjZ9+vTYaKONyi4DAID/ePvtd3rdt956a5x00klx8MEHt9529tlnx+mnn15cn2H41NzcXFwuscQSczxW/bqZM2d2UvUAAHMyiQqgk9WmCVEBAN1PbfK0sksAerlddtklhg4dGuPHjy+7FAAA8h8ZG9/5Z8att956lgBVyslUa6yxRtx///0xYcKE4rr+/fvPEqZqq6mpqbgcMGBAJ1QOANA+k6gAOpnt/ACAbqmlJWrTpkfD0kuVXQnQSx133HFxwgknxCc/+cn4+Mc/Hptvvnm85z3viYaGhnaP33PPPTu9RgCA3mTZZZdtDVHNrk+fPrHZZpvF2LFj45VXXokVV1yxdRu/3LJv9rDU1KlTZ3lMAIAyCFEBdDbb+QEA3VRt0lQhKqA0++23XxGYqtVqcemll77r8c8880yn1AUA0Futv/76c50s1fb6+gSqDTbYIB5++OEYNWpUrLbaarMcm9elDTfcsIOrBgCYOyEqgE5mOz8AoLuqTZ4aMXCVsssAeqkdd9yx7BIAAGhjp512Ki6HDBkS1Wq1dXu/+vZ8w4cPLyZOrbvuuq3HX3nllcXxs/+/3eDBg4vLHXbYoVPPAQCgLSEqgE5mOz8AoFuHqABK8ve//73sEgAAaGOdddaJD37wg3HvvffGn/70p/jmN7/ZettZZ50Vb7zxRhx44IGtk6hyu+UVVlghLrroovjsZz8ba6+9dusUqksuuSRWWWWV2GeffUo7HwAAISqAzmY7PwCgu5okRAUAANAb5VbJt956a6y55prxuc99rvX6k08+Ob74xS/G73//+2LC1FZbbRVPPfVUDB06NNZbb7048cQTW49deuml46c//Wlx3ec///n4xCc+UVx/ww03xNSpU+MPf/hDLLnkkqWcHwBAEqIC6GS1aSZRAQDdU236jLJLACi2hrnuuuuKf6QbO3ZssRXMt7/97WKiQf6j3Xvf+96ySwQA6JEhqjPPPLPYkq9tiGrgwIFx1VVXFZOobrvttnj00UeLiVJHHHFEMZlq+eWXn+VxPv7xjxfX5fHXXHNN9OvXLzbffPPi2Pr2gAAAZWmo1Wq10r47QC9Ta6nEzO/+puwyAAAWSp9dto1+X7C1AlCeJ598Mo499th47bXXIltaDQ0N8alPfSpOO+20YkuY4cOHx3e+8534yle+UnapQAkGn7VD2SXQAXb55sNllwAAPcbPzp5Wdgl0gJ8cvXTZJUCP0Vh2AQC9yjRb+QEA3VdtZlPZJQC9WE6d+upXv1pc7rbbbvGTn/ykCFLV7bLLLtGnT5/49a9/HQ899FCptQIAAADQ/QhRAXSi2lRb+QEA3ZgQFVCis88+OyZNmhQ//OEP49xzz41DDjlkltu/973vxW9/+9siWHXBBReUVicAAAAA3ZMQFUAnqplEBQB0ZzOEqIDy3HPPPbHhhhvGYYcdNtdj9t5779h8883jmWee6dTaAAAAAOj+hKgAOtM0k6gAgO7Ldn5Amd54443YaKON3vW4tddeO8aPH98pNQEAAADQcwhRAXSiWnNL2SUAACw8ISqgRMstt1yMGTPmXY979dVXY9lll+2UmgAAAADoOYSoADpTixAVANB9mUQFlGm77baLp59+Oh599NG5HjN06NAYNmxYvPe97+3U2gAAAADo/oSoADpTc6XsCgAAFp4QFVCiL3/5y1Gr1eLoo4+Oq666KkaPHt16W1NTUwwaNChOOOGEaGhoiMMOO6zUWgEAAADofvqWXQBAr2ISFQDQnTU1FwGGDCgAdLYddtghvve978Wpp54aP/7xj4vr8u/RjTfeGDfccENUq9Xib9Q3v/nNeP/73192uQAAAAB0M0JUAJ2o1ixEBQB0Y7X/TKPqv2TZlQC91Je+9KXYcsst47zzzosHH3wwpk+fHi0tLdGvX78iZHXkkUfG7rvvXnaZAAAAAHRDQlQAnanFdn4AQDcnRAWUbMcddyw+cvLUxIkTi8sVVlgh+vbV5gIAAABg4ekuAXQmk6gAgG6uNrMpbOYHdAWNjY2x3HLLRZ8+fWwzCgAAAMAiE6IC6EwtQlQAQDc3o6nsCoBe7tFHH42LL744Bg8eHBMmTCjCVKuttlp86EMfisMOOyw23HDDsksEAAAAoBtqLLsAgN6kZjs/AKC7EwoHSnTGGWfEIYccEtdff328+eabUavVolKpxJgxY+Kyyy6L/fbbL6666qqyywQAAACgGzKJCqAz+UdHAKCbq1VrZZcA9FKDBg2Ks88+OwYMGBD/9V//FXvvvXesscYaxW2vvPJK3HzzzfHnP/85TjrppNhkk01im222KbtkAAAAALoRISqAztRsEhUA0M3VhKiAcvz1r/+fvTuBj6uu1z/+zJ7Jvu9J2zTd930DChRoS4GWtiBQATc2BUUWlb8KLnC9gtcNUBFURFRoFUFlR3ahbAVaSulOV7qnTZpk9vm/zkmbNjTdk/xmks/79Tp3kjNnZp5wpQ2TJ9/vH+V2u/W73/1Ow4YNa3GftcLvK1/5ikaMGKHPf/7z+u1vf6u77rrLWFYAAADLqEfvMB0B7eCtGTeajgAAANoJ6/wAoCMxiQoAACQ7SlQADFm2bJlGjhx5QIFqf2PHjrWveeeddzo0GwAAAAAAAJIfJSoA6EhhSlQAACDJUaICYFBaWtphr8nJyVEoFOqQPAAAAAAAAOg8KFEBQAeKR1nnBwAAklyMEhUAM0aNGqX58+dr27ZtB72moaFBb7/9tr3WDwAAAAAAADgalKgAAAAAAEeOSVQADLnpppvk9Xr1xS9+UStWrDjg/h07duhrX/uaAoGArr/+eiMZAQAAAAAAkLzcpgMAQJficplOAKCTiDulUK5DweyYgmlhBXyNCrp2a316pj70ZUqOYjXEMlQT9ShC3wFAG7osy6eBpkMA6JLuvPNOVVVV6Z133tHZZ5+t3r17q3v37nK5XNq0aZMWLVqkSCSirKwsfetb32rxWIfDoUceecRYdgAAAAAAACQ+SlQA0IEcLqfoMgA4EjG3FMpzKJgVUzA11FSSctYpEKtRILRdocbtisf3rAgN7Dmsb+52SPE+Q/Vq7V/tzx1yKzull9J8veV0lioYy1JN0K1PGkMKsmIUwDE43+UwHQFAF/XPf/6z+eN4PK6lS5fax6ft3LnTPj5dogIAAAAAAAAOhRIVAHQkJ5OoADSJ+hwK5UrBzGjTJClPfVNJKmqVpLYp1LjD+vFg08WNe44jNHjpewr2GaK3at9XXBHVBJbYx/7y5VRWerXSvb3lcpYpGM9RTcitTQ1hNUYjbfzVAuhMqCEAMOWBBx4wHQEAAAAAAACdGCUqAOhILqf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" ] @@ -893,13 +922,13 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 26, "id": "f8c74802", "metadata": {}, "outputs": [ { "data": { - "image/png": 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DH/5wPd86LUlITZJKX/K+k2yWBJccjxzjHMfsm0wmyftJElIjn4O830bed366v488X45zzst8BvJd027yRHf5zOfcSZLJggsuWPdpkqn233//mpg0kIke7UzI5zvblGN2yimnlIcffrjup7e97W31WCeZJt8zPSWc/+Mf/6jn3+mnn17/zvfu008/Xavh5vune4IVAKNP4u0mTulpNZT834j8P+pJEpITnyWuSXyVmC//u2eZZZb6vz6xfGKdxNb9lcTfPF/iqzxH/gdONdVUNbb+6le/WuPsRv53539r/sdG/ufm79Y4IPF8tuHss8+uidULLbRQjUHSNkjckcTn1mT5/sjjEgsnmfmtb31rfd0kxSaWzQTLxCIT0kboLvF+2iRJ3E08m+OXSZzZ952uoN3bPp2Qdt+EGOj+ThshyeOJwXPupY2X1aByrudcSDzVTt7X3nvvXXbZZZc6CXLMmDH1OCUmzPtNHNvEV5Hbk4yd8z3xbCYIdv8MJRk6xyttmBz3oYrFoz+TcE877bSadJ3Paz5Xaaslhs5js0pS2jTNZM3+fL4iyffZ32mH5vxMe7k/sXgk5k5sm76AfHfk2GWfpZ3brPQ1IXprS/Um7dVMhs5Kc9mOZl/lHEm7MO3d73znOz0+/phjjqmPv/POO8v8889f93H2Tx6zzz77TPD7AgAAAAAAYGRIUocBSnJzJPmxGXweqAy6JyEy2lWMbk2UTVJA47e//W056aST6uOTcJKE+VRHzCBwEpnjwAMPbFslu3t1s1QOTsLvF77whZrcmee54oorauJCKj9m0L2nweAkz6QSX5IffvWrX9XLVEhrEq4zCH344YfX7cvteb0M0CdZIc/fKhUaH3/88VrRPAP/F110UR1kTzJsEhjyXpNc0uyPVLBM0nOTbJxB8/ydhNvepNJiEmqSaJNKcklSSYJ+Ei9SpS4JEHnPqS7dn+rgTdJ4Bt4nRBJqk7iRQfxUzsyxSPJxjmkG6jOxIfukqazXXar3Jfk/98++zvtKYkiSlZIgkKTcVFLPMcq5lvtkwD/Jzz1V5/vZz35Wk8DznDkvMsEgyfJ5ziSL9FQ9tFUSwFM9MQkXqbifhOy8fs6NbEOSH/JeU2W9VRI95p577rp9+b31PMmkhzwuv/cmCfo5JxqpLJi/11hjjfr4JjGl3Wcv25v93f2z10lJumiq+idpozc5dqnomcSQJP7kOyCfhRzPVE/MeZhkokY+B0lQaz2Wee/53LTKMUxCUZKi8vnMZy5JX31Jkliq2TfHMYlP+U7KOZWK/j/4wQ/KhBjs5/uxxx6r32VJnkv1yXwOsp+SHJVtTTXQfM/k3Gg3+Sb7NZ+1fCbyPZhzI9clgf/ll1/u1/cCAJO/VBWP/G9prU7eSAyRpPP8j+5tomjioiQON/93Em/lf1f+zv/CJJ9mQll/Jb7N/7xMNE0Mnf/r+b+cJO/Iik5NRerEQ/nf2qzsksTW/J3/kU1yeGKLtBPSvkgcmP/5eW+JDZt9kImLfVUyb5WYJAnbiffzPzYxSBLJE38k1kn8OyFthO5uvPHGmqSd/ZD9m8umvZQE34GuQNWb3vbpYNt9E2qg+zttt0x0TeyT453HZOWiJI0nYb2nCXtZoSr3y+MStzbt01wmJk1SehLRWyvY575NGyCPbVaAyvHOxMcmEbu/E8IHatZZZ+1qx2eiYm+SAJ52czNZvGkf5XObz8B0001X25DNxJW+Pl+t7cm3vOUtNQ7P/s7zNudJXxLHp93YbEvTLkg7JvH9hFaf760t1ZtDDz20nmeJqXNe5DOX8yzHPtub9m6qouenp3ZxVjvIZzyfiby/nAeR8zAJ6wAAAAAAAEx6JKnDADXJGBNa1S1JmBm0z4B/96TyVLjOwH6SCDKw3Wiq/mXJ7VRea5JKc5lE4CQipIpbT8kajabyYaoPJnF7mmmm6botyQDN62Tw/c9//nPbgf0MQs8000xd1Y+zTZGEllSaa93uJPQnSSRaExxSPe9vf/tbV3J7qvU1sm8yUL/SSivVv3uqgNxfSaxPUnC2JYkprUm7WSY9Sf+RJIG8h960Lks/IedBEgmapN4klG+99dY1kaWRJKCmumAqWjZLsLdK5b1sexIkYuaZZ67PE3kfmWjwgQ98oOv+SapvqoD2lGyS/ZHknyZ5I+dXqtqlKnoSsvqTsJt9nEkJqfqfhKBm+yJJG0k6zvMmMeW+++4b79zK8U/SRhIdknyRZLCcp03i/oRoEqDz2k3Vw0aSrpPE/I53vKMsu+yyZSgkobvdudROU+09x6z1XMtnL4k/qeT/3ve+t1ZlHYh8DvI5Heh5nPMrSel5fGPNNdesyStNQlQS64ZbtqmpJpmkmEy0aaTya27PZz6JSNnGdlKpNed+I5X/U/Ex+jMxA4DJXya6JV7NxLkk9LZKrJqYJv+bE8/0JDF+4r3EVt1jjfyd1Yqip8rVPclKJ1n1pmkfJD5PjJiYKpPibr/99n49TxJK8xxLLbVUbV8k6b6R95WK7ZGJckkS769UYU781xrvZ9JrJo92/1/biTZCjlXi6CZubNpLTeJ+YoPhMph234QayP5OGynxdmRCapNgHanKn+T21vOg9Tg1Cce5T2ubI+8nE2kTS6X9kBi+1Yc+9KGuY5HE9MTfabckKTyTCzNBdig18XhfsXjO8bTZUvk929wqk7STRJ04vd3+6UsSsjM5t9me/q7g9LnPfa6293JONfF54tiscpT3c+aZZ5bhlu/E5nXzmf3gBz84zrmQ7U2/Q6Svod0KCGuttVbZc889u/ZDHpd2ZPZ9iMcBAAAAAAAmTZLUYYBS8SyaStqDlcTJJJdG96TyVNlLgnGSCJpk6lS8a6q4Z4n2dg4++OCaZLvHHnv0+LqpjtgklCTRvZ0kBuQnLr/88vFuX3nllcdLFG5NWm1XZa1JkGhdWj6JpKmUdtttt9Xk0u6SQNwkSg80Cbe7VBGMJH+0Jkw3klyQ45DE6NZE8XZa33tflbB7kwkAScRIVbkmsby7JEMkeSH7oqky2CrnSPftHcyxaNWa4NSqOe9S/bNdYkEjyemp6BdN8kl3qfaehPkkrTTHppHkrmxDk+SQ8zpSGTBVvCdUkv9zDJOQk6SgVpmkMJRV1Jv902iSS3qSyu+RypSp/N9aBTznRSqjZh+1O6d7k893X6/d075rl9DefK6yfTfddFMZbs1nI4l9rZNuGkluaSYn5Duy3WciyXjdJVE92lVfB2D0yf/OJvmyqZzcSKXf6J7I2l0qEidhvKd4vmlrDDT2TYJnd6nW3vzfTszZH4lJE5tngmQ7rTFHVhvpr1VXXbVtEu7b3/728f7XdqKNkKT9drHOJz7xia5K68M1sW6g7b5OGMj+zmo92Ya0IZrk/1ZJfk583l3i/cS1mTTbLo6KJvE+53wq/rdKcnpeMwnOOS6pSN4kXKd9NJSatnxf8XBWQMq2ZKL6vvvu2zWBtLHLLrvUyQC9rZ7Qk2Z1p4Fq125M/Nvs6xzP4ZZzIe3inMM9fQdm8nKS+XPu5Vh3l9WQukubdKGFFhrQdxgAAAAAAAATl6Ed+YPJUJM80FfVtf5I0mQGaFPROVXDmkHyZin41kTZJKlHkmuT6NDOvPPO2+drNonuSYBpkhTaWXrppWuFyHYVErNEe3et1ePaJbH2lmiQZJfHHnus3HHHHeXhhx+uy5+nymCW9G6SR/qqbt6XPG8kMbqdDOz3NwG6NYHk6aefHvQ2NcciA+9Nok13OSdSzTBVFofjWERPFcSTWN4kdaSqe/N3u4kQTSL2gQce2DZpOFLVunU/tEpC+nXXXddVRTSJVz1NqhiofIaSbJ2KkfmsNVUfm6T17J+ekus7oXVyQLMaQU922GGHmgSXbfvyl79cty3VvpMolGSmd7/73YNKNh9sElRrZc1WOcZJqE/iTj67rZU0h1r2Zz4fzfdWT5rkqXafo6aKZU+JeBMyGQWAyUtiiNNOO61ObMxKIs3/4YsuuqgmBa+77rp9PkditSS93nrrrTVuSuyby8S+qU49mNi3r/9l3VeP6c82JrE4sVi2L7F0fm+N2zLZsFPb1+5/7YS0EXqKWZr4Na+X9lUnJkB2ut3XCQPZ301s1G5CQCP7qXvyc1PtPknmzQoA3bWeIzl3UuG9kfbP4YcfXiuuN+dVJl+2TrgdKk2SflOluyfZ3qw+dOKJJ9YJBvlJHJ3Vx1JJPfH4YFfWGkw8nse0Vsdv1bRzu1frHw7N8ct50tOE77TBUpk/3yM557pPrOn0dxgAAAAAAAATB0nqMEAZWG0G4zO43VeSaTz11FM1kSKV2FqlEmMG4h9//PFanTqD3UnCuO+++2rlw9aB2yYpvlmafEITZHtKim40r9OuYnZT4bEnA0mazYB2quh1r6aW7VtxxRXLE088MV7FusFo9l/3CvCDkUSEWWedtT5nk5zRHxmQT0J6U9WwORZ9nUPNsWp3LPp6P31VhW+np2SN1tfqrbJ062133nlnn6/X7rmS9JzEjyZJvaeE+AlJFEqSeqpqZ7/mfE+l8iQ/pIpfKngOlSZxJFUpe0rgb514kuSlk046qSarJxk7k0fy873vfa8m8Xz1q1/tV0Jcq3aVNfujt++f5rYJXfVgoFo/F719rzW35bs4CVOt31OtEzsAoK/VSPL/OfF7kszz91133VUTnrMyT18xduK/rBKTZOXWlZnyvygTqpLk+Yc//GHA29XX/7KBJJRnZZlUs84kuVZpy2y++ebl7LPP7vj2dbqN0FPM0nr9QCrBT6iBtPs6YSD7u6lQ3Vu7IhXOe4rhc07ffPPN/X6dVplgmOTk7Jdsc2+TqDslkx2az16zak5vskpZtvP000+vK2Hlc5HPb34ygTSVw7/5zW/2q1+g1UBXQppYY/FOtWs7+R0GAAAAAADAxEOSOgzQOuusU77zne/UZNYsQ7/eeuv1+ZhzzjmnHHXUUbXScAazm8TUDEx/+MMfLmeddVa9PskKTTW9jTfeeJyB2iZpoN2A7kA0g9et1Zx7SyKY0KT43mTJ9yz7ncv55puvLvOeqodJFkgSTJJI99prr44kqSexPokUE7r/msTvNddcs1bSu/baa/v1mFQW32KLLWpCRJKKU22w2be9JXwP17FolYSdJMt017qdvVUMbE1wScLKYLY7SV8//elPuxKJTz755LrPkwjWCSussEKdcJIqfklU/+hHP9r12UsC+1BKgnksv/zy/bp/KjjmnMnPvffeW5O18t1zzTXX1OqiX/rSl8qZZ57ZYwX8TmqqlrbTnB/tkph6Sirp7fn6q/X86u17LRVrm/NzMNXnASDyPyTJ6D/5yU/qBLLEJhdeeGG9LcmqffnCF75Qk5TTDkgcnFVR3vGOd9SJjIn9kwA+mCT1TkmC+r777lt/z8ooaetk+5I8nImMiWUHk6Q+3G2EnmKM1ni2ryranTSQdt9wy+TbvuKodonPzcTlfB6OO+64Qb32YYcdVhPU077KuZWVg3J+9TWRc0LcdNNNXb/3Nx7P5yA/2UeJxfOTyvKZTJGJrjmvUm19qPXWlh1MLN6piRoTa7sWAAAAAACAkTfwErswyi2wwAI1mSR+/OMf91nRK8nJTSJHEiu6D7g3CbGXX355TXzPZev1jSS4NwkXjz76aNvXymOzXHqWTe9JUy0uA9K9LQXeVMBOwsxQSSXrJJ8kMSK/f/7zny9rrLFG3cdNEmkqR3dCs/96qnyepIgkjifhN9X1+pIkk0jScH8SiZKEkqSCnA/N+dMci1Te7Ckp5M033yx33333kB+LVj3toyYRKEm+qeDdkxy/Kaecsv6e6pA9uf322+v+655skb+ToJLPQ45JEpPy+z777NORSQaNTTfdtF5eeuml9ZhnW5J8n3NwqCS5/OGHHx7nHOpNzv88pkkMSkX5fMZTRT2f9xyH7Jvf/OY3ZTgkEaedfC8l4T/e+c53dl3fnAc579tJFdQJlYqMc845Z5+V+5vbmu8CABisDTfcsF5ecskltS1w0UUX1aTLTKjraxJeEtQjq6QkGTzPtdhii3UlKWe1ppGU7YqPfexj5Uc/+lH55Cc/WRN5m4Tu4di+TrQReopZmrg6SeNZ1WY49bfdN1IrhSXW76lt2y6mbx7X28pSaXMmoTuxdt5zqyR5n3HGGTVBPQneiefuueeecuyxx5ahdO6559bLtMlyTvUmMXj2S9MOStyZVZfy2c3nPpMl4ve//32fCdqd8O9//7ttRfrIig4jEYu3tmtz/NJ+bSft3YceemhY27UAAAAAAACMPEnqMAipaJwEiVRE/sEPftDrfY844oiaVJ7B91RO7K6pnvj000+Xn/3sZ+Uf//hHrRS4xBJLjHO/VC9sEoOTrNFT5cMkATz11FM9bk+SCZqEglSqbifVr5NAHKuvvnoZKk2yfSoktqvMnWSIJPNE96SGJkGlv8t+N4nHqVzYbpD+6quvru87CeepXN2X7JdUl4wDDzywVrTuSZIych7EWmutVY9vU807CT///e9/y89//vO2j/3tb39bl5TP+21eb6g1iRvd/eIXv+h6D9NOO22Pj0/yxkorrVR/P+2003rcJ1tttVX5yEc+UquQtjrkkENqInfO97333rsmp88777z1utzWX32dI5tsskmZaqqpakXyJsk72zNUlSyT5HLwwQfX35deeuk+j2fOiySIbbfdduXKK68c7/Y55pijKwmlNRkk3zWN/n4++ivJOO0mCmQiTiZ6JLmotaJ7U5G/XaJYktx6Siof6Oc7yULNOdru850q6ln5YKi/0wAYHd7znvfU+DVxe2K4xIH5X5TE5960TjRNLNAuoTexX7vYt9N6WlWk2calllqqzzgxscrE1kZo9NReSnsrEod1Oubra6WW/rb7hlvO3eyLJP43ifOt0hZpF4umfZUk6MR5Pa0ulRUHMsEyqxa1Vu1Oe/VrX/ta/f3Tn/50fa4DDjig/n3KKaeUG2+8sQyFxIPNc++888593j+V77PtmUDbLi593/ve1/V767k4VKv2ZBvOO++8tgng6QtojYtbY/HEwpn40V0m6/ZkIPF44uu0q3KuNCtLdHf66afX74xU4G/aigAAAAAAAEz+JKnDIBNTdtppp/p7Kr2lglr3CnJJrkiCbZMIvssuu5Rlllmm7fM11fOaqnFNhefug8RNkvvJJ59czjnnnK4B4wyI//CHP6yDzBkczkB/b3bbbbeuQfcszd6a1Jnqjqkm3iRvtA68d1pTcS2V6S6++OKu6/O+kjT+2c9+tia+tluKvFkiPNXf+pMgk4ToVGNM1fIcl2eeeabrtiTk77///vX3VO5OpfD+yGPmnnvumnCdKpNJ2nn11Ve7bs92JdFoiy22qK8311xzlYMOOqjr9gzQ77jjjvX3HIckObUmG2effPOb36y/p5p4M7lgqKUqaM7FZr/mGBx99NF1e7ISwK677trnc3zxi1+sSStJ/v7Od74zTmLzX//61/q+87xJRN944427brvsssvqfsz5noTuHOckvX/rW9+qt+e23Kc/muOYBKB2klCdczznVj4/PX32JlSOaZJhtt566/re856SbN9X8ko+y0219eyLZuJI63FKgn33xOvW87en9z5YSV7K90PrRJgc4yOPPLL+nu+o1tUiMhEjkjRz0003dV2fKoq5b/P57m6gn+/Pfe5z9THZv/l+a03Cyecz39epPJnPa5L+AWBCffCDH6yXRx11VL9XSGli38iqKK3/B5N4nf9nTaXh7rFvpzXxQveJls02pp3QWq08SbDHH398V8wUzUovE1MboZFk6xybpp2Ty8MOO6xcccUVNSE7bbPh2qcDbfcNt7SRPvOZz9Tfkzh+3XXXjRNLJmbLqjndJY7/+Mc/Xn/fc889675tjX/TXj3hhBPq34mDE9M30sZJQnPaN7vvvnu9bt11162fozz2K1/5So8rTQ1GJgbkM/f1r3+9a7JqazJ3T7LSQc6XxJiJ31v3Q+LhtJGaCQjZjwM5FwYr53XrJN/EvWl75fOayvCbb755123Zrmx/PjvZ/uYzm89P+imaFd8G05ZqlQnFaa/GN77xjXG2L8czFfPz/RE5n2aaaaZBvXcAAAAAAAAmPVON9AbApGqPPfaoA9Hf/e53a5JmfpL0Os8889QluJMMHRkUTtJkkk56kupsSfLMoHfuv9FGG7W9Xwack8By6qmn1gH2Y445pr5eEuKTBJ2k4FSg66saXwbbU5U6g+oZrM8AdRIEMtDeDKSnulne21BVgWveTwass6+S+JpEh1R7e/zxx+tge/ZFtiPV4VuTZGLJJZesl9ne9ddfvyaAp4pyT9ub6uhJksigeJJdsiR7KhnmWGX/ZeD+/e9/f1cCf38kCSAJPEmAvffee2tSR5Kp559//lpJM0lGTXJ2qlEmGSXnSKsddtihvn62PY/N4H2eN1Wmm+XXN9hgg65Kg8Mh1bm///3v12OTbUmSb86vvKcknLcmWPUkyclJyE8ifyoonnnmmXU1gOyPHO/s71QC//GPf9yV1Jwk4iQ1RJL+V1111a7nSxJ2knhSOTD3yUSRPL43qUyZ5PDs1+zfTFRoTdqI/J1zIZ+9HKPFF198kHvtf6rxZ5JDI+8x7zeJHU2STc7TTEjo7+vkeybJ3XfffXdNAmo+Izk3mvMjr9mapL7wwgvXpJK8pySL5HxMknsnqnTmXExy/JprrlkWW2yx+p2Rz2tss802dR+3SkL4r3/963psc1seE6m4OfPMM9cJNTk/uhvo5zvnafZrPr9JkEo1zrxWJvDkOzPJManGmu+AdhVZAWCgEk+n4nP+12dlnMSRfUlsksdlZZI8NnFN/k8nzmqqh6+22mq1KnWeN/FDa2JvJ2VbEgNllaHEsSuuuGKN2xJ7JF7O/8911lmna5Jk4rdMxsz/3Pw/Tlsi8erE1kZojVlOOumkGqtnHyeeTTXpPDbxbBNrDMc+HUy7b7hlEuqDDz5Y47zEZ008meTsrNKT2Oqqq65qu8JYjkHe9+c///kas2VSYGK4ZlJjjkWTiB5JXs/k6jxvjkXrCk1p4yZJPo9PDH/44YcP6H0kFmydMJnJCfl85fmaCd6Jj5uJwH3J+0lydyqpZ4WoTJhdcMEFa4yZz0A+Ezk3m9WSBnIuDEY+C4ll8z4T2+a1M1k+7zPtzLTtWyes5rsp7c0TTzyx9ldk1bB8HrI/sl/Sjkjs3O5z1J+2VKv99tuvqxp/ti/7Ln0V+exlkkDTXuitXwQAAAAAAIDJj0rqMAG23377upx1Bn5TJT2D1EkmTUJmEh9SkS639zUQm4HmJsk0Fd2aZbnb2XfffWuSepJGMtCeCoNJTk81xyRhNNXs+pLE6lROS2JEkl/yPKmslsTgVBlM4npv29EJed0M9KeqdhLGk8iQQfZcnyqDv/zlL2tSQGT7Wqu4rbLKKmWfffapA/VJ1k1iT/Z7b9773vfWwfkkzmZQP8k3SXRZdtll6+B7KtS3Jkn0R6rGJcEoCRTrrbdeTZzOtjQVs9daa62aiJJkjCT1dJckn0wsSKJSqgfmWN5zzz31tjw2iQZJvh3odk2IVC5M4kYSHZJUkYrvTYL4hz70oX4/T47hBRdcUBPO81w5tkkuSrJ6KmAmebm1OnySXHIO5Jjm2LZLfEiyQ+6T+/Yl504SvVKRPEk3TWXSVkm2bs7zprLlYOVcuvnmm7t+brnllppclUqB+XwnMSWJP8stt1y/nzPn0M9+9rOaoJUk+iST5LOQz36+A5J8lfOn+2MyISJJ6UmAyvnYJL5NqCQZ5fsnn5ns00zyWHnllet52kwwaJXElHyOs5pAPivZH88//3xNcMnxb5LWuxvM5zvJgVm5IIlVSb7J9uV8y3dxVrvIuZh9CACdkP+F+X8TiQGTcNwfiQszkS9th/w/T6yVBNPEffm/npgwcWq0VqbutLRP0m7IpNvESNmOyHYkPk9cmvgtE8vy/zSTGJv/p80qOEnCndjaCK3Jzk08m7g8MXb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" ] @@ -1102,13 +1131,13 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 27, "id": "982f835e", "metadata": {}, "outputs": [ { "data": { - "image/png": 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"text/plain": [ "
" ] @@ -1240,7 +1269,7 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 28, "id": "9f184293", "metadata": {}, "outputs": [ @@ -1255,41 +1284,42 @@ "Note: Radon cyclomatic complexity and maintainability entries with rank 'A' are treated as non-issues and excluded from issue counts while still used in distribution plots.\n", "\n", "šŸ“Š OVERALL METRICS:\n", - " Total Issues Found (excluding Radon A ranks): 10\n", - " Files Analyzed (max across tools): 3\n", - " Average Issues per File: 3.33\n", + " Total Issues Found (excluding Radon A ranks): 77\n", + " Files Analyzed (max across tools): 11\n", + " Average Issues per File: 7.00\n", "\n", "šŸ” TOOL BREAKDOWN:\n", " BANDIT: 2 issues across 2 files\n", - " RUFF: 0 issues across 0 files\n", + " RUFF: 32 issues across 11 files\n", " MYPY: 0 issues across 0 files\n", - " RADON_CC: 6 issues across 3 files\n", + " RADON_CC: 8 issues across 5 files\n", " RADON_MI: 0 issues across 0 files\n", - " FLAKE8_WPS: 0 issues across 0 files\n", - " VULTURE: 2 issues across 2 files\n", + " FLAKE8_WPS: 27 issues across 9 files\n", + " VULTURE: 8 issues across 6 files\n", "\n", "šŸ’” QUALITY INSIGHTS:\n", " 🚨 Security: 0 high-severity security issues found\n", - " šŸ”„ Complexity: Average CC (all ranks) = 2.34, 0 functions with CC > 10\n", - " šŸ› ļø Maintainability: Average MI (all ranks) = 80.83, 0 files with MI < 20 (needs attention)\n", - " šŸ’€ Dead Code: 2 potential dead code items, 0 with ≄80% confidence\n", + " šŸ”„ Complexity: Average CC (all ranks) = 2.32, 0 functions with CC > 10\n", + " šŸ› ļø Maintainability: Average MI (all ranks) = 79.81, 0 files with MI < 20 (needs attention)\n", + " šŸ’€ Dead Code: 8 potential dead code items, 4 with ≄80% confidence\n", "\n", "šŸ“‹ RECOMMENDATIONS:\n", - " 1. Address 10 total issues found across all tools\n", + " 1. Address 77 total issues found across all tools\n", " 2. Security: Review and fix 2 security issues\n", - " 3. Dead Code: Remove 0 high-confidence dead code items\n", + " 3. Dead Code: Remove 4 high-confidence dead code items\n", + " 6. Style: Focus on fixing I001 rule violations first\n", "\n", "================================================================================\n", "\n", "FINAL SUMMARY TABLE:\n", " Tool Total Issues (A excl) Files Analyzed Issues per File\n", - " bandit 2 2 1.0\n", - " ruff 0 0 0.0\n", - " mypy 0 0 0.0\n", - " radon_cc 6 3 2.0\n", - " radon_mi 0 0 0.0\n", - "flake8_wps 0 0 0.0\n", - " vulture 2 2 1.0\n", + " bandit 2 2 1.000000\n", + " ruff 32 11 2.909091\n", + " mypy 0 0 0.000000\n", + " radon_cc 8 5 1.600000\n", + " radon_mi 0 0 0.000000\n", + "flake8_wps 27 9 3.000000\n", + " vulture 8 6 1.333333\n", "\n", "šŸ’¾ Results saved to 'code_quality_summary.csv'\n", "šŸ’¾ Detailed issues saved to 'detailed_issues.csv'\n" diff --git a/code_quality_summary.csv b/code_quality_summary.csv index 882f3d0..32cc6b2 100644 --- a/code_quality_summary.csv +++ b/code_quality_summary.csv @@ -1,8 +1,8 @@ Tool,Total Issues (A excl),Files Analyzed,Issues per File bandit,2,2,1.0 -ruff,0,0,0.0 +ruff,32,11,2.909090909090909 mypy,0,0,0.0 -radon_cc,6,3,2.0 +radon_cc,8,5,1.6 radon_mi,0,0,0.0 -flake8_wps,0,0,0.0 -vulture,2,2,1.0 +flake8_wps,27,9,3.0 +vulture,8,6,1.3333333333333333 diff --git a/detailed_issues.csv b/detailed_issues.csv index 6f1fb24..ce83b1f 100644 --- a/detailed_issues.csv +++ b/detailed_issues.csv @@ -1,11 +1,78 @@ tool,file,line,severity bandit,backend/app/core/config.py,109,LOW bandit,backend/app/models/api_models.py,15,LOW +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/api/main.py,3,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/api/routes/transactions.py,3,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/api/routes/wallets.py,3,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/api/routes/wallets.py,8,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,3,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,4,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,107,warning +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,108,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,116,warning +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,117,warning +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,117,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,144,warning +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,144,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,160,warning +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/crud.py,160,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/models/db_models.py,3,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/models/db_models.py,84,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/models/transaction_models.py,3,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/models/wallet_models.py,3,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/models/wallet_models.py,18,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_transactions.py,1,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_transactions.py,2,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_transactions.py,6,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_transactions.py,6,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_transactions.py,6,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_transactions.py,7,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_wallets.py,1,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_wallets.py,2,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/api/routes/test_wallets.py,6,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/conftest.py,1,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/utils/wallet.py,1,error +ruff,/Users/somen/Zavodi/opensource/fastapi-moscow-python-demo/backend/app/tests/utils/wallet.py,1,error radon_cc,backend/app/email_utils.py,23,B +radon_cc,backend/app/tests/api/routes/test_wallets.py,17,B radon_cc,backend/app/tests/api/routes/test_items.py,23,B radon_cc,backend/app/tests/api/routes/test_items.py,41,B radon_cc,backend/app/tests/api/routes/test_items.py,103,B +radon_cc,backend/app/tests/api/routes/test_transactions.py,17,B radon_cc,backend/app/tests/api/routes/test_users.py,357,B radon_cc,backend/app/tests/api/routes/test_users.py,232,B +flake8_wps,backend/app/api/routes/transactions.py,33,warning +flake8_wps,backend/app/api/routes/transactions.py,38,warning +flake8_wps,backend/app/api/routes/wallets.py,22,warning +flake8_wps,backend/app/api/routes/wallets.py,29,warning +flake8_wps,backend/app/crud.py,0,warning +flake8_wps,backend/app/crud.py,7,warning +flake8_wps,backend/app/crud.py,75,warning +flake8_wps,backend/app/crud.py,76,warning +flake8_wps,backend/app/crud.py,76,warning +flake8_wps,backend/app/crud.py,77,warning +flake8_wps,backend/app/crud.py,108,warning +flake8_wps,backend/app/crud.py,137,warning +flake8_wps,backend/app/crud.py,148,warning +flake8_wps,backend/app/models/db_models.py,63,warning +flake8_wps,backend/app/models/db_models.py,63,warning +flake8_wps,backend/app/models/db_models.py,82,warning +flake8_wps,backend/app/models/transaction_models.py,13,warning +flake8_wps,backend/app/models/wallet_models.py,18,warning +flake8_wps,backend/app/models/wallet_models.py,18,warning +flake8_wps,backend/app/tests/api/routes/test_transactions.py,22,warning +flake8_wps,backend/app/tests/api/routes/test_transactions.py,36,warning +flake8_wps,backend/app/tests/api/routes/test_transactions.py,61,warning +flake8_wps,backend/app/tests/api/routes/test_transactions.py,65,warning +flake8_wps,backend/app/tests/api/routes/test_wallets.py,32,warning +flake8_wps,backend/app/tests/api/routes/test_wallets.py,32,warning +flake8_wps,backend/app/tests/api/routes/test_wallets.py,84,warning +flake8_wps,backend/app/tests/utils/wallet.py,19,warning +vulture,backend/app/crud.py,4,warning vulture,backend/app/models/api_models.py,45,warning -vulture,backend/app/models/db_models.py,34,warning +vulture,backend/app/models/db_models.py,17,warning +vulture,backend/app/models/db_models.py,23,warning +vulture,backend/app/models/db_models.py,51,warning +vulture,backend/app/tests/api/routes/test_transactions.py,2,warning +vulture,backend/app/tests/api/routes/test_wallets.py,2,warning +vulture,backend/app/tests/utils/wallet.py,1,warning From 32af472160c3879dba6bcc92fa03ca25acfb187d Mon Sep 17 00:00:00 2001 From: vodkar Date: Tue, 16 Sep 2025 10:57:27 +0500 Subject: [PATCH 3/3] Updated stats --- code_quality_analysis.ipynb | 28 ++++++++++++++-------------- 1 file changed, 14 insertions(+), 14 deletions(-) diff --git a/code_quality_analysis.ipynb b/code_quality_analysis.ipynb index 8fb2f61..24463cc 100644 --- a/code_quality_analysis.ipynb +++ b/code_quality_analysis.ipynb @@ -36,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 90, "id": "871ae97e", "metadata": {}, "outputs": [ @@ -96,7 +96,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 91, "id": "f8c53333", "metadata": {}, "outputs": [ @@ -147,7 +147,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 92, "id": "c55d109f", "metadata": {}, "outputs": [ @@ -218,7 +218,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 93, "id": "0db8c239", "metadata": {}, "outputs": [ @@ -297,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 94, "id": "2a1f0732", "metadata": {}, "outputs": [ @@ -375,7 +375,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 95, "id": "5b0cf9e3", "metadata": {}, "outputs": [ @@ -452,7 +452,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 96, "id": "6820f645", "metadata": {}, "outputs": [ @@ -522,7 +522,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 97, "id": "e3918fd3", "metadata": {}, "outputs": [ @@ -622,7 +622,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 98, "id": "b66c41c3", "metadata": {}, "outputs": [ @@ -726,7 +726,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 99, "id": "d122b78a", "metadata": {}, "outputs": [ @@ -825,7 +825,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 100, "id": "7b178a7f", "metadata": {}, "outputs": [ @@ -922,7 +922,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 101, "id": "f8c74802", "metadata": {}, "outputs": [ @@ -1131,7 +1131,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 102, "id": "982f835e", "metadata": {}, "outputs": [ @@ -1269,7 +1269,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 103, "id": "9f184293", "metadata": {}, "outputs": [