CIS490/references/cis490_ipynbfiles/CIS490_Neural_Networks.ipynb

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        "## **Lesson: Predicting CVSS Base Score with Neural Networks**\n",
        "\n",
        "**Goal:** Use the same CVE (Common Vulnerabilities and Exposures) dataset to predict the **baseScore** (severity score from 0–10), this time using **neural networks** — starting from the simplest building block (the Perceptron) and scaling up to a **Multi-Layer Perceptron (MLP)**.\n",
        "\n",
        "**What we will cover:**\n",
        "1. Data collection\n",
        "2. Data processing\n",
        "3. Data analysis and summary statistics with visuals\n",
        "4. Encoding categorical variables\n",
        "5. The Perceptron — the fundamental unit of a neural network\n",
        "6. Multi-Layer Perceptron (MLP) — stacking layers for more expressive models\n",
        "7. Training, evaluating, and comparing both models\n",
        "8. Diagnostics: residuals and range checks\n",
        "9. Baseline model (sanity check)\n",
        "\n",
        "---"
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        "### **The Perceptron**\n",
        "\n",
        "The **Perceptron** is the simplest neural network unit. It was introduced by Frank Rosenblatt in 1958 and is the conceptual ancestor of every modern deep learning model.\n",
        "\n",
        "---\n",
        "\n",
        "### Key Idea of the Perceptron\n",
        "\n",
        "A perceptron takes a vector of inputs $\\mathbf{x} = [x_1, x_2, \\ldots, x_n]$, multiplies each input by a learned **weight** $w_i$, adds a **bias** $b$, and passes the result through an **activation function** $\\phi$:\n",
        "\n",
        "$$\\hat{y} = \\phi\\!\\left(\\sum_{i=1}^{n} w_i x_i + b\\right) = \\phi\\!\\left(\\mathbf{w}^\\top \\mathbf{x} + b\\right)$$\n",
        "\n",
        "Where:\n",
        "- $x_i$: Input features (e.g., encoded CVSS components).\n",
        "- $w_i$: Weights — how much each feature contributes.\n",
        "- $b$: Bias — a learned offset that shifts the activation.\n",
        "- $\\phi$: Activation function — introduces non-linearity.\n",
        "\n",
        "For **regression** (predicting a continuous value like baseScore) we typically use a **linear activation** or no activation at all:\n",
        "\n",
        "$$\\hat{y} = \\mathbf{w}^\\top \\mathbf{x} + b$$\n",
        "\n",
        "This makes the perceptron mathematically equivalent to linear regression.\n",
        "\n",
        "---\n",
        "\n",
        "### Training the Perceptron\n",
        "\n",
        "Training finds weights $\\mathbf{w}$ and bias $b$ that minimize a **loss function**. For regression we use **Mean Squared Error (MSE)**:\n",
        "\n",
        "$$\\mathcal{L} = \\frac{1}{N} \\sum_{i=1}^{N} \\left(y_i - \\hat{y}_i\\right)^2$$\n",
        "\n",
        "Weights are updated iteratively using **gradient descent**:\n",
        "\n",
        "$$w_j \\leftarrow w_j - \\eta \\frac{\\partial \\mathcal{L}}{\\partial w_j}$$\n",
        "\n",
        "Where $\\eta$ (eta) is the **learning rate** — a hyperparameter controlling how large each update step is.\n",
        "\n",
        "---\n",
        "\n",
        "### Strengths and Weaknesses of the Perceptron\n",
        "\n",
        "**Strengths:**\n",
        "1. Simple and fast to train.\n",
        "2. Interpretable weights (similar to linear regression).\n",
        "3. Good baseline for structured tabular data.\n",
        "\n",
        "**Weaknesses:**\n",
        "1. Can only model **linear** relationships.\n",
        "2. No hidden layers — cannot capture complex feature interactions.\n",
        "3. Sensitive to feature scaling and outliers.\n",
        "\n",
        "---"
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        "### **Multi-Layer Perceptron (MLP)**\n",
        "\n",
        "An **MLP** overcomes the perceptron's limitation by stacking multiple layers of neurons:\n",
        "\n",
        "$$\\text{Input Layer} \\rightarrow \\text{Hidden Layer(s)} \\rightarrow \\text{Output Layer}$$\n",
        "\n",
        "Each hidden layer applies a **non-linear activation function** (e.g., ReLU) to its weighted sum, allowing the network to learn complex, non-linear patterns.\n",
        "\n",
        "---\n",
        "\n",
        "### MLP Forward Pass\n",
        "\n",
        "For a network with one hidden layer:\n",
        "\n",
        "**Hidden layer:**\n",
        "$$\\mathbf{h} = \\phi\\!\\left(W^{(1)} \\mathbf{x} + \\mathbf{b}^{(1)}\\right)$$\n",
        "\n",
        "**Output layer:**\n",
        "$$\\hat{y} = W^{(2)} \\mathbf{h} + b^{(2)}$$\n",
        "\n",
        "Where:\n",
        "- $W^{(1)} \\in \\mathbb{R}^{d_h \\times d}$: Weight matrix for the first layer ($d_h$ = hidden units, $d$ = input dimension).\n",
        "- $\\mathbf{b}^{(1)}$: Bias vector for the hidden layer.\n",
        "- $\\phi$: Activation function (e.g., ReLU: $\\phi(z) = \\max(0, z)$).\n",
        "- $W^{(2)}$, $b^{(2)}$: Weights and bias for the output layer.\n",
        "\n",
        "---\n",
        "\n",
        "### Why Non-Linear Activations?\n",
        "\n",
        "Without activation functions, stacking multiple linear layers is equivalent to a single linear layer — because the composition of linear functions is still linear. Non-linear activations (ReLU, Sigmoid, Tanh) break this and let the MLP approximate **any continuous function** (Universal Approximation Theorem).\n",
        "\n",
        "| **Activation** | **Formula** | **Range** | **Common Use** |\n",
        "|---|---|---|---|\n",
        "| **ReLU** | $\\max(0, z)$ | $[0, \\infty)$ | Hidden layers (default) |\n",
        "| **Sigmoid** | $\\frac{1}{1+e^{-z}}$ | $(0, 1)$ | Binary classification output |\n",
        "| **Tanh** | $\\tanh(z)$ | $(-1, 1)$ | Hidden layers (older networks) |\n",
        "| **Linear** | $z$ | $(-\\infty, \\infty)$ | Regression output |\n",
        "| **Softmax** | $\\frac{e^{z_i}}{\\sum_j e^{z_j}}$ | $(0,1)$, sums to 1 | Multi-class classification output |\n",
        "\n",
        "---\n",
        "\n",
        "### Backpropagation\n",
        "\n",
        "MLPs are trained using **backpropagation**: the chain rule of calculus is used to compute gradients of the loss with respect to every weight in the network, layer by layer from output to input. An optimizer (e.g., **Adam**, **SGD**) then applies those gradients to update the weights.\n",
        "\n",
        "$$\\frac{\\partial \\mathcal{L}}{\\partial W^{(1)}} = \\frac{\\partial \\mathcal{L}}{\\partial \\hat{y}} \\cdot \\frac{\\partial \\hat{y}}{\\partial \\mathbf{h}} \\cdot \\frac{\\partial \\mathbf{h}}{\\partial W^{(1)}}$$\n",
        "\n",
        "---\n",
        "\n",
        "### Key Hyperparameters\n",
        "\n",
        "| **Hyperparameter** | **What it controls** |\n",
        "|---|---|\n",
        "| `hidden_layer_sizes` | Number and width of hidden layers |\n",
        "| `activation` | Non-linearity applied after each hidden layer |\n",
        "| `learning_rate_init` | Step size for gradient descent |\n",
        "| `max_iter` | Maximum training epochs |\n",
        "| `alpha` | L2 regularization strength (prevents overfitting) |\n",
        "| `batch_size` | Number of samples per gradient update |\n",
        "\n",
        "---"
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      "source": [
        "## 1. Data Collection\n",
        "\n",
        "Our data comes from the **NVD (National Vulnerability Database)** @ `https://nvd.nist.gov/developers/vulnerabilities`. We collected it by:\n",
        "- Calling the NVD REST API: `https://services.nvd.nist.gov/rest/json/cves/2.0`\n",
        "- Requesting multiple pages of results (with a short wait between requests to respect rate limits)\n",
        "- Keeping only records that have a **CVSS v3** score (so every row has a numeric baseScore and related attributes)\n",
        "\n",
        "The result was saved to a CSV file: `cve_cvss3.csv`. In the next cell we load the libraries we need and then read that file.\n",
        "\n",
        "> **Practical note (rate limits):** NVD enforces rate limits; downloads may fail if you request too much too quickly.  \n",
        "> To reduce friction in class, the notebook defaults to *not* re-downloading if the CSV already exists."
      ],
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      "source": [
        "# # NVD CVE API: fetch CVEs and extract CVSSv3 into separate columns\n",
        "# # Prefers CVSS v3.1, falls back to v3.0.\n",
        "# # Writes incrementally to CSV and flushes after each page.\n",
        "\n",
        "# import urllib.request\n",
        "# import json\n",
        "# import csv\n",
        "# import time\n",
        "\n",
        "# cols = [\n",
        "#     \"cveId\", \"vectorString\", \"attackVector\", \"attackComplexity\",\n",
        "#     \"privilegesRequired\", \"userInteraction\", \"scope\",\n",
        "#     \"confidentialityImpact\", \"integrityImpact\", \"availabilityImpact\",\n",
        "#     \"baseScore\", \"baseSeverity\",\n",
        "# ]\n",
        "\n",
        "# v3_keys = cols[1:]  # all columns except cveId\n",
        "\n",
        "# results_per_page = 2000\n",
        "# total = 0\n",
        "\n",
        "# with open(\"cve_cvss3.csv\", \"w\", newline=\"\") as f:\n",
        "#     w = csv.writer(f)\n",
        "#     w.writerow(cols)\n",
        "\n",
        "#     for start_index in range(0, 20 * results_per_page, results_per_page):\n",
        "#         url = (\n",
        "#             \"https://services.nvd.nist.gov/rest/json/cves/2.0\"\n",
        "#             f\"?resultsPerPage={results_per_page}&startIndex={start_index}\"\n",
        "#         )\n",
        "#         r = json.loads(urllib.request.urlopen(url).read())\n",
        "#         vulns = r.get(\"vulnerabilities\", [])\n",
        "#         if not vulns:\n",
        "#             break\n",
        "\n",
        "#         page_rows = []\n",
        "#         for v in vulns:\n",
        "#             cve = v[\"cve\"]\n",
        "#             m = cve.get(\"metrics\") or {}\n",
        "#             arr = m.get(\"cvssMetricV31\") or m.get(\"cvssMetricV30\") or [{}]\n",
        "#             if arr and arr[0].get(\"cvssData\"):\n",
        "#                 d = arr[0][\"cvssData\"]\n",
        "#                 page_rows.append([cve[\"id\"]] + [d.get(k, \"\") for k in v3_keys])\n",
        "\n",
        "#         w.writerows(page_rows)\n",
        "#         f.flush()\n",
        "#         total += len(page_rows)\n",
        "#         time.sleep(5)\n",
        "\n",
        "# print(f\"Wrote {total} rows to cve_cvss3.csv\")"
      ],
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        "outputId": "1553c07c-4586-42f9-88a4-286752b81d27"
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      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Downloading...\n",
            "From: https://drive.google.com/uc?id=1bifhLFcPKoTx_dh23wF6CBkBQDhHIEJA\n",
            "To: /content/cve_cvss3.csv\n",
            "100%|██████████| 6.40M/6.40M [00:00<00:00, 92.9MB/s]\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "'cve_cvss3.csv'"
            ],
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              "type": "string"
            }
          },
          "metadata": {},
          "execution_count": 2
        }
      ],
      "source": [
        "import gdown\n",
        "\n",
        "# Download pre-collected dataset from Google Drive (avoids re-hitting the NVD API in class).\n",
        "file_id = \"1bifhLFcPKoTx_dh23wF6CBkBQDhHIEJA\"\n",
        "download_url = f\"https://drive.google.com/uc?id={file_id}\"\n",
        "gdown.download(download_url, \"cve_cvss3.csv\", quiet=False)"
      ],
      "id": "u3JgqwBDJo6c"
    },
    {
      "cell_type": "code",
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      "source": [
        "# Core libraries used throughout this lesson.\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "sns.set_theme(style=\"whitegrid\")\n",
        "plt.rcParams[\"figure.figsize\"] = (10, 5)"
      ],
      "id": "V-DR9tFBJo6c"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "zam-eZzGJo6d"
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      "source": [
        "## 2. Data Processing\n",
        "\n",
        "**Data processing** means loading the data, checking its shape and types, and fixing any issues (like missing values or wrong types) before we analyze or model it."
      ],
      "id": "zam-eZzGJo6d"
    },
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        "id": "nQhOLE7wJo6d",
        "outputId": "933b9861-b13e-4425-83d4-8881a295bc8f"
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      "outputs": [
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          "name": "stdout",
          "text": [
            "Shape (rows, columns): (54182, 12)\n",
            "\n"
          ]
        },
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          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           cveId                                  vectorString attackVector  \\\n",
              "0  CVE-1999-0084  CVSS:3.1/AV:L/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H        LOCAL   \n",
              "1  CVE-1999-0066  CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H      NETWORK   \n",
              "2  CVE-1999-0022  CVSS:3.1/AV:L/AC:L/PR:L/UI:N/S:U/C:H/I:H/A:H        LOCAL   \n",
              "3  CVE-1999-0043  CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H      NETWORK   \n",
              "4  CVE-1999-0236  CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:N/A:N      NETWORK   \n",
              "\n",
              "  attackComplexity privilegesRequired userInteraction      scope  \\\n",
              "0              LOW               NONE            NONE  UNCHANGED   \n",
              "1              LOW               NONE            NONE  UNCHANGED   \n",
              "2              LOW                LOW            NONE  UNCHANGED   \n",
              "3              LOW               NONE            NONE  UNCHANGED   \n",
              "4              LOW               NONE            NONE  UNCHANGED   \n",
              "\n",
              "  confidentialityImpact integrityImpact availabilityImpact  baseScore  \\\n",
              "0                  HIGH            HIGH               HIGH        8.4   \n",
              "1                  HIGH            HIGH               HIGH        9.8   \n",
              "2                  HIGH            HIGH               HIGH        7.8   \n",
              "3                  HIGH            HIGH               HIGH        9.8   \n",
              "4                  HIGH            NONE               NONE        7.5   \n",
              "\n",
              "  baseSeverity  \n",
              "0         HIGH  \n",
              "1     CRITICAL  \n",
              "2         HIGH  \n",
              "3     CRITICAL  \n",
              "4         HIGH  "
            ],
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              "      <th></th>\n",
              "      <th>cveId</th>\n",
              "      <th>vectorString</th>\n",
              "      <th>attackVector</th>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>CVE-1999-0084</td>\n",
              "      <td>CVSS:3.1/AV:L/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H</td>\n",
              "      <td>LOCAL</td>\n",
              "      <td>LOW</td>\n",
              "      <td>NONE</td>\n",
              "      <td>NONE</td>\n",
              "      <td>UNCHANGED</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>8.4</td>\n",
              "      <td>HIGH</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>CVE-1999-0066</td>\n",
              "      <td>CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H</td>\n",
              "      <td>NETWORK</td>\n",
              "      <td>LOW</td>\n",
              "      <td>NONE</td>\n",
              "      <td>NONE</td>\n",
              "      <td>UNCHANGED</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>9.8</td>\n",
              "      <td>CRITICAL</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>CVE-1999-0022</td>\n",
              "      <td>CVSS:3.1/AV:L/AC:L/PR:L/UI:N/S:U/C:H/I:H/A:H</td>\n",
              "      <td>LOCAL</td>\n",
              "      <td>LOW</td>\n",
              "      <td>LOW</td>\n",
              "      <td>NONE</td>\n",
              "      <td>UNCHANGED</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>7.8</td>\n",
              "      <td>HIGH</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>CVE-1999-0043</td>\n",
              "      <td>CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H</td>\n",
              "      <td>NETWORK</td>\n",
              "      <td>LOW</td>\n",
              "      <td>NONE</td>\n",
              "      <td>NONE</td>\n",
              "      <td>UNCHANGED</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>9.8</td>\n",
              "      <td>CRITICAL</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>CVE-1999-0236</td>\n",
              "      <td>CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:N/A:N</td>\n",
              "      <td>NETWORK</td>\n",
              "      <td>LOW</td>\n",
              "      <td>NONE</td>\n",
              "      <td>NONE</td>\n",
              "      <td>UNCHANGED</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>NONE</td>\n",
              "      <td>NONE</td>\n",
              "      <td>7.5</td>\n",
              "      <td>HIGH</td>\n",
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              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-ccb6546d-4b07-4686-ac81-d567e51ace9d button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-ccb6546d-4b07-4686-ac81-d567e51ace9d');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
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              "\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
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              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 54182,\n  \"fields\": [\n    {\n      \"column\": \"cveId\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 54182,\n        \"samples\": [\n          \"CVE-2018-12064\",\n          \"CVE-2016-10916\",\n          \"CVE-2019-2178\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"vectorString\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 1204,\n        \"samples\": [\n          \"CVSS:3.0/AV:N/AC:L/PR:N/UI:N/S:U/C:N/I:N/A:L\",\n          \"CVSS:3.0/AV:N/AC:L/PR:N/UI:N/S:C/C:N/I:N/A:L\",\n          \"CVSS:3.0/AV:L/AC:L/PR:L/UI:R/S:C/C:L/I:L/A:L\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"attackVector\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 4,\n        \"samples\": [\n          \"NETWORK\",\n          \"PHYSICAL\",\n          \"LOCAL\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"attackComplexity\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \"HIGH\",\n          \"LOW\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"privilegesRequired\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"NONE\",\n          \"LOW\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"userInteraction\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \"REQUIRED\",\n          \"NONE\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"scope\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \"CHANGED\",\n          \"UNCHANGED\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"confidentialityImpact\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"HIGH\",\n          \"LOW\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"integrityImpact\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"HIGH\",\n          \"NONE\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"availabilityImpact\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 3,\n        \"samples\": [\n          \"HIGH\",\n          \"NONE\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"baseScore\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.6399979828348763,\n        \"min\": 1.6,\n        \"max\": 10.0,\n        \"num_unique_values\": 81,\n        \"samples\": [\n          4.4,\n          8.4\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"baseSeverity\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 4,\n        \"samples\": [\n          \"CRITICAL\",\n          \"LOW\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 4
        }
      ],
      "source": [
        "import pandas as pd\n",
        "\n",
        "df = pd.read_csv(\"cve_cvss3.csv\")\n",
        "\n",
        "# How many rows and columns do we have?\n",
        "print(\"Shape (rows, columns):\", df.shape)\n",
        "print()\n",
        "\n",
        "df.head()"
      ],
      "id": "nQhOLE7wJo6d"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "VtYxlGsIJo6d"
      },
      "source": [
        "**Why we check shape and types:** We use **pandas** because it is the standard tool for tabular data in Python. We check **shape** and **info()** to confirm how many rows we have and that each column has the right type (e.g. `baseScore` is numeric). We check **missing values** because gaps in the data can cause errors or biased results when training the network."
      ],
      "id": "VtYxlGsIJo6d"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "NMROdhRHJo6d",
        "outputId": "e4a305df-0af9-48d0-da10-2068c8cfac6a"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 54182 entries, 0 to 54181\n",
            "Data columns (total 12 columns):\n",
            " #   Column                 Non-Null Count  Dtype  \n",
            "---  ------                 --------------  -----  \n",
            " 0   cveId                  54182 non-null  object \n",
            " 1   vectorString           54182 non-null  object \n",
            " 2   attackVector           54182 non-null  object \n",
            " 3   attackComplexity       54182 non-null  object \n",
            " 4   privilegesRequired     54182 non-null  object \n",
            " 5   userInteraction        54182 non-null  object \n",
            " 6   scope                  54182 non-null  object \n",
            " 7   confidentialityImpact  54182 non-null  object \n",
            " 8   integrityImpact        54182 non-null  object \n",
            " 9   availabilityImpact     54182 non-null  object \n",
            " 10  baseScore              54182 non-null  float64\n",
            " 11  baseSeverity           54182 non-null  object \n",
            "dtypes: float64(1), object(11)\n",
            "memory usage: 5.0+ MB\n"
          ]
        }
      ],
      "source": [
        "# Data types and non-null counts per column.\n",
        "# object = text (strings); float64 = decimal numbers.\n",
        "df.info()"
      ],
      "id": "NMROdhRHJo6d"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "CSAklvhsJo6d",
        "outputId": "048f6465-af77-499f-8013-a39d2e15bfd5"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Missing values per column:\n",
            "cveId                    0\n",
            "vectorString             0\n",
            "attackVector             0\n",
            "attackComplexity         0\n",
            "privilegesRequired       0\n",
            "userInteraction          0\n",
            "scope                    0\n",
            "confidentialityImpact    0\n",
            "integrityImpact          0\n",
            "availabilityImpact       0\n",
            "baseScore                0\n",
            "baseSeverity             0\n",
            "dtype: int64\n",
            "\n",
            "Shape after dropna: (54182, 12)\n"
          ]
        }
      ],
      "source": [
        "# Count missing values per column.\n",
        "print(\"Missing values per column:\")\n",
        "print(df.isnull().sum())\n",
        "print()\n",
        "\n",
        "# Drop rows with any missing values (there should be very few or none).\n",
        "df = df.dropna()\n",
        "print(\"Shape after dropna:\", df.shape)"
      ],
      "id": "CSAklvhsJo6d"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ha4lXFJmJo6d"
      },
      "source": [
        "## 3. Data Analysis and Summary Statistics\n",
        "\n",
        "Before building a model, we summarize the data and look at how the variables behave. This helps us understand the distribution of the **target** (baseScore) and the **features** (columns we will use to predict it)."
      ],
      "id": "ha4lXFJmJo6d"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        },
        "id": "vrh-hYKLJo6e",
        "outputId": "581ee41f-ef80-46c5-db6e-4a1c8353d706"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "          baseScore\n",
              "count  54182.000000\n",
              "mean       7.265404\n",
              "std        1.639998\n",
              "min        1.600000\n",
              "25%        6.100000\n",
              "50%        7.500000\n",
              "75%        8.800000\n",
              "max       10.000000"
            ],
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              "\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>baseScore</th>\n",
              "    </tr>\n",
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              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>54182.000000</td>\n",
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              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>7.265404</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>1.639998</td>\n",
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              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>1.600000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>6.100000</td>\n",
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              "        document.querySelector('#df-b0bc8d66-957e-44b0-b541-eb46b23f80a3 button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
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              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
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              "type": "dataframe",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"baseScore\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 19154.063005045697,\n        \"min\": 1.6,\n        \"max\": 54182.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          7.265403639585101,\n          7.5,\n          54182.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "# Summary statistics for numeric columns (count, mean, std, min, quartiles, max).\n",
        "df.describe()"
      ],
      "id": "vrh-hYKLJo6e"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_6ex78BAJo6e"
      },
      "source": [
        "**Why we use `describe()` and `value_counts()`:** `describe()` gives the mean, min, max, and quartiles for numeric columns so we see the scale and spread of our target and can spot outliers. `value_counts()` shows how often each category appears — rare categories can affect how well the network learns from them."
      ],
      "id": "_6ex78BAJo6e"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "GseukisQJo6e",
        "outputId": "c74b199e-925e-4979-a9d1-82f91aa4e87a"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "attackVector value counts:\n",
            "attackVector\n",
            "NETWORK             40262\n",
            "LOCAL               12515\n",
            "ADJACENT_NETWORK      885\n",
            "PHYSICAL              520\n",
            "Name: count, dtype: int64\n",
            "\n",
            "attackComplexity value counts:\n",
            "attackComplexity\n",
            "LOW     48863\n",
            "HIGH     5319\n",
            "Name: count, dtype: int64\n"
          ]
        }
      ],
      "source": [
        "# Frequency of each category for two representative columns.\n",
        "print(\"attackVector value counts:\")\n",
        "print(df[\"attackVector\"].value_counts())\n",
        "print()\n",
        "print(\"attackComplexity value counts:\")\n",
        "print(df[\"attackComplexity\"].value_counts())"
      ],
      "id": "GseukisQJo6e"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tFYH480YJo6e",
        "outputId": "6c3587ae-12c4-4e19-9a36-d9a7d3f290b3"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Column: cveId\n",
            "['CVE-1999-0084' 'CVE-1999-0066' 'CVE-1999-0022' ... 'CVE-2019-19270'\n",
            " 'CVE-2019-19271' 'CVE-2019-19272']\n",
            "\n",
            "Column: vectorString\n",
            "['CVSS:3.1/AV:L/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H'\n",
            " 'CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H'\n",
            " 'CVSS:3.1/AV:L/AC:L/PR:L/UI:N/S:U/C:H/I:H/A:H' ...\n",
            " 'CVSS:3.1/AV:N/AC:H/PR:H/UI:R/S:U/C:H/I:L/A:N'\n",
            " 'CVSS:3.1/AV:N/AC:H/PR:L/UI:N/S:U/C:L/I:L/A:L'\n",
            " 'CVSS:3.1/AV:L/AC:H/PR:N/UI:R/S:C/C:H/I:H/A:N']\n",
            "\n",
            "Column: attackVector\n",
            "['LOCAL' 'NETWORK' 'ADJACENT_NETWORK' 'PHYSICAL']\n",
            "\n",
            "Column: attackComplexity\n",
            "['LOW' 'HIGH']\n",
            "\n",
            "Column: privilegesRequired\n",
            "['NONE' 'LOW' 'HIGH']\n",
            "\n",
            "Column: userInteraction\n",
            "['NONE' 'REQUIRED']\n",
            "\n",
            "Column: scope\n",
            "['UNCHANGED' 'CHANGED']\n",
            "\n",
            "Column: confidentialityImpact\n",
            "['HIGH' 'LOW' 'NONE']\n",
            "\n",
            "Column: integrityImpact\n",
            "['HIGH' 'NONE' 'LOW']\n",
            "\n",
            "Column: availabilityImpact\n",
            "['HIGH' 'NONE' 'LOW']\n",
            "\n",
            "Column: baseScore\n",
            "[ 8.4  9.8  7.8  7.5  7.3  5.4  7.   5.5  3.5  8.2  7.1  8.8  5.3  9.1\n",
            "  3.3  6.5  6.1  4.8  5.9  5.6  3.7  4.7  4.5  4.3  5.   6.3  8.1  7.2\n",
            "  4.6  6.8  4.4  4.2  9.9  5.8  7.4  7.7  5.7  6.   9.6  6.7  9.  10.\n",
            "  9.3  4.9  4.   3.4  6.6  8.3  8.6  8.   8.5  8.7  6.9  2.3  5.1  2.5\n",
            "  3.1  6.2  6.4  4.1  7.6  7.9  3.8  2.7  2.   3.   9.4  2.4  2.8  2.9\n",
            "  2.1  1.8  2.6  1.9  8.9  3.9  5.2  2.2  3.6  1.6  3.2]\n",
            "\n",
            "Column: baseSeverity\n",
            "['HIGH' 'CRITICAL' 'MEDIUM' 'LOW']\n"
          ]
        }
      ],
      "source": [
        "# Print all unique values per column so we know what we are working with.\n",
        "for col in df.columns:\n",
        "    print(f\"\\nColumn: {col}\")\n",
        "    print(df[col].unique())"
      ],
      "id": "tFYH480YJo6e"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "sHxszXMYJo6e"
      },
      "source": [
        "## 4. Visualizations\n",
        "\n",
        "Visuals make it easier to see patterns and distributions. We will:\n",
        "- Plot the distribution of **baseScore** (our target).\n",
        "- Plot how many CVEs fall into each category for key features.\n",
        "- Show how numeric score maps to severity label (box plot).\n",
        "\n",
        "**Why we use these plots:** A **histogram** of baseScore shows whether scores are spread across 0–10 or concentrated in a narrow range, and helps us understand what the network must learn. **Bar charts** show which categories are most common, which can explain why the model might do better or worse on some groups. The **box plot** shows overlap between severity categories — understanding this overlap tells us how difficult the prediction task really is."
      ],
      "id": "sHxszXMYJo6e"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 496
        },
        "id": "Ka8dtnE9Jo6e",
        "outputId": "2c2f65a9-fd82-4518-eb61-ddba0132a875"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "sns.set_theme(style=\"whitegrid\")\n",
        "plt.rcParams[\"figure.figsize\"] = (10, 5)\n",
        "\n",
        "# Distribution of baseScore (the target variable).\n",
        "df[\"baseScore\"].hist(bins=20, edgecolor=\"black\", alpha=0.7)\n",
        "plt.xlabel(\"baseScore\")\n",
        "plt.ylabel(\"Number of CVEs\")\n",
        "plt.title(\"Distribution of baseScore\")\n",
        "plt.show()"
      ],
      "id": "Ka8dtnE9Jo6e"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "xXCfUoGYJo6e",
        "outputId": "62a9859e-7417-4c40-d601-a8c89a8ed0ca"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Bar chart: count of CVEs per attack vector.\n",
        "df[\"attackVector\"].value_counts().plot(kind=\"bar\", edgecolor=\"black\")\n",
        "plt.xlabel(\"Attack Vector\")\n",
        "plt.ylabel(\"Count\")\n",
        "plt.title(\"Count of CVEs by Attack Vector\")\n",
        "plt.xticks(rotation=45)\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "xXCfUoGYJo6e"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "LDVNLfY-Jo6f",
        "outputId": "649db1e9-2fab-4b35-87bf-6c3e324de384"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Bar chart: baseSeverity distribution (ordered LOW → CRITICAL).\n",
        "order = [\"NONE\", \"LOW\", \"MEDIUM\", \"HIGH\", \"CRITICAL\"]\n",
        "counts = df[\"baseSeverity\"].value_counts()\n",
        "counts.reindex(order).plot(kind=\"bar\", edgecolor=\"black\")\n",
        "plt.xlabel(\"Base Severity\")\n",
        "plt.ylabel(\"Count\")\n",
        "plt.title(\"Number of CVEs by Base Severity\")\n",
        "plt.xticks(rotation=45)\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "LDVNLfY-Jo6f"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "0m9gwS9RJo6f",
        "outputId": "10b13d24-136a-4178-edce-0784deee0413"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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WrJnj/bNmOri4uKh169Zau3at3njjDZ09e1bbt2/XyJEjLX0Lst+asX+Y8TrlJq+fR/mRmZmpJk2a6JlnnsmxPSuQA4A9IGADgI0dPnxYvr6+VrczMzMtQW/9+vVKS0vTzJkzLYuPScq24nOWkJAQhYSEaMSIEYqJidGoUaMUGxurbt26yc/PT5s2bVJoaGi2EJtXQUFB2rp1q06fPi0fHx/5+flp3759t7yPj4+P/v77b2VmZlr9kf/PP/9IktXzyknW6+Ps7KzGjRsXqO5bOXbsmLZt26aQkJBcFzjL4ufnpwEDBmjAgAE6dOiQunTpos8++8zypUVugbcgDh8+LMMwrMbMOsqa9eVG1mJjSUlJVguP3TwrID+1Zb0fBw8ezHZU8eDBg7d9v/IrL89Tkh599FF5eXkpJiZGdevW1eXLl7Nddi0/fH195eHhYZmqnLWfubm55Wk/i4iI0LJly7Rp0yYdOHBAhmEoIiLCanzpzuy3t3ovzX6dbpTfz6O8vLd+fn5KTU29I/+2AeBu4xxsALCxefPmWd2eO3euJKlZs2aS/t/Rwayja9L1aZhLliyxut/Fixet+kiyHIVLS0uTdD0QZGRkaMaMGdnqSE9PV1JSkqTrl6Pav39/tj5paWnatGmTHB0dLUfe2rRpoz179mRbrfzGmps1a6bTp08rNjbW6vHmzJkjV1dX1a9fP9t9b1S2bFmFhYVp0aJFOnXqVLb2wkwhvXDhgkaOHKmMjAzLisw5uXz5crbLp/n5+alUqVKW11eSSpYsaXkdC+vUqVNWr2tKSoqWL1+umjVrWqaHZ70PN56nmpqaquXLl2cbL6+1BQUFqWzZslq4cKHVc9uwYYMOHDigFi1aFPAZ5Swvz1OSihUrpg4dOmj16tVaunSpAgICVKNGjduO//vvv+e4IveuXbt04cIFy5TuoKAg+fn56bPPPsvxXPyb97PGjRurdOnSio2N1erVq1WnTh2rL8vu5H57q/eyoK9TXuT18yhLXt7biIgI7dixQxs3bsx2/6SkJKWnp5tSOwDcDRzBBgAbS0xM1ODBg/Xoo49q586dWrFihTp27Gj5g7hJkyZydnbW4MGD1bNnT126dElfffWVypYta7XQ1bJly7RgwQK1bt1afn5+unTpkhYvXiw3NzdLWA8LC1OPHj00a9Ys7d692zL2oUOHFBcXp9dee03t2rXTiRMn1K1bNzVs2FCNGjVSuXLldPbsWa1atUp79uxRVFSUZTr5wIEDtWbNGg0fPlxdu3ZV7dq1dfHiRa1fv17jxo1TjRo11KNHDy1atEijR4/Wn3/+KR8fH61Zs0bbt2/XmDFjbnvUWJLeeOMN9e7dW506dVL37t3l6+urM2fOaOfOnTpx4oRWrFhx2zEOHTqkb775RoZh6NKlS9qzZ4/i4uKUmpqq0aNHW16n3O779NNPq127dvL395eTk5O+++47nTlzRh06dLD0q127thYsWKAZM2bowQcflJeXV67nlt5OlSpV9Nprryk+Pl5ly5bVkiVLdPbsWb377ruWPk2aNFGlSpX02muv6Z9//pGTk5OWLFmiMmXKZDuKndfanJ2dNWrUKL366quKjIxUhw4dLJfp8vHxyXYJqMLKy/PM0qVLF82ZM0dbtmzRqFGj8jT+N998o5iYGLVu3VpBQUFydnbWgQMHtGTJEhUvXtzyxYqjo6PGjx+vZ599Vh07dtSTTz6pChUq6OTJk9qyZYvc3Nz00UcfWcZ1dnbWY489plWrVuny5cs5nrttxn6bk9u9lwV5nbJs2rQp25dJktS6des8fx5lyct7O3DgQK1fv16DBw/WE088odq1a+vy5cvau3ev1qxZo3Xr1uV6+goAFDUEbACwsQ8//FCTJ0/W//73PxUrVkyRkZF6+eWXLe3VqlXTlClT9OGHH+r9999XuXLl1KtXL3l5eWnMmDGWfmFhYYqPj1dsbKzOnDkjd3d31alTRxMmTLA6qvbWW28pKChICxcu1KRJk+Tk5CQfHx89/vjjCg0NlXR9casxY8Zow4YNmj9/vs6ePSsXFxcFBARo/PjxeuqppyzjlSpVSvPmzdPUqVO1du1aLVu2TGXLllWjRo0sizeVKFFCc+bM0YQJE7Rs2TKlpKSoatWqevfdd/Xkk0/m6XXy9/fXkiVLNG3aNC1btkwXLlyQl5eXatWqpaFDh+ZpjJ9//lk///yzHB0d5ebmpsqVK6tLly7q0aOH/P39b3nfBx54QB06dNCmTZu0YsUKOTk5qVq1avrwww/Vtm1bS7+hQ4fq2LFj+uSTT3Tp0iWFhYUVKmC//vrr+uCDD3Tw4EFVrlxZkyZNsjqf19nZWdOmTdO4ceM0efJklS9fXlFRUfLw8NCrr75qNV5+anvyySdVokQJzZ49WxMmTJCrq6tat26tf//731ZT0c2Ql+eZJSgoSNWrV9eBAwfyvCp2jx49VKJECW3evFnr169XSkqKypQpoyZNmui5556zOn++QYMGWrRokWbMmKG5c+cqNTVV5cuXV506ddSjR49sY7dv315fffWVHBwcrKaHZzFjv83J7d7LgrxOWTZu3Jjj0WQfHx917tw5T59HWfLy3pYsWVJz5szRrFmzFBcXp+XLl8vNzU1VqlTRsGHDrBZNA4CizsG4eT4hAABAEdalSxd5enrqiy++sHUpRRqvEwDcfZyDDQAA7EZ8fLx2796tLl262LqUIo3XCQBsgyPYAACgyNu7d6/+/PNPffbZZzp//rzWrVtn+iXP7gW8TgBgWxzBBgAARd6aNWv06quvKj09XRMnTiQ05oLXCQBsiyPYAAAAAACYgCPYAAAAAACYgIANAAAAAIAJuA62pB07dsgwDDk7O9u6FAAAAABAEXLt2jU5ODioXr16t+1LwJZkGIY4FR0AAAAAcLP8ZEUCtmQ5ch0cHGzjSgAAAAAARUl8fHye+3IONgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGCCIhWwDx8+rLFjx6pz586qVauWOnbsmGO/r776Sm3btlVwcLAef/xxff/993e5UgAAAAAArBWzdQE32rdvnzZs2KC6desqMzNThmFk67Nq1Sq9/vrrGjx4sBo2bKjY2Fi98MILmjdvnkJCQu5+0QAAAABwF3Xq1CnbtpiYGBtUgps5GDmlWBvJzMyUo+P1g+qjR4/WH3/8oZUrV1r1adu2rYKCgvS///3Psq1nz55yd3fX7NmzC/S48fHxkqTg4OACVg4AAAAAd15O4ToLIfvOyE9eLFJTxLPCdW4SEhJ06NAhRUREWG1v3769Nm3apLS0tDtZHgAAAADYzK3CdV7acecVqYB9O//8848kqWrVqlbbH3roIV27dk0JCQm2KAsAAAAA7qibw3NMTIzl51b9cHcVqXOwb+fixYuSJA8PD6vtWbez2gvCMAylpqYWvDgAAAAAuAsqV65sFaQrV66sxMREy21yjbkMw5CDg0Oe+tpVwL6Trl27pt27d9u6DAAAAAC4pRvDdE63yTXmc3FxyVM/uwrYnp6ekqTk5GSVL1/esj0pKcmqvSCcnZ3l7+9fuAIBAAAAwMZq1qxp6xLuKfv3789zX7sK2NWqVZN0/VzsrN+zbjs7O8vX17fAYzs4OMjV1bXQNQIAAADAnXbjudc3n3dNrjFXXqeHS3YWsH19fVWlShXFxcWpdevWlu2xsbFq1KhRng/bAwAAAIA9YzGzoqlIBezLly9rw4YNkqSjR48qJSVFcXFxkqSwsDB5eXlp2LBhGjVqlPz8/NSgQQPFxsZq165dmjt3ri1LBwAAAADc54pUwD579qyGDx9utS3r9pdffqkGDRqoY8eOunz5smbPnq2PP/5YVatW1bRp01SvXj1blAwAAAAAgKQiFrArV66sv//++7b9unXrpm7dut2FigAAAADA9h588EEdPnxY0vXZva+//rql7e2339bWrVst/WA7DoZhGLYuwtbi4+MlScHBwTauBAAAAECWf/75xxIqi4KEhASlpKTY7PFXr1592z4RERF3oZLcubm5FWrxabM9+OCDVgtkF0R+8mKROoINAAAAAFlmz56tP/74w9Zl2JW8hPD7SVBQkN5999279ngEbAAAAABF0rPPPssR7BzkFKJtfeQ6S1E8gn03EbABAAAAFEnVqlUr9PTee9Hzzz9v6xKQC0dbFwAAAAAAwL2AI9gAAAAAYEdeeeUV/fXXX5bbtWrV0vvvv2/DipCFI9gAAAAAYCc6depkFa4l6a+//lKnTp1sVBFuRMAGAAAAADtwuxBNyLY9AjYAAAAAFHGvvPKK5feWLVsqJibG8tOyZcsc++HuI2ADAAAAQBF347TwkSNHWrXdePvm6eO4uwjYAAAAAACYgIANAAAAAIAJCNgAAAAAUMTVqlXL8vvEiROt2m68fWM/3H0OhmEYti7C1uLj4yVJwcHBNq4EAAAAAHKWl1XCY2Ji7kIl95f85EWOYAMAAACAHbhdeCZc2x4BGwAAAADsANfBLvqK2boAAAAAAMCt/f3335bfJ02aJH9/f8vt/fv3a8SIEZZ+gYGBd70+XMcRbAAAAAAo4kaNGmX5/cZwffPtG/vh7iNgAwAAAICdeOyxx7R792516tTJ8rN79261aNHC1qVBTBEHAAAAALuxdu1arV271mrbyy+/bKNqcDOOYAMAAABAETdhwoRs21q2bJmnfrh7CNgAAAAAUMRlZmZm22YYRp764e4hYAMAAABAEZfTNPAffvghT/1w9xCwAQAAAMBOtGzZMts08AkTJqhp06Y2qgg3YpEzAAAAALAT33//vUaOHKmYmBir7T/99JONKsKNOIINAAAAAEXcBx98YPl97969Vm033r6xH+4+jmADAAAAQBFXs2ZNy+8vvfRSnvrh7uMINgAAAADYgZunhee3HXceARsAAAAA7ECnTp0K1Y47j4ANAAAAAEXczeE5JibG8nOrfri7OAcbAAAAAOxIWFiYVZAOCwvT1q1bbVgRsnAEGwAAAADsyM1hmnBddBCwAQAAAAAwAVPEAQAAAMDO3HjuNeddFx0EbAAAAACwM4Tqookp4gAAAAAAmICADQAAAACACQjYAAAAAFDEhYWFWX7v1KmT1XWwb75kF2zHwTAMw9ZF2Fp8fLwkKTg42MaVAAAA3BtOnDihlJQUW5dRpLm5uemBBx6wdRmwI3k57/rGxc9gjvzkRRY5AwAAgKkuXryo5557TpmZmbYupUhzdHTUl19+KU9PT1uXAjtx89HqnNphWwRsAAAAmMrT01OzZs0qUkewExISNHHiRI0cOVK+vr62LkfS9SPYhGvkV0xMjN5++21t3brVsi0sLEyvv/66DatCFgI2AAAATFdUpz77+vrK39/f1mUAhUKYLrpY5AwAAAAAABNwBBsAAOAecOrUKSUlJdm6jCIrISHB6r/IzsPDQ97e3rYuA7BrBGwAAAA7d+rUKQ0eMkTX0tJsXUqRN3HiRFuXUGQ5u7joo5kzCdlAIRCwAQAA7FxSUpKupaWpRKWGcnTxsHU5sEOZaUm6cmyzkpKSCNhAIRCwAQAA7hGOLh5yKull6zIA4L7FImcAAAAAAJiAgA0AAAAAgAkI2AAAAAAAmICADQAAAACACQjYAAAAAACYgIANAAAAAIAJCNgAAAAAAJiAgA0AAAAAgAkI2AAAAAAAmICADQAAAACACQjYAAAAAACYgIANAAAAAIAJCNgAAAAAAJiAgA0AAAAAgAkI2AAAAAAAmICADQAAAACACQjYAAAAAACYgIANAAAAAIAJCNgAAAAAAJiAgA0AAAAAgAkI2AAAAAAAmICADQAAAACACQjYAAAAAACYgIANAAAAAIAJ7DJgr1u3Tt26dVO9evXUtGlTDR8+XAkJCbYuCwAAAABwH7O7gL1lyxa98MIL8vf31/Tp0zVmzBjt2bNHAwYM0JUrV2xdHgAAAADgPlXM1gXk16pVq1SpUiX95z//kYODgyTJy8tLUVFR+uOPP/TII4/YuEIAAAAAwP3I7o5gp6enq1SpUpZwLUnu7u6SJMMwbFUWAAAAAOA+Z3cB+8knn9SBAwc0b948JScnKyEhQRMnTlStWrUUGhpq6/IAAAAAAPcpu5si/sgjj2jatGl66aWX9NZbb0mSatasqU8++UROTk4FHtcwDKWmpppVJgAAwF3DOjQwy5UrV/ibGLiJYRhWM6hvxe4C9vbt2/Xyyy+re/fuatGihS5cuKAZM2Zo0KBBmj9/vkqUKFGgca9du6bdu3ebXC0AAMCdd+zYMVuXgHvEwYMHdfXqVVuXARQ5Li4ueepndwF7/PjxatiwoUaPHm3ZFhISohYtWuibb75Rjx49CjSus7Oz/P39zSoTAADgrilevLitS8A9omrVqqpWrZqtywCKlP379+e5r90F7AMHDqhVq1ZW2x544AGVKVNGR44cKfC4Dg4OcnV1LWx5AAAAd11BZ/ABNytRogR/EwM3yev0cMkOFzmrVKmS/vrrL6ttR48e1fnz5+Xj42OjqgAAAAAA9zu7C9g9e/bUd999p/Hjx+uXX35RbGysBg8erLJlyyoiIsLW5QEAAAAA7lN2N0W8X79+cnFx0YIFC7RkyRKVKlVKISEh+vDDD1WmTBlblwcAAAAAuE/ZXcB2cHBQr1691KtXL1uXAgAAAACAhd1NEQcAAAAAoCiyuyPYAAAAyFnm1SRblwA7xb4DmIOADQAAcI+4cnyzrUsAgPsaARsAAOAeUaJiQzkW97B1GbBDmVeT+IIGMAEBGwAA4B7hWNxDTiW9bF0GANy3WOQMAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMUs3UBAAAAMEdmWpKtS4CdYt8BzEHABgAAsHMeHh5ydnHRlWObbV0K7Jizi4s8PDxsXQZg1wjYAAAAds7b21sfzZyppCSOQuYmISFBEydO1MiRI+Xr62vrcookDw8PeXt727oMwK4RsAEAAO4B3t7ehKM88PX1lb+/v63LAHCPYpEzAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATFDM1gUAAADg3nPixAmlpKTYugyLhIQEq/8WBW5ubnrggQdsXQYAExGwAQAAYKqLFy/queeeU2Zmpq1LyWbixIm2LsHC0dFRX375pTw9PW1dCgCTELABAABgKk9PT82aNatIHcEuitzc3AjXwD2GgA0AAADTMfUZwP2IgA0AQBFQ1M5XLWo4VxUAYA8I2AAA2FhRPl+1qOBcVQCAPSBgAwBgY0XtfNWEhARNnDhRI0eOlK+vr63LkcS5qgAA+0DABgCgCCiK0599fX3l7+9v6zIAALAbjrYuAAAAAACAewEBGwAAAAAAExCwAQAAAAAwgSkB+9SpU9qzZ49SU1PNGA4AAAAAALtTqID93XffqV27dmrevLmeeOIJ/f7775Kkc+fOqUuXLvruu+9MKRIAAAAAgKKuwAF7/fr1GjZsmMqUKaOhQ4fKMAxLm5eXlypUqKAlS5aYUiQAAAAAAEVdgQP29OnT9cgjj2jBggXq06dPtvaQkBDt3r27UMUBAAAAAGAvChyw9+3bp4iIiFzby5Urp7NnzxZ0eAAAAAAA7EqBA3bJkiV1+fLlXNsTEhJUunTpgg4PAAAAAIBdKXDAbtCggZYvX6709PRsbadPn9bixYvVtGnTQhUHAAAAAIC9KHDAHj58uE6cOKGnnnpKixYtkoODg3766SdNmjRJnTp1kmEYGjp0qJm1AgAAAABQZBU4YD/00ENasGCBSpcurcmTJ8swDH366aeaNWuWAgICNH/+fFWuXNnMWgEAAAAAKLKKFeRO165d04EDB1S6dGlFR0fr4sWLOnz4sAzDkK+vr7y8vMyuEwAAAACAIq1AR7AdHR3VtWtXffvtt5IkT09P1alTR3Xr1iVcAwAAAADuSwUK2E5OTqpUqZLS0tLMrgcAAAAAALtU4HOwIyMjtXjxYl24cMHEcgAAAAAAsE8FOgdbkjIzM+Xi4qLHHntMbdu2lY+Pj0qUKGHVx8HBQU8//XRhawQAAAAAoMgrcMB+//33Lb9//fXXOfYhYAMAAAAA7hcFDtjr1q0zsw4AAAAAAOxagQO2j4+PmXUAAAAAAGDXChyws6Smpmrbtm06evSopOvBu379+nJ1dS10cQAAAAAA2ItCBew5c+boww8/VGpqqgzDsGwvVaqURowYocjIyEIXCAAAAACAPShwwF6+fLneeecdhYSEqF+/fqpWrZok6Z9//tGcOXP0zjvvyM3NTV26dDGrVgAAAAAAiqwCB+zPP/9c9evXV3R0tJycnCzba9SoobZt2+rpp5/W559/TsAGAAAAANwXHAt6x4MHD6pdu3ZW4TqLk5OT2rVrp4MHDxaqOAAAAAAA7EWBA7a7u7sSExNzbU9MTJSbm1tBhwcAAAAAwK4UOGA3b95cc+fO1apVq7K1xcbGat68eWrZsmWhigMAAAAAwF4U+BzsUaNGaefOnRo1apTee+89ValSRZJ06NAhnTlzRtWqVdNLL71kVp0AAAAAABRpBQ7YXl5eWrZsmRYuXKgff/xRx44dkyQFBATo2WefVY8ePVS8eHHTCgUAAAAAoCgr1HWwixcvrqioKEVFRZlVT54tW7ZMX3zxhQ4cOCBXV1cFBwdr2rRpKlGixF2vBQAAAACAAgfsCxcu6MSJE6pRo0aO7X///bceeOABeXp6Fri43MycOVOzZ8/W4MGDFRISovPnz2vTpk3KyMgw/bEAAPeeU6dOKSkpydZlFFkJCQlW/0XOPDw85O3tbesyAABFiINhGEZB7vjKK6/o4MGDWrx4cY7tPXv2VLVq1fSf//ynUAXe7J9//lGnTp00Y8YMNW/e3JQx4+PjJUnBwcGmjAcAKLpOnTqlwUOG6Fpamq1LgZ1zdnHRRzNnErIB4B6Xn7xY4CPYmzdvVq9evXJtb9mypRYuXFjQ4XO1dOlSVa5c2bRwDQC4vyQlJelaWppKVGooRxcPW5cDO5WZlqQrxzYrKSmJgA0AsChwwD537pzKlCmTa3vp0qV19uzZgg6fq99//10BAQGaMWOG5syZo+TkZAUFBenVV19V3bp1TX88AMC9ydHFQ04lvWxdBgAAuIcUOGCXL19ef/31V67tf/75p7y8zP/D5fTp0/rjjz+0d+9evfHGGypZsqQ++ugjDRgwQN9++63Kli1boHENw1BqaqrJ1QIAiporV67YugTcQ65cucLfDwBwjzMMQw4ODnnqW+CA3bp1a82fP1/NmjVTq1atrNq+++47LV26VD179izo8LnKCsKTJ0+2LLBWt25dhYeHa+7cuRo+fHiBxr127Zp2795tZqkAgCIo67KSgBkOHjyoq1ev2roMAMAd5uLikqd+BQ7Yw4YN06ZNm/TCCy+oRo0aql69uiRp37592rNnjx566CH961//KujwufLw8FDp0qWtVi8vXbq0atWqpf379xd4XGdnZ/n7+5tRIgCgCCtevLitS8A9pGrVqqpWrZqtywAA3EH5yZkFDtju7u5atGiRPvnkE61du1Zr1qyRJPn5+en555/XwIED5erqWtDhc+Xv768jR47k2FaYb5AdHBzuSL0AgKKlRIkSti4B95ASJUrw9wMA3OPyOj1cKkTAliRXV1f961//uiNHqnPTsmVLLV26VLt371bNmjUlSefPn9eff/6pp59++q7VAQAAAADAjQoVsG92/PhxnT59Wn5+fipdurSZQ1u0bt1awcHB+te//qURI0aoePHi+vjjj+Xi4qLevXvfkccEAAAAAOB2HPPT+ffff9e0adN07tw5q+0nT55UZGSkwsPD1aNHDzVp0kTvv/++qYVmcXR01Mcff6yQkBCNHTtWI0eOlJubm+bNm6fy5cvfkccEAAAAAOB28nUEe/78+fr999/1wgsvWG1/5ZVX9Ouvv6p+/foKCgrSpk2bFB0dLX9/f3Xt2tXUgiXJy8tL//3vf00fFwAAAACAgspXwN65c6eaN29ute2ff/7R5s2b1bx5c82aNUvS9UtedevWTV9//fUdCdgAABRW5tUkW5cAO8b+AwDISb4C9unTp1W1alWrbRs2bJCDg4PVNa+dnZ3VoUMHS+AGAKCouXJ8s61LAAAA95h8BWxnZ2dlZGRYbdu+fbskKTQ01Gp72bJlC3XZLAAA7qQSFRvKsbiHrcuAncq8msSXNACAbPIVsB988EFt3rxZkZGRkqQrV65o69atqlWrljw9Pa36njlzRuXKlTOvUgAATORY3ENOJb1sXQYAALiH5Ctg9+7dW6NHj9Ybb7yhevXqKS4uTklJSTmeZ71p0yb5+/ubVigAAAAAAEVZvgJ2586dtWvXLi1YsECLFi2SJHXp0iXb9acPHDigzZs367XXXjOvUgAAAAAAirB8BWwHBweNHTtWQ4cOVWJioipVqpTjtac9PT311VdfZVsQDQAAAACAe1W+AnaWsmXLqmzZsrm2lytXjvOvAQAAAAD3lQIF7CwZGRmKi4vTli1bdPbsWf3rX/9SYGCgkpOTtWnTJoWGhhK0AQAAAAD3hQIH7KSkJD3zzDPatWuXXF1ddfnyZcvq4q6urho/fry6dOmikSNHmlYsAAAAAABFlWNB7zhhwgTt27dPn376qb777jsZhmFpc3JyUtu2bbVhwwZTigQAAAAAoKgrcMBet26d+vbtqyZNmsjBwSFbe5UqVXT06NFCFQcAAAAAgL0ocMBOTk5W5cqVc21PT09XRkZGQYcHAAAAAMCuFDhg+/n56c8//8y1/eeff9ZDDz1U0OEBAAAAALArBQ7YTz31lJYsWaLY2FjL+dcODg5KS0vTpEmTtHHjRvXo0cO0QgEAAAAAKMoKvIp4VFSU9u/fr5EjR8rDw0OSNGrUKF24cEHp6enq0aOHunXrZlqhAAAAAAAUZQUO2A4ODpZLca1Zs0aHDx9WZmam/Pz8FBERofr165tZJwAAAAAARVqBA3aWRx55RI888ogZtQAAcNdkpiXZugTYMfYfAEBOCh2wb3T58mWtWrVKaWlpat68uXx8fMwcHgCAQvPw8JCzi4uuHNts61Jg55xdXCynyQEAIBUiYI8ZM0a7du3SypUrJUlpaWnq3r279u3bJ0lyd3fXF198oVq1aplTKQAAJvD29tZHM2cqKYkjkLlJSEjQxIkTNXLkSPn6+tq6nCLLw8ND3t7eti4DAFCEFDhgb9myRY8//rjl9sqVK7Vv3z5NmDBBNWrU0LBhwzRt2jTNmDHDlEIBADCLt7c3wSgPfH195e/vb+syAACwGwW+TNeZM2espoB/9913CgoKUseOHeXv76/u3btr165dphQJAAAAAEBRV+CAXbJkSSUnJ0uS0tPTtXXrVjVt2tTSXqpUKUs7AAAAAAD3ugJPEa9du7YWL16sBg0aaP369bp06ZLCw8Mt7UeOHFHZsmVNKRIAAAAAgKKuwAH7xRdf1DPPPKOuXbvKMAy1bdtWderUsbSvXbtWoaGhphQJAAAAAEBRV+CAHRwcrNWrV2v79u3y8PBQWFiYpS0pKUm9e/e22gYAAAAAwL2sUNfB9vLyUuvWrbNt9/DwUFRUVGGGBgAAAADArhQqYGdJSUlRSkqKMjMzs7VVqlTJjIcAAAAAAKBIK1TAnj9/vqKjo5WQkJBrn927dxfmIQAAAAAAsAsFvkzXggUL9NZbb8nPz08vvviiDMNQVFSUBg0apHLlyqlGjRp65513zKwVAAAAAIAiq8ABe+7cuWratKk++eQTde/eXZLUvHlzjRgxQrGxsbp06ZIuXLhgVp0AAAAAABRpBQ7YR44cUcuWLSVJzs7OkqRr165Jktzd3fXUU09p/vz5JpQIAAAAAEDRV+CA7e7uroyMDEmSm5ubSpYsqRMnTljaS5UqpTNnzhS+QgAAAAAA7ECBA3b16tW1Z88ey+26detqwYIFOnnypI4fP65FixapSpUqZtQIAAAAAECRV+CA/fjjj2vfvn1KS0uTJA0bNkwHDhxQixYtFB4eroMHD+rFF180q04AAAAAAIq0Al+mq2vXruratavl9sMPP6xVq1Zp/fr1cnJyUpMmTVS1alVTigQAAAAAoKgr1HWwJWnv3r3asGGDjh49Kkny8fFRs2bNCNcAAAAAgPtKgQN2Wlqaxo4dq2+++UaGYcjR8fps88zMTE2cOFGdOnXS+PHj5eLiYlqxAAAAAAAUVQUO2P/973+1fPly9e7dW5GRkfLz85ODg4MOHz6sOXPmaMGCBfL09NRrr71mZr0AAAAAABRJBV7kbMWKFercubPGjh2ratWqqVixYnJyclK1atX0xhtvqFOnTlqxYoWZtQIAAAAAUGQVOGCnp6erbt26ubbXq1fPcp1sAAAAAADudQUO2E2bNtVPP/2Ua/vGjRvVpEmTgg4PAAAAAIBdyXPAvnDhgtXP8OHDlZiYqBdeeEGbNm3S0aNHdfToUf3yyy8aOnSojh07puHDh9/J2gEAAAAAKDLyvMhZw4YN5eDgYLXNMAzt3btX69aty7Zdkjp27Ki//vrLhDIBAAAAACja8hywhw4dmi1gAwAAAACA6/IcsIcNG3Yn6wAAAAAAwK4VeJEzAAAAAADw/xCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExSzdQEAAEA6ceKEUlJSbF2GJCkhIcHqv0WBm5ubHnjgAVuXAQDALRGwAQCwsYsXL+q5555TZmamrUuxMnHiRFuXYOHo6Kgvv/xSnp6eti4FAIBcEbABALAxT09PzZo1y+ZHsEeMGJFr26RJk+5iJdm5ubkRrgEARR4BGwCAIsDW0587dep0y/YRI0YoJibmLlUDAIB9YpEzAADuczeH65iYGMvPrfoBAABrHMEGAAAW1atXtwrS1atX1759+2xYEQAA9oMj2AAAwOLmME24BgAg7wjYAAAAAACYgCniAADAyo3nXnPeNQAAeUfABgAAVgjVAAAUDFPEAQAAAAAwAQEbAAAAAAAT2H3AvnTpkpo1a6bAwEDFx8fbuhwAAOxahQoVrK6DXaFCBVuXBACA3bD7c7BnzJihjIwMW5cBAMA94eTJk5yDDQBAAdn1EewDBw5o/vz5GjZsmK1LAQAAAADc5+w6YI8fP149e/ZU1apVbV0KAAAAAOA+Z7cBOy4uTnv37tXQoUNtXQoAAHatYsWKlt9DQkKszsEOCQnJsR8AAMjOLs/Bvnz5st577z2NGDFCbm5upoxpGIZSU1NNGQsAAHty/Phxy+87d+5Up06dVLp0aV24cCFbP/5fCQC43xiGIQcHhzz1tcuAPXPmTJUtW1Zdu3Y1bcxr165p9+7dpo0HAIA9uzlcZ+H/lQCA+5GLi0ue+tldwD569Kg+++wzTZ8+XcnJyZJk+TY9NTVVly5dUqlSpfI9rrOzs/z9/U2tFQAAexMVFaUvvvgi19s1a9a0RVkAANjM/v3789zX7gJ2YmKirl27pkGDBmVr69evn+rWravFixfne1wHBwe5urqaUSIAAHalWbNm+vHHHyVd/7I6JibG0vbll19a9eP/lQCA+01ep4dLkoNhGMYdrMV0SUlJ2aan7d69W++++67GjRun4OBg1a5dO19jxsfHS5KCg4NNqxPAnXPixAmlpKTYuowizc3NTQ888ICty4Adycu1r28M3gAA3C/ykxft7gi2h4eHGjRokGNb7dq18x2uAdiXixcv6rnnnlNmZqatSynSHB0d9eWXX8rT09PWpcBOxMTE3DJkE64BALg9uwvYAO5vnp6emjVrVpE5gp2QkKCJEydq5MiR8vX1tXU5Fm5uboRr5FtMTIz++9//WqaLS9enhf/73/+2YVUAANiPeyJgN2jQQH///betywBwlxTFqc++vr4slIh7wr///W8CNQAABeRo6wIAAAAAALgXELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAE9wTq4gDuLNOnTqlpKQkW5dRJCUkJFj9Fznz8PCQt7e3rcsAAAC4owjYAG7p1KlTGjxkiK6lpdm6lCJt4sSJti6hSHN2cdFHM2cSsgEAwD2NgA3glpKSknQtLU0lKjWUo4uHrcuBHcpMS9KVY5uVlJREwAYAAPc0AjaAPHF08ZBTSS9blwEAAAAUWSxyBgAAAACACQjYAAAAAACYgIANAAAAAIAJCNgAAAAAAJiAgA0AAAAAgAkI2AAAAAAAmICADQAAAACACQjYAAAAAACYgIANAAAAAIAJCNgAAAAAAJiAgA0AAAAAgAkI2AAAAAAAmICADQAAAACACYrZugAA9iHzapKtS4CdYt8BAAD3CwI2gDy5cnyzrUsAAAAAijQCNoA8KVGxoRyLe9i6DNihzKtJfEEDAADuCwRsAHniWNxDTiW9bF0GAAAAUGSxyBkAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAhY5A5AnmWlcyxgFw74DAADuFwRsALfk4eEhZxcXXTnGZZZQcM4uLvLw4DJvAADg3kbABnBL3t7e+mjmTCUlcRQyJwkJCZo4caJGjhwpX19fW5dTZHl4eMjb29vWZQAAANxRBGwAt+Xt7U04ug1fX1/5+/vbugwAAADYEIucAQAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYoZusCACC/Tpw4oZSUFFuXoZSUFH344YeSpPHjx+vFF1+Um5ubbYv6/7m5uemBBx6wdRkAAAD3FQI2ALty8eJFPffcc8rMzLR1KVbOnj2r119/3dZlWDg6OurLL7+Up6enrUsBAAC4bxCwAdgVT09PzZo1y6ZHsF9//XXL4z/44IOKiIjQ6tWrdfjwYUnXjx6//fbbNqsvqwbCNQAAwN1FwAZgd2w59fnixYuWcL1gwQLLlPAOHTooJSVFvXr1UkpKisqXL0/ABQAAuM/Y3SJnq1ev1pAhQ9SsWTOFhISoc+fO+vrrr2UYhq1LA3AfGDNmjCQpMDAw2/nWbm5uCggIsOoHAACA+4fdBezo6GiVLFlSo0eP1syZM9WsWTO9/vrrmj59uq1LA3AfOH/+vCSpb9++unjxooYOHarevXtr6NChunjxonr37m3VDwAAAPcPu5siPnPmTHl5eVluN2rUSBcuXNDnn3+u559/Xo6OdvedAQA7UqZMGSUnJ2vs2LFWC60lJycrMjLS8hlUpkwZW5UIAAAAG7G7NHpjuM5Ss2ZNpaSkKDU11QYVAbif/Oc//5EkS7gODAzU+PHjFRgYaLU9qx8AAADuH3YXsHPy22+/qUKFCkXm+rMA7h+GYSg9PZ11IAAAAGB/U8Rv9uuvvyo2NlavvPJKocYxDIMj4ABua/To0ZIkJycnZWRkaO/evXrzzTct7VnbR48erf/97382qhIAAABmMQxDDg4Oeepr1wH7xIkTGjFihBo0aKB+/foVaqxr165p9+7dJlUG4F519uxZSdcvFXb06NFs7RUqVNCxY8d09uxZPlMAAADuES4uLnnqZ7cBOykpSc8++6xKly6tqVOnFnpxM2dnZ/n7+5tUHYB7VdmyZZWYmKijR4+qWLFi6tChg8LDw7V+/XqtWrVKx44ds/SrWbOmjasFAABAYe3fvz/PfR0MOzxx8MqVK+rfv7+OHz+uRYsWqUKFCoUaLz4+XpIUHBxsRnkA7mGnT5/WgAEDJElffPGF1cKL586dU1RUlCTps88+U/ny5W1SIwAAAMyTn7xod0ew09PT9eKLL+qff/7RvHnzCh2uASA/vv76a8vvUVFRKlGihFxcXJSWlqYrV65Y9RsyZIgtSgQAAICN2F3AHjdunL7//nuNHj1aKSkp2rlzp6WtVq1aeZ4bDwAFkTUF3MHBQYZh6MqVK1bBOmt7Vj8AAADcP+wuYP/888+SpPfeey9b27p161S5cuW7XRKA+0ilSpW0c+dOy2W5ihcvbgnVV69etWyvVKmSLcsEAACADdhdwF6/fr2tSwBwH+vevbtiY2MlSXPmzFHp0qUtbRcuXFDfvn0t/QAAAHB/KdzS2wBwn3n//fctv/fv31/R0dFKTExUdHS0+vfvn2M/AAAA3B/s7gg2ANjS6dOnJUk1a9bU7t27tWTJEi1ZssTSXqNGDe3Zs8fSDwAAAPcPjmADQD5kXXqrZMmSWrx4sdq3b6+QkBC1b99eixcvVsmSJa36AQAA4P7BEWwAyIfXX39dvXv31vbt22UYhtWluFJTU7Vjxw5LPwAAANxfCNgAkA/u7u6qWLGijh8/rh49eqhevXrq3r27Fi9ebAnXFStWlLu7u40rBQAAwN3mYGRdU+Y+Fh8fL0kKDg62cSUA7MWgQYN0/PjxbNsrVqyojz/+2AYVAQAA4E7IT17kHGwAKIBGjRrJwcHBapuDg4MaNWpko4oAAABga0wRB4B8+vzzz7V06VKVLl1akZGRCgsL09atWzV37lwtXbpUkqwu2QUAAID7A0ewASAf0tLStHz5cpUuXVqff/652rZtqzJlyqht27b6/PPPVbp0aX3zzTdKS0uzdakAAAC4ywjYAJAPq1evVmZmpiIjI1WsmPUkoGLFiqlPnz7KyMjQ6tWrbVQhAAAAbIWADQD5kLWwWVhYWI7t9evXt+oHAACA+wcBGwDyoWLFipKkrVu35ti+bds2q34AAAC4fxCwASAfIiIi5OjoqLlz5yo9Pd2qLT09XfPmzZOTk5MiIiJsVCEAAABshYANAPng4uKiLl266MKFC+rfv7/i4uJ09uxZxcXFqX///rpw4YI6d+4sFxcXW5cKAACAu4zLdAFAPmVdgmv58uWaPn26ZbuTk5OefPJJLtEFAABwn3IwDMOwdRG2Fh8fL0kKDg62cSUA7ElaWppWr16t48ePq2LFioqIiODINQAAwD0mP3mRI9gAUEAuLi7q3LmzrcsAAABAEcE52AAAAAAAmICADQAAAACACQjYAAAAAACYgIANAAAAAIAJCNgAAAAAAJiAgA0AAAAAgAkI2AAAAAAAmICADQAAAACACQjYAAAAAACYoJitCygKrl27JsMwFB8fb+tSAAAAAABFSFpamhwcHPLUl4At5fnFAgAAAADcXxwcHPKcGR0MwzDucD0AAAAAANzzOAcbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwcUtTp05VYGCg+vTpk63tnXfeUXh4uNW2AwcO6KWXXlKTJk0UFBSkVq1a6b333tOFCxes+iUmJiowMFC1atXSoUOHrNp2796twMBAbdmyxbKtb9++CgwMzPFn586dZj1d3KemTp2qevXq3bLPihUr1LNnT9WrV0/16tVTjx49tHz5cqs+X3/9tQIDA7Pt03PmzFFgYKCmTJlitf3ChQuqUaOGZs+ebcbTwD0q63P40UcfVWZmZrb2nj17KjAwUKNHj5YkLV26NNfPy7Fjx1rud+Pnaq1atdSgQQP17NlT06dP1/nz57M9TmBgoD799FPL7dGjR6tjx4451nzz/x+2bNlieawDBw5k6z9p0iQFBgZm+38KIN36M/rmtpv30ywbNmzQs88+q4YNG6p27dpq3LixBg0apJUrV1r9u7rVfn2rNmDdunUaMGCAwsLCFBQUpPDwcI0dO1YHDx6UJIWHh1t95oaHh+uVV17R8ePHrcbJ+ryMj4+3+uy81U9iYqLls//cuXNW4126dEnTpk1Tx44dVbduXYWEhOipp57S559/rqtXr2Z7HuPHj1dgYKCmT5+e4/MMDw/XW2+9ZdKrdm8qZusCYB9+/fVXbdmyRQ0aNMi1z7Zt2zRo0CD5+fnp5ZdfVsWKFbVnzx7NnDlT33//vebOnavy5ctb3ScjI0MfffSR3nvvvdvWEBoaqldeeSXb9urVq+f/CQH58Pbbb2vevHnq2rWrnn/+eTk4OGjNmjUaPXq04uPj9frrr0u6vo9K0o4dO1SlShXL/bdv366SJUtqx44dVuPu2LFDhmHo4YcfvmvPBfbJ2dlZ58+f17Zt26w+h48ePaqdO3fK1dU1230++eQTubu7W20rW7as1e2sz9XMzExdvHhRO3bs0JdffqkFCxbok08+UY0aNUx9Hq6uroqNjdWwYcOstq9atSrH5wCYYeLEiZo1a5Yee+wxjR07VuXLl9eZM2f03Xff6d///rc8PT316KOP2rpM2LEJEyZo9uzZatu2rd5++215eXnpyJEjWrJkiUaMGGH5Qr5t27YaMGCA0tPTFR8frylTpuivv/7S0qVL5ezsnG3c2rVra9GiRZbbf/75p9566y29++67qlatmmW7t7d3jnWdO3dOUVFROn78uKKioix/b+zYsUMff/yxHB0dFRUVZemfkZGh1atXS5JWrlypoUOHFvq1uR8RsHFbrq6u8vf314wZM3IN2FeuXNHIkSNVqVIlLViwwPKHUlhYmJo0aaIuXbrorbfe0tSpU63u16BBA8XExGjo0KHy9fW9ZR0eHh4KCQkx5TkBebVu3TrNnTtXL7zwglUoePTRR+Xt7a3p06erSZMmCg8PV7Vq1eTl5aXt27friSeesPTNur18+XJlZGTIycnJsr148eIKCgq6688L9sXZ2VmNGjXSqlWrrD6HV61aperVq8vRMfuEtNq1a8vLy+uW4978udqyZUv17NlT3bt314svvqjY2Ngcxy6oVq1aaeXKlVb/ln7//XcdO3ZMERER2b6EAgrrhx9+0KxZs7J9hktSRESEoqKiVKwYfw6j4DZs2KDZs2fr+eef1/Dhwy3b69evr65du+r777+3bCtXrpzlM/eRRx7R1atXNWnSJP3xxx85ztJwc3Oz+ozOOuJcvXp1BQcH37a2cePGKSEhQYsXL1ZAQIBle+PGjdWnTx/9888/Vv03bdqkM2fOqHHjxvrll1/0559/qnbt2nl6HfD/MEUcefL8889r8+bN2r59e47tcXFxOnXqlAYPHpztKMRDDz2kzp07a+3atTp69KhV21NPPSUvLy/NmjXrjtUOFMYXX3whT09PDRgwIFvbwIED5enpqS+++MKyLTQ01OrfybFjx3TixAn169dPaWlp+vvvvy1t27dvV1BQkFxcXO7sk8A9oWPHjlqzZo2uXbtm2bZy5UrTp6xWqlRJQ4YM0cGDB/XLL7+YOnZERISOHDmiP//807ItJiZGjRo1uu2XAUBBfP755ypfvryGDBmSY3udOnVUq1atu1wV7iWfffaZypUrp+effz7H9pYtW+Z635o1a0pStmniZjh69KjWrFmjnj17WoXrLKVLl7bMvMuycuVKlSpVSu+9956cnZ0VExNjel33AwI28qRly5aqVatWrudjbN261dIvJ+Hh4TIMQ7/99pvVdhcXFz3zzDNavny5jh07dssaDMNQenq61U9GRkYBng2QN+np6dqxY4caNGigUqVKZWsvVaqUGjRooB07dig9PV3S9YB94MABXbx4UdL1EF2xYkVVrVpVgYGBlvB97do1xcfHMz0cedayZUulpaXp559/liTt379ff//9t9q3b59j/8zMzGyfmYZh5OmxmjZtKkmmr3Hh7e2t+vXra+XKlZYa4+Li1KFDB1MfB/emm/fn9PT0HNcluLH/9u3b1bBhw3wfpc7psfL67wf3jxv3sZymeN9O1t++lStXNrs0/frrrzIMI8+nP1y9elXffvutHnvsMVWoUEFNmzbVqlWrbvlvDDkjYCPPhgwZop9++km7du3K1nby5El5eHjIzc0tx/tWqlRJknTixIlsbT169JCnp6c+/vjjWz7+hg0bVLt2baufvEyPAQrq/PnzSktLU8WKFXPtU7FiRV29etWykN/DDz8swzAswWTHjh2WaV+hoaGWKbB//fWXrl69SsBGnpUsWVLh4eFatWqVpOtHGurVq5fr6TVNmjTJ9pm5YsWKPD1W1j5/+vRpc4q/QceOHbV69WoZhqEtW7YoKSlJbdq0Mf1xcG9JTU3Ntj/Xrl1bM2bMyPU+Fy5cyPEz/OYv7G8OEPv27cvxsW5e2BLI2sey/s69nax978qVK/r11181a9YsNW/eXHXq1DG9tpMnT0rSLf+GudH69et16dIly6yoTp066dSpU1aLDiNvOOkEefbYY48pICBA06dPN3VKd4kSJdS/f39Nnjw51ylc0vXg8uqrr1ptc3BwMK0OwAy1a9dWiRIltH37djVv3tzqfOyQkBD973//k3T9yLaDg8NtVy8HbtSxY0e99NJLunLlimJjY9W3b99c+0ZHR2f70vN2a11kyTpSdyc+Y9u0aaO33npLv/32m1auXKnmzZvn+uUskKVEiRKaO3dutu2LFy+2zIjIzc378Zo1a6zOle3Tp4/VCvt+fn6aOHFitnGmT5+uxMTE/JaO+0BePyvnz5+v+fPnW25XqVIlx33NTHmtbeXKlSpbtqwaN24s6frsU1dXV8tpPMg7AjbyzMHBQYMHD9bIkSOtzp+TpAoVKigpKUkpKSk5/qGUNQXmgQceyHHsXr16afbs2Zo9e7a6du2aYx93d3eOWOOuKlOmjFxcXG55btTx48dVvHhxlS5dWtL1xaiCg4O1fft2Xbp0SX///bclRNerV89yTvb27dvl7+8vT0/Pu/FUcI9o2rSpnJ2dNXnyZCUmJioiIiLXvoGBgQU+rzlrtlG5cuVy7ePk5JTraTqZmZm5TsktXbq0mjZtqmXLlunbb7/V+PHjC1Qj7i+Ojo45/g3www8/5Hqf0qVLy8XFJdvsuUaNGunrr7+WpBy/2C9evHiOj1W6dGkCNqyULl1axYsXv+1pjlkiIiI0cOBAXb16VT/++KNmzZqlsWPH3pGQXaFCBUnX/06pWrXqLfsmJSVpw4YN6ty5sy5dumTZ/uijj2rt2rV68803WS8mH5gijnyJiIhQ1apVs03JCgsLk3R9GndOfvjhBzk4OOiRRx7Jsb1UqVLq37+/vvrqqzsyJREoiGLFiqlevXraunWrUlNTs7WnpqZq69atqlevnlWYePjhhxUfH6/ffvtNLi4ulkVMfHx8VL58eW3fvl07duzItrgIcDvOzs5q06aNoqOj1bBhw1sG4ML46aefJOmW+6iXl5fOnDmTY9upU6duGe47dOigpUuXKjMzUy1atChUrUBuihUrptDQUG3atMnqyyBPT08FBwcrODiY0IBCydrHNm/ebFmL5Va8vLwUHBysRx55RCNHjlTfvn21atUq/f7776bXVr9+fTk4OGjjxo237Zu1gObXX3+t+vXrW37WrFmjpKSkW36RhewI2MgXR0dHDR48WOvWrbNaDbldu3by9vbWzJkzdfnyZav7HDx4UMuWLVObNm1ueY5KZGSkXFxc9Omnn96x+oH8ioqK0oULF/TZZ59la/vss8904cIFq2tIStdDyeXLlzVv3jwFBwdbhe/Q0FB98803On36NAEbBdKtWze1bNlS/fr1uyPjHzt2TDNmzJC/v78aNmyYa7/69esrKSlJ27Zts9qekpKiLVu2qH79+rnet1WrVmrVqpWee+45FS9e3LTagZv1799fp06d0kcffWTrUnCP6t+/v06fPp3rPpbbwSdJeuGFF+Tm5nZH9s9KlSqpbdu2Wrhwofbv35+tPSkpybIuTExMjHx8fPTll19m+ylXrhyriecTU8SRb506ddL06dO1ZcsW+fj4SLp+btTEiRM1aNAg9e7dW/3791fFihW1Z88effTRR6pYsaJef/31W47r5uamfv36adq0aTm2JyUl5biirZ+fH5d3QaFlZGQoLi4u2/Y6deooMjJS06ZN04kTJ9SuXTtJ0rfffqvFixcrMjJS4eHhVvepV6+eHB0dtWHDBg0aNMiqLSQkRB988IEkscAZCqROnTq3XNgpy59//il3d3erbe7u7nrooYcst7M+Vw3D0MWLF7Vjxw4tXLhQzs7OmjRp0i2vgd20aVM98sgjeuGFFzR06FBVr15dp06d0ieffCJHR8dbnh/u6uqa62c9YKYWLVpo0KBBmjJlivbs2aOIiAh5e3srOTlZv/76q06fPp3jVSKAvGrevLmeeeYZTZ06Vfv371eHDh1UpkwZJSYmasmSJUpOTlbz5s1zvG/p0qUVGRmpWbNm6cCBA1afz2Z444031K9fP/Xq1UtRUVGWvzt+//13zZ07V88++6wqVaqkbdu2aciQIWrQoEG2MTp27Kj58+crOTnZ8v+UI0eOZPubydHRkQUr/38EbOSbk5OTBg0apP/7v/+z2l6/fn19/fXXmjFjht577z0lJSXJ29tbnTp10uDBgy3nqN5Kv379FB0drZSUlGxt27dvV48ePbJt/+CDD9S5c+cCPx9Aun55ihsXvcnywQcf6PXXX1fdunU1f/58DRs2TJIUEBCg9957T126dMl2Hw8PD/n7+2vv3r3ZFjGrV6+eDMOQt7d3nhecAgrimWeeybatUaNGio6OttzO+lx1dHSUu7u7qlatqn79+ql3794qU6bMLcd3dHTUrFmzNGXKFH3++ec6deqU3Nzc1LBhQ02dOlXe3t5mPyWgQF566SU9/PDDmjdvnsaNG6eUlBR5enqqdu3a+s9//sNl4lBo//73v1WvXj3NmzdPY8aM0eXLl+Xt7a2mTZtq4MCBt7xv//79NXfuXM2ePVvvvfeeqXV5eXlp4cKFio6O1urVq/Xxxx/L0dFR/v7+euaZZ9SzZ0/NmzdPmZmZOf49I0lPPPGEoqOjtWbNGj311FOSpI0bN2abeu7k5KS//vrL1PrtlYPBRf0AAAAAACg0zsEGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAoJCmTp2qwMBAnTt3ztal3HMCAwM1depUW5cBAECeFLN1AQAA4M7JzMzUihUrNG/ePB0+fFjXrl2Tt7e36tatq969eyskJMTWJebL9u3b9fPPPysqKkoeHh62LgcAACsEbAAA7mHjx4/XvHnz1KpVK3Xq1ElOTk46ePCgNm7cKF9f3yIfsHft2iUnJyfL7R07dmjatGl64oknCNgAgCKHgA0AwD3qzJkzmj9/vrp37663337bqs0wjCI7pT0zM1PXrl1T8eLFVbx4cVuXAwBAnnEONgAAJjl//ryGDx+u0NBQNWjQQOPHj9fVq1ct7UuWLFG/fv3UqFEjBQUFqX379po/f362ceLj4zVw4EA1aNBAderUUXh4uF599VWrPpmZmYqOjlaHDh0UHBysxo0ba+zYsbp48aKlT2JiogzDUGhoaLbHcHBwUNmyZa22JSUl6Z133lHz5s0VFBSkxx57TB9//LEyMzMlSdeuXVNYWFi2WiQpJSVFwcHBev/99y3b0tLSNGXKFD322GMKCgpS8+bN9cEHHygtLc3qvoGBgXrrrbe0YsUKy/PZuHGjpS3rHOypU6fqgw8+kCS1atVKgYGBCgwMVGJioiIjI/X444/n8K5Ibdu21cCBA3NsAwDATBzBBgDAJC+++KJ8fHz00ksvaefOnZozZ46SkpIsoXDBggWqXr26wsPDVaxYMX3//fcaN26cDMNQnz59JElnz57VwIEDVaZMGQ0aNEgeHh5KTEzU2rVrrR5r7NixWrZsmZ588kn17dtXiYmJmjdvnv766y8tWLBAzs7OqlSpkiQpLi5O7dq1U8mSJXOt/fLly4qMjNTJkyfVs2dPVaxYUTt27NDEiRN1+vRpvfbaa3J2dlbr1q21du1ajRs3Ti4uLpb7f/fdd0pLS1P79u0lXf8CYMiQIfrtt9/UvXt3PfTQQ9q7d6+++OILHTp0SDNmzLB6/M2bN2v16tXq06ePypQpIx8fn2w1PvbYYzp06JBWrlypV199VWXKlJEkeXl5qXPnzvq///s/7d27VwEBAZb77Nq1S4cOHdKQIUPy/D4CAFBgBgAAKJQpU6YYAQEBxuDBg622v/nmm0ZAQICxe/duwzAM4/Lly9nuO2DAAKNVq1aW22vXrjUCAgKMXbt25fp427ZtMwICAowVK1ZYbf/xxx+zbX/55ZeNgIAAo379+sbQoUONTz/91Ni/f3+2MadPn26EhIQYBw8etNo+YcIEo2bNmsaxY8cMwzCMjRs3GgEBAcb69eut+j377LNWz2P58uVGjRo1jG3btln1W7BggREQEGD89ttvlm0BAQFGjRo1jH379mWrKyAgwJgyZYrl9ieffGIEBAQYCQkJVv2SkpKM4OBg47///a/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          },
          "metadata": {}
        }
      ],
      "source": [
        "# Box plot: numeric baseScore vs severity label.\n",
        "df_box = df.copy()\n",
        "df_box[\"baseSeverity\"] = pd.Categorical(df_box[\"baseSeverity\"], categories=order, ordered=True)\n",
        "df_box = df_box.sort_values(\"baseSeverity\")\n",
        "sns.boxplot(data=df_box, x=\"baseSeverity\", y=\"baseScore\")\n",
        "plt.title(\"baseScore Distribution by Severity Label\")\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "0m9gwS9RJo6f"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "HgzYy6IMJo6f"
      },
      "source": [
        "## 5. Encoding Categorical Variables\n",
        "\n",
        "**Neural networks**, just like linear regression, require numeric inputs. They compute weighted sums like:\n",
        "\n",
        "$$\\hat{y} = \\phi\\!\\left(\\mathbf{W} \\mathbf{x} + \\mathbf{b}\\right)$$\n",
        "\n",
        "Our features (attackVector, privilegesRequired, etc.) are **categorical text labels**. The network cannot multiply a weight by \"NETWORK\".\n",
        "\n",
        "**Encoding** transforms categories into numbers:\n",
        "\n",
        "| **Encoding Type** | **Best For** | **Description** | **Example** |\n",
        "|---|---|---|---|\n",
        "| **Ordinal Encoding** | Ordered categories | Maps to integers that reflect a natural order | `['low','medium','high'] → [0,1,2]` |\n",
        "| **One-Hot Encoding** | Unordered categories | One binary column per category | `['NETWORK'] → attackVector_NETWORK=1, others=0` |\n",
        "| **Label Encoding** | Unordered (tree models) | Unique integer per category (no implied order) | `['cat','dog'] → [0,1]` |\n",
        "| **Binary Encoding** | High-cardinality features | Label encode then split into binary columns | `[0,1,2] → [0,0],[0,1],[1,0]` |\n",
        "| **Target Encoding** | Category correlated with target | Replace with mean target value per category | `['A','B'] → [50k, 70k]` |\n",
        "| **Embedding** | High-cardinality (deep learning) | Dense learned vector per category | `'NETWORK' → [0.1, 0.4, ...]` |\n",
        "\n",
        "For this lesson we use **one-hot encoding** because our CVSS categories are **unordered** — \"NETWORK\" is not greater than \"LOCAL\", so assigning integers 0/1/2 would imply a false ordering.\n",
        "\n",
        "We also apply **feature scaling** (StandardScaler) — neural networks are sensitive to the scale of inputs. Unscaled features cause some weights to receive much larger gradients than others, making training slow or unstable."
      ],
      "id": "HgzYy6IMJo6f"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "p2hABu01Jo6f",
        "outputId": "e8bd9c4f-c1fa-4179-dea6-b491fcbb7929"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Categorical columns to encode: ['attackVector', 'attackComplexity', 'privilegesRequired', 'userInteraction', 'scope', 'confidentialityImpact', 'integrityImpact', 'availabilityImpact']\n",
            "\n",
            "Example - unique values for attackVector: ['LOCAL', 'NETWORK', 'ADJACENT_NETWORK', 'PHYSICAL']\n"
          ]
        }
      ],
      "source": [
        "# Categorical columns we will one-hot encode.\n",
        "# We drop: cveId (identifier), vectorString (redundant), baseSeverity (leaks the target).\n",
        "categorical_cols = [\n",
        "    \"attackVector\", \"attackComplexity\", \"privilegesRequired\",\n",
        "    \"userInteraction\", \"scope\", \"confidentialityImpact\",\n",
        "    \"integrityImpact\", \"availabilityImpact\"\n",
        "]\n",
        "print(\"Categorical columns to encode:\", categorical_cols)\n",
        "print()\n",
        "print(\"Example - unique values for attackVector:\", df[\"attackVector\"].unique().tolist())"
      ],
      "id": "p2hABu01Jo6f"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "0Y0XZaPOJo6f",
        "outputId": "d7205adf-29e2-4e90-8cc4-02fabc666f01"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           cveId                                  vectorString  baseScore  \\\n",
              "0  CVE-1999-0084  CVSS:3.1/AV:L/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H        8.4   \n",
              "1  CVE-1999-0066  CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H        9.8   \n",
              "2  CVE-1999-0022  CVSS:3.1/AV:L/AC:L/PR:L/UI:N/S:U/C:H/I:H/A:H        7.8   \n",
              "3  CVE-1999-0043  CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H        9.8   \n",
              "4  CVE-1999-0236  CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:N/A:N        7.5   \n",
              "\n",
              "  baseSeverity  attackVector_ADJACENT_NETWORK  attackVector_LOCAL  \\\n",
              "0         HIGH                              0                   1   \n",
              "1     CRITICAL                              0                   0   \n",
              "2         HIGH                              0                   1   \n",
              "3     CRITICAL                              0                   0   \n",
              "4         HIGH                              0                   0   \n",
              "\n",
              "   attackVector_NETWORK  attackVector_PHYSICAL  attackComplexity_HIGH  \\\n",
              "0                     0                      0                      0   \n",
              "1                     1                      0                      0   \n",
              "2                     0                      0                      0   \n",
              "3                     1                      0                      0   \n",
              "4                     1                      0                      0   \n",
              "\n",
              "   attackComplexity_LOW  ...  scope_UNCHANGED  confidentialityImpact_HIGH  \\\n",
              "0                     1  ...                1                           1   \n",
              "1                     1  ...                1                           1   \n",
              "2                     1  ...                1                           1   \n",
              "3                     1  ...                1                           1   \n",
              "4                     1  ...                1                           1   \n",
              "\n",
              "   confidentialityImpact_LOW  confidentialityImpact_NONE  \\\n",
              "0                          0                           0   \n",
              "1                          0                           0   \n",
              "2                          0                           0   \n",
              "3                          0                           0   \n",
              "4                          0                           0   \n",
              "\n",
              "   integrityImpact_HIGH  integrityImpact_LOW  integrityImpact_NONE  \\\n",
              "0                     1                    0                     0   \n",
              "1                     1                    0                     0   \n",
              "2                     1                    0                     0   \n",
              "3                     1                    0                     0   \n",
              "4                     0                    0                     1   \n",
              "\n",
              "   availabilityImpact_HIGH  availabilityImpact_LOW  availabilityImpact_NONE  \n",
              "0                        1                       0                        0  \n",
              "1                        1                       0                        0  \n",
              "2                        1                       0                        0  \n",
              "3                        1                       0                        0  \n",
              "4                        0                       0                        1  \n",
              "\n",
              "[5 rows x 26 columns]"
            ],
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              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>cveId</th>\n",
              "      <th>vectorString</th>\n",
              "      <th>baseScore</th>\n",
              "      <th>baseSeverity</th>\n",
              "      <th>attackVector_ADJACENT_NETWORK</th>\n",
              "      <th>attackVector_LOCAL</th>\n",
              "      <th>attackVector_NETWORK</th>\n",
              "      <th>attackVector_PHYSICAL</th>\n",
              "      <th>attackComplexity_HIGH</th>\n",
              "      <th>attackComplexity_LOW</th>\n",
              "      <th>...</th>\n",
              "      <th>scope_UNCHANGED</th>\n",
              "      <th>confidentialityImpact_HIGH</th>\n",
              "      <th>confidentialityImpact_LOW</th>\n",
              "      <th>confidentialityImpact_NONE</th>\n",
              "      <th>integrityImpact_HIGH</th>\n",
              "      <th>integrityImpact_LOW</th>\n",
              "      <th>integrityImpact_NONE</th>\n",
              "      <th>availabilityImpact_HIGH</th>\n",
              "      <th>availabilityImpact_LOW</th>\n",
              "      <th>availabilityImpact_NONE</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>CVE-1999-0084</td>\n",
              "      <td>CVSS:3.1/AV:L/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H</td>\n",
              "      <td>8.4</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>...</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>CVE-1999-0066</td>\n",
              "      <td>CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H</td>\n",
              "      <td>9.8</td>\n",
              "      <td>CRITICAL</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>...</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>CVE-1999-0022</td>\n",
              "      <td>CVSS:3.1/AV:L/AC:L/PR:L/UI:N/S:U/C:H/I:H/A:H</td>\n",
              "      <td>7.8</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>...</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>CVE-1999-0043</td>\n",
              "      <td>CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:H/A:H</td>\n",
              "      <td>9.8</td>\n",
              "      <td>CRITICAL</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>...</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>CVE-1999-0236</td>\n",
              "      <td>CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:H/I:N/A:N</td>\n",
              "      <td>7.5</td>\n",
              "      <td>HIGH</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>...</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 26 columns</p>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-67de6931-e6d6-407a-b35b-6afd055864bf')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
              "    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-67de6931-e6d6-407a-b35b-6afd055864bf button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-67de6931-e6d6-407a-b35b-6afd055864bf');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df_encoded"
            }
          },
          "metadata": {},
          "execution_count": 15
        }
      ],
      "source": [
        "# One-hot encode the categorical columns.\n",
        "df_encoded = pd.get_dummies(df, columns=categorical_cols, dtype=int)\n",
        "df_encoded.head()"
      ],
      "id": "0Y0XZaPOJo6f"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "LQN2OAfHJo6f",
        "outputId": "2d223f40-40d1-4b9b-bde0-19014438bc8e"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1800x1800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Correlation heatmap across all numeric columns.\n",
        "numeric_df = df_encoded.select_dtypes(include=[\"number\"])\n",
        "corr_matrix = numeric_df.corr()\n",
        "plt.figure(figsize=(18, 18))\n",
        "sns.heatmap(corr_matrix, annot=True, cmap=\"coolwarm\")\n",
        "plt.title(\"Correlation Heatmap of Encoded Features\")\n",
        "plt.show()"
      ],
      "id": "LQN2OAfHJo6f"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "AHCbC6kCJo6f",
        "outputId": "e0c053d3-8256-4b4e-d830-f23963bfaf2b"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Features (X) shape: (54182, 22)\n",
            "Target  (y) shape: (54182,)\n"
          ]
        }
      ],
      "source": [
        "from sklearn.preprocessing import StandardScaler\n",
        "\n",
        "# Separate features (X) and target (y).\n",
        "drop_cols = [\"cveId\", \"vectorString\", \"baseSeverity\"]\n",
        "X = df_encoded.drop(columns=[\"baseScore\"] + [c for c in drop_cols if c in df_encoded.columns])\n",
        "y = df_encoded[\"baseScore\"]\n",
        "\n",
        "print(\"Features (X) shape:\", X.shape)\n",
        "print(\"Target  (y) shape:\", y.shape)"
      ],
      "id": "AHCbC6kCJo6f"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NAG8_bspJo6g"
      },
      "source": [
        "**Why we scale features:** Neural networks learn through gradient descent. If one feature has values in the range [0, 1] and another has values in [0, 2000], the gradients for those features will have very different magnitudes — the large-scale feature dominates weight updates. `StandardScaler` transforms each feature to have **mean = 0** and **standard deviation = 1**, putting all features on equal footing and making training faster and more stable. We fit the scaler **only on the training set** to avoid data leakage into the test set."
      ],
      "id": "NAG8_bspJo6g"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_hK_YKORJo6g"
      },
      "source": [
        "## 6. Train / Test Split and Feature Scaling\n",
        "\n",
        "We split 80% of the data for training and 20% for testing. We fit the scaler on the **training set only** and apply it to both sets. This is critical — fitting on the full dataset would leak information from the test set into the training process."
      ],
      "id": "_hK_YKORJo6g"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "O9mOSV5WJo6g",
        "outputId": "c1f765f0-845b-418d-d1b6-af1ba9ad1252"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Training set size: 43345\n",
            "Test set size:     10837\n",
            "Feature dimension: 22\n"
          ]
        }
      ],
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.preprocessing import StandardScaler\n",
        "\n",
        "# 80/20 split; random_state=42 makes the split reproducible.\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n",
        "\n",
        "# Fit scaler ONLY on training data, then transform both sets.\n",
        "scaler = StandardScaler()\n",
        "X_train_scaled = scaler.fit_transform(X_train)\n",
        "X_test_scaled  = scaler.transform(X_test)\n",
        "\n",
        "print(\"Training set size:\", len(X_train))\n",
        "print(\"Test set size:    \", len(X_test))\n",
        "print(\"Feature dimension:\", X_train_scaled.shape[1])"
      ],
      "id": "O9mOSV5WJo6g"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "GOU4bCfoJo6g"
      },
      "source": [
        "## 7. The Perceptron Model\n",
        "\n",
        "We train a single-layer Perceptron (one output neuron, no hidden layers) using scikit-learn's `MLPRegressor` with `hidden_layer_sizes=()` (empty tuple = no hidden layers). This is functionally identical to linear regression trained with gradient descent, and gives us a baseline to compare against the deeper MLP.\n",
        "\n",
        "**Architecture:**\n",
        "\n",
        "$$\\text{Input} \\xrightarrow{W, b} \\hat{y} \\quad (\\text{no hidden layers})$$\n",
        "\n",
        "The model minimizes MSE using the **Adam** optimizer (an adaptive gradient descent algorithm that adjusts the learning rate for each weight automatically)."
      ],
      "id": "GOU4bCfoJo6g"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1QTodGkOJo6g",
        "outputId": "d8339993-9008-4bae-fb5f-ed7d4ab88409"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Perceptron trained. First 5 predictions: [9.75 9.75 7.91 7.89 6.58]\n",
            "First 5 actual values:                   [9.8 9.8 7.8 7.8 6.5]\n"
          ]
        }
      ],
      "source": [
        "from sklearn.neural_network import MLPRegressor\n",
        "from sklearn.metrics import mean_absolute_error, mean_squared_error, r2_score\n",
        "\n",
        "# Perceptron: no hidden layers (empty tuple).\n",
        "perceptron = MLPRegressor(\n",
        "    hidden_layer_sizes=(),   # No hidden layers — single-layer perceptron\n",
        "    activation=\"identity\",   # Linear activation (no non-linearity)\n",
        "    solver=\"adam\",           # Adam optimizer (adaptive learning rate)\n",
        "    learning_rate_init=0.001,\n",
        "    max_iter=500,\n",
        "    random_state=42,\n",
        "    verbose=False,\n",
        ")\n",
        "\n",
        "perceptron.fit(X_train_scaled, y_train)\n",
        "\n",
        "# Predictions on the test set.\n",
        "y_pred_perceptron = perceptron.predict(X_test_scaled)\n",
        "\n",
        "print(\"Perceptron trained. First 5 predictions:\", y_pred_perceptron[:5].round(2))\n",
        "print(\"First 5 actual values:                  \", y_test.values[:5].round(2))"
      ],
      "id": "1QTodGkOJo6g"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6XaadDUuJo6g",
        "outputId": "af8bea98-ca10-41db-9f96-56711f0686a1"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "=== Perceptron ===\n",
            "Mean Absolute Error  (MAE):  0.2210\n",
            "Root Mean Sq. Error (RMSE): 0.3414\n",
            "R² score:                   0.9567\n"
          ]
        }
      ],
      "source": [
        "# Evaluate the Perceptron.\n",
        "mae_p  = mean_absolute_error(y_test, y_pred_perceptron)\n",
        "rmse_p = np.sqrt(mean_squared_error(y_test, y_pred_perceptron))\n",
        "r2_p   = r2_score(y_test, y_pred_perceptron)\n",
        "\n",
        "print(\"=== Perceptron ===\")\n",
        "print(f\"Mean Absolute Error  (MAE):  {mae_p:.4f}\")\n",
        "print(f\"Root Mean Sq. Error (RMSE): {rmse_p:.4f}\")\n",
        "print(f\"R² score:                   {r2_p:.4f}\")"
      ],
      "id": "6XaadDUuJo6g"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "nb7PE2kTJo6g"
      },
      "source": [
        "**Interpreting the metrics:**\n",
        "- **MAE** is the average absolute difference between predicted and actual baseScore; it is in the same 0–10 unit as the score and easy to interpret (e.g., MAE = 0.3 means predictions are off by 0.3 points on average).\n",
        "- **RMSE** also measures average error but penalizes large mistakes more heavily — useful when we care about avoiding big mispredictions.\n",
        "- **R²** measures the fraction of variance in baseScore explained by the model. R² = 1 is perfect; R² = 0 is no better than predicting the mean; negative means worse than the mean."
      ],
      "id": "nb7PE2kTJo6g"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "x7BIMVblJo6h",
        "outputId": "6d1e93e9-870b-41ca-98df-1f2f519a99fc"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Predicted vs Actual scatter plot for the Perceptron.\n",
        "plt.scatter(y_test, y_pred_perceptron, alpha=0.5, label=\"Perceptron\")\n",
        "plt.plot([0, 10], [0, 10], \"r--\", label=\"Perfect prediction\")\n",
        "plt.xlabel(\"Actual Base Score\")\n",
        "plt.ylabel(\"Predicted Base Score\")\n",
        "plt.title(\"Perceptron: Predicted vs Actual Base Score (Test Set)\")\n",
        "plt.legend()\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "x7BIMVblJo6h"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "G1pXayu1Jo6h"
      },
      "source": [
        "## 8. Multi-Layer Perceptron (MLP) Model\n",
        "\n",
        "Now we add **hidden layers** with **ReLU** activations. This allows the network to learn non-linear combinations of the CVSS features and model more complex relationships between inputs and baseScore.\n",
        "\n",
        "**Architecture (2 hidden layers):**\n",
        "\n",
        "$$\\text{Input} \\xrightarrow{W^{(1)},b^{(1)}} \\underbrace{\\text{Hidden}_1 (128)}_{\\text{ReLU}} \\xrightarrow{W^{(2)},b^{(2)}} \\underbrace{\\text{Hidden}_2 (64)}_{\\text{ReLU}} \\xrightarrow{W^{(3)},b^{(3)}} \\hat{y}$$\n",
        "\n",
        "We use **L2 regularization** (`alpha`) to penalize large weights and prevent overfitting."
      ],
      "id": "G1pXayu1Jo6h"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_h8AqW_QJo6h",
        "outputId": "e3c6841f-e3f9-4e2e-c97e-a2aea0dcb0d1"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MLP trained. First 5 predictions: [9.79 9.79 7.8  7.8  6.51]\n",
            "First 5 actual values:            [9.8 9.8 7.8 7.8 6.5]\n"
          ]
        }
      ],
      "source": [
        "# MLP with two hidden layers: 128 → 64 → output.\n",
        "mlp = MLPRegressor(\n",
        "    hidden_layer_sizes=(128, 64),  # Two hidden layers\n",
        "    activation=\"relu\",             # ReLU non-linearity in hidden layers\n",
        "    solver=\"adam\",\n",
        "    learning_rate_init=0.001,\n",
        "    alpha=0.0001,                  # L2 regularization\n",
        "    max_iter=500,\n",
        "    random_state=42,\n",
        "    verbose=False,\n",
        ")\n",
        "\n",
        "mlp.fit(X_train_scaled, y_train)\n",
        "\n",
        "y_pred_mlp = mlp.predict(X_test_scaled)\n",
        "\n",
        "print(\"MLP trained. First 5 predictions:\", y_pred_mlp[:5].round(2))\n",
        "print(\"First 5 actual values:           \", y_test.values[:5].round(2))"
      ],
      "id": "_h8AqW_QJo6h"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "2VF9m_VJJo6h"
      },
      "source": [
        "**Why `hidden_layer_sizes=(128, 64)`?** This is a common \"funnel\" architecture: the first hidden layer learns broad patterns from the raw features, and the second layer compresses them into higher-level representations before the output. Larger first layers and smaller subsequent layers help the network progressively abstract information without overfitting. These sizes are hyperparameters you can tune with cross-validation."
      ],
      "id": "2VF9m_VJJo6h"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IoJgXGs7Jo6i",
        "outputId": "4eb02edc-7318-4d97-f3ee-fc0f3f770967"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "=== Multi-Layer Perceptron ===\n",
            "Mean Absolute Error  (MAE):  0.0097\n",
            "Root Mean Sq. Error (RMSE): 0.0229\n",
            "R² score:                   0.9998\n"
          ]
        }
      ],
      "source": [
        "# Evaluate the MLP.\n",
        "mae_m  = mean_absolute_error(y_test, y_pred_mlp)\n",
        "rmse_m = np.sqrt(mean_squared_error(y_test, y_pred_mlp))\n",
        "r2_m   = r2_score(y_test, y_pred_mlp)\n",
        "\n",
        "print(\"=== Multi-Layer Perceptron ===\")\n",
        "print(f\"Mean Absolute Error  (MAE):  {mae_m:.4f}\")\n",
        "print(f\"Root Mean Sq. Error (RMSE): {rmse_m:.4f}\")\n",
        "print(f\"R² score:                   {r2_m:.4f}\")"
      ],
      "id": "IoJgXGs7Jo6i"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "_WyrdrOJJo6i",
        "outputId": "10409206-d3a4-4aa4-fb3b-cba943b1b39c"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Predicted vs Actual scatter plot for the MLP.\n",
        "plt.scatter(y_test, y_pred_mlp, alpha=0.5, color=\"steelblue\", label=\"MLP\")\n",
        "plt.plot([0, 10], [0, 10], \"r--\", label=\"Perfect prediction\")\n",
        "plt.xlabel(\"Actual Base Score\")\n",
        "plt.ylabel(\"Predicted Base Score\")\n",
        "plt.title(\"MLP: Predicted vs Actual Base Score (Test Set)\")\n",
        "plt.legend()\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "_WyrdrOJJo6i"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_wPjt_SSJo6i"
      },
      "source": [
        "## 9. Model Comparison\n",
        "\n",
        "Now we compare the Perceptron and MLP side by side. We also include the Linear Regression benchmark from the previous lesson for context."
      ],
      "id": "_wPjt_SSJo6i"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QeEe0NnhJo6i",
        "outputId": "4842f9ec-fddf-4d57-d3b2-8b99198f427a"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "            Model    MAE   RMSE     R²\n",
            "Linear Regression 0.2179 0.3407 0.9569\n",
            "       Perceptron 0.2210 0.3414 0.9567\n",
            "     MLP (128→64) 0.0097 0.0229 0.9998\n"
          ]
        }
      ],
      "source": [
        "from sklearn.linear_model import LinearRegression\n",
        "\n",
        "# Retrain linear regression on the UNSCALED data (it doesn't need scaling, but\n",
        "# we use the same train/test split for a fair comparison).\n",
        "lr = LinearRegression()\n",
        "lr.fit(X_train, y_train)\n",
        "y_pred_lr = lr.predict(X_test)\n",
        "\n",
        "mae_lr  = mean_absolute_error(y_test, y_pred_lr)\n",
        "rmse_lr = np.sqrt(mean_squared_error(y_test, y_pred_lr))\n",
        "r2_lr   = r2_score(y_test, y_pred_lr)\n",
        "\n",
        "# Summary table.\n",
        "results = pd.DataFrame({\n",
        "    \"Model\":   [\"Linear Regression\", \"Perceptron\", \"MLP (128→64)\"],\n",
        "    \"MAE\":     [round(mae_lr, 4), round(mae_p, 4),  round(mae_m, 4)],\n",
        "    \"RMSE\":    [round(rmse_lr,4), round(rmse_p,4),  round(rmse_m,4)],\n",
        "    \"R²\":      [round(r2_lr, 4),  round(r2_p, 4),   round(r2_m, 4)],\n",
        "})\n",
        "print(results.to_string(index=False))"
      ],
      "id": "QeEe0NnhJo6i"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "69C1twfZJo6i",
        "outputId": "0431779c-f13b-4eb7-c32c-08afb34ab704"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Side-by-side bar chart comparing the three models on MAE and RMSE.\n",
        "fig, axes = plt.subplots(1, 2, figsize=(12, 5))\n",
        "models = results[\"Model\"]\n",
        "x = range(len(models))\n",
        "\n",
        "axes[0].bar(x, results[\"MAE\"], color=[\"#4C72B0\",\"#DD8452\",\"#55A868\"], edgecolor=\"black\")\n",
        "axes[0].set_xticks(x); axes[0].set_xticklabels(models, rotation=15, ha=\"right\")\n",
        "axes[0].set_title(\"MAE Comparison (lower = better)\"); axes[0].set_ylabel(\"MAE\")\n",
        "\n",
        "axes[1].bar(x, results[\"RMSE\"], color=[\"#4C72B0\",\"#DD8452\",\"#55A868\"], edgecolor=\"black\")\n",
        "axes[1].set_xticks(x); axes[1].set_xticklabels(models, rotation=15, ha=\"right\")\n",
        "axes[1].set_title(\"RMSE Comparison (lower = better)\"); axes[1].set_ylabel(\"RMSE\")\n",
        "\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "69C1twfZJo6i"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "PSYK5Td2Jo6i",
        "outputId": "3e136833-500c-46df-ae5a-735e5040305e"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Overlay: both models' predictions vs actual baseScore.\n",
        "plt.figure(figsize=(10, 5))\n",
        "plt.scatter(y_test, y_pred_perceptron, alpha=0.3, color=\"orange\", label=\"Perceptron\")\n",
        "plt.scatter(y_test, y_pred_mlp,        alpha=0.3, color=\"steelblue\", label=\"MLP (128→64)\")\n",
        "plt.plot([0, 10], [0, 10], \"r--\", label=\"Perfect prediction\")\n",
        "plt.xlabel(\"Actual Base Score\"); plt.ylabel(\"Predicted Base Score\")\n",
        "plt.title(\"Predicted vs Actual: Perceptron vs MLP\")\n",
        "plt.legend(); plt.tight_layout(); plt.show()"
      ],
      "id": "PSYK5Td2Jo6i"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "XgCmTCHzJo6i"
      },
      "source": [
        "## 10. Training Loss Curve\n",
        "\n",
        "Scikit-learn's `MLPRegressor` stores the loss at each iteration in `loss_curve_`. Plotting this shows us whether training **converged** (loss flattened out) or whether we may need more iterations or a different learning rate."
      ],
      "id": "XgCmTCHzJo6i"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 535
        },
        "id": "n_s2U_lHJo6i",
        "outputId": "20296a28-39c3-4c9c-d35e-b8fcce65ded7"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1400x500 with 2 Axes>"
            ],
            "image/png": 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YM8nZoyulnGPmxgIAAACUg/3MyllHbr7y8gtMjgYAAMD7kZw1W7VYqUYHySiQDswzOxoAAACgzKpWCZHlzPOM7FxTYwEAAPAFJGe9QeHq2f2UNgAAAIDvCrJYZLM607NsCgYAAHBhJGe9QWHd2UPfSHlZ5sYCAAAAlEN4qPNXjAwHK2cBAAAuhOSsN4hsK1VrJhWckg4tNjsaAAAAoMxcyVnKGgAAAFwQyVlvYLH8uXp2H6UNAAAA4LvCrYUrZylrAAAAcCEkZ71FYd3ZgwukfFYZAAAAwDe5krOsnAUAALggkrPeotalUpW6Ul66dHi52dEAAAAAZRIe6twQjJqzAAAAF0Zy1ltYgqSY653P91PaAAAAAL6paihlDQAAAEqK5Kw3KSxtsP8rySgwNxYAAACgDChrAAAAUHIkZ71J9FWSNVLK+UM6tsbsaAAAAIBSs7lWzpKcBQAAuBCSs94kOFSq39/5nNIGAAAA8EGFK2czsylrAAAAcCEkZ71NwzOlDfZ9KRmGubEAAAAApVSVDcEAAABKjOSst6l3rRRcRcraJaVvNjsaAAAAoFTCz5Q1yHTkKb+AxQYAAADnQ3LW21irSXWvcT7f+19zYwEAAABKyXamrIEh6WQOpQ0AAADOh+SsN2p8p/PnrhlSARNaAAAA+I6QIItsocGSKG0AAABwISRnvVHDm6Qq0ZLjoLR/rtnRAAAAAKVit1klSRkOFhoAAACcD8lZbxQcKjUf4ny+fbK5sQAAAAClFFHlTHI2m5WzAAAA50Ny1ls1T5QswdKRlVLab2ZHAwAAAJRYhGvlLMlZAACA8yE5663CG0gxNzqfb59ibiwAAABAKbiSs9mUNQAAADifELMDKGrRokX6+uuv9fvvvysjI0ONGzfWwIEDdfPNN8tisUiSBg4cqHXr1hU7d+HChWrWrFllh+xZLR+T9v1X2j1H6jBRCq1udkQAAADABbnKGrByFgAA4Ly8Kjk7e/ZsNWjQQGPGjFGNGjX0008/6dlnn9Uff/yhxx57zNXu4osv1pNPPul2bkxMTGWH63l1ekiRbaX0zVLye9JFI8yOCAAAALigCJvz1wxqzgIAAJyfVyVnp06dqqioKNfrbt26KS0tTe+++64eeeQRBQU5qzDY7XZ16NDBpCgrkcUitXxUWv+wtGOK1GqYZKESBQAAALzbnytnKWsAAABwPl6V6SuamC3UunVrZWVlKTs724SIvEDsPZLVLmXukA4tNTsaAAAA4ILsZ2rOZlLWAAAA4Ly8Kjl7Nhs2bFB0dLSqVavmOrZu3Tp16NBB7dq10z333KP169ebGKGHWatJTe93Pt/BxmAAAADwfmwIBgAAUDJeVdbgr37++WctXLjQrb5s586ddf311ys2NlZHjhzRzJkzdf/992vOnDnq2LFjme9lGEalrc51OBxuPy/E0vB+2ba9KePAfOUc3SKjaqwHo/N9pe1flA7961n0r2fRv55F/3qWv/avYRiujV/hP9gQDAAAoGS8Njn7xx9/aOTIkeratavuvfde1/Hhw4e7tevZs6cGDBigf//735o+fXqZ75eXl6etW7eW+fyySElJKXHb5uGXKjJ7jdJ/nqgDddgYrCRK078oPfrXs+hfz6J/PYv+9Sx/7N/Q0FCzQ0AF+3PlbC4JeAAAgPPwyuRsRkaGHnroIVWvXl2TJk1ybQR2NuHh4bryyiu1ZMmSct3TarWqefPm5bpGSTkcDqWkpCg2NlY2m61E5wRXHyWtvU3RWQtkv/x1Kbhk5wWisvQvSo7+9Sz617PoX8+ifz3LX/t3586dZocADyisOXu6wJAjN1/hYV75awcAAIDpvG6WlJOTo8TERGVmZuqTTz5RREREpdzXYrEoPDy8Uu5VyGazlfyeTW6SNjeW5eQehR/5Wmp2v2eD8wOl6l+UGv3rWfSvZ9G/nkX/epa/9a+vrajcs2ePZs6cqU2bNmnHjh1q2rSp5s+ff95z1q5d6/ZNsKKaNGmixYsXn7ddv3799Prrr5c/+EoUZg1WaEiQck8XKCM7l+QsAADAOXjVLOn06dN6/PHHlZycrA8//FDR0dEXPCc7O1vff/+92rVrVwkRmigoWGrxiLTxSWn7ZKnpfZKP/TIDAADg63bs2KEVK1aoffv2KigokGEYFzynTZs2+uSTT9yOZWVl6aGHHlKPHj2KtX/ppZfUtGlT1+saNWqUP3AT2G2hOpaZowxHrurW8J9/UAAAAKhIXpWcHTdunJYvX64xY8YoKytLGzdudL0XFxenpKQkzZgxQ3369FGDBg105MgRvfvuuzp69KjefPNN8wKvLE0HS0nPSSd+kVLXSrUuNTsiAACAgNKrVy/17t1bkjRmzBht3rz5gudUq1ZNHTp0cDv2xRdfqKCgQAMGDCjWvkWLFn6x8CDCZj2TnM0zOxQAAACv5VXJ2VWrVkmSJk6cWOy9b7/9VrVr11ZeXp5ef/11paWlyWazqWPHjho3bpzi4+MrO9zKV6WWFHunlDzbuXqW5CwAAEClOt9eCKUxf/58xcbG+vUcNjLcudFbRnauyZEAAAB4L69Kzn733XcXbDNz5sxKiMSLtXzMmZzd+5nU8TXJduHSDwAAAPAex44d05o1a/Twww+f9f0hQ4YoLS1NtWvXVv/+/TVixAhVqVKlkqMsvwjbmeSsg+QsAADAuXhVchYlENVJqtnVWdZg1wyp7dNmRwQAAIBSWLhwofLz84uVNIiIiNCDDz6ozp07KywsTGvWrNGsWbOUnJysadOmlfl+hmEoOzu7vGGXiMPhcP0MD3Xuj5Canl1p94d3KToeAMYDimI8oCh/HQ+GYZRo81uSs76o5WPS6rXSzreluCelIP4YAQAAfMW8efPUpk0bNWnSxO14XFyc4uLiXK+7deumOnXqaPz48UpKSipzCYS8vDxt3bq1XDGXVkpKik5lZUqS9h46oq1bcyr1/vAuKSkpZocAL8J4QFGMBxTlj+MhNDT0gm3I6vmiRrdKv4ySsvdL+76QGt9mdkQAAAAogb179yopKUljx44tUfuEhASNHz9emzdvLnNy1mq1qnnz5mU6t7QcDodSUlIUGxurptnH9P2unQqpUk2tW7eulPvDuxQdDzabzexwYDLGA4piPKAofx0PO3fuLFE7krO+KDhMavGwtHm8tGWiM1lbgmXSAAAAMNe8efMUFBSkfv36Vdo9LRaLwsPDK+1+kmSz2VQzsqok6WRuQaXfH97FZrMxBuDCeEBRjAcU5W/joSQlDSSpYrabReVrNVwKDpdO/Cod+sbsaAAAAFACCxYsUJcuXVSnTp0St5ekdu3aeTIsj7Cf2RAskw3BAAAAzomVs74qrKbUfIi07Q1py0tS/b5mRwQAAOD3HA6HVqxYIUk6cOCAsrKytHjxYklSly5dFBUVpUGDBungwYNaunSp27lbtmzRrl27dP/995/12qNHj1bjxo0VFxfn2hBs9uzZ6t27t28mZ8OtkqQMR57JkQAAAHgvkrO+rPUT0o4p0pEV0tGfpNqXmR0RAACAX0tNTdWIESPcjhW+fv/999W1a1cVFBQoPz+/2Lnz5s1TaGio+vY9+z+qt2jRQvPmzdOsWbOUl5enBg0aaOjQoRoyZEjFf5BKULhyNiOblbMAAADnQnLWl4XHSE3ulXbNlH5/Seo5z+yIAAAA/FpMTIy2bdt23jZz5sw56/Enn3xSTz755DnPS0xMVGJiYrni8yb2cGdyNicvX7mn8xUaEmxyRAAAAN6HmrO+rvX/SbJIB+dLab+ZHQ0AAAAgSaoaFqKgMxthZGRT2gAAAOBsSM76OntLqdGtzue/TzQ3FgAAAOAMi8VSpO4spQ0AAADOhuSsP4gb4/y592Mpc5e5sQAAAABnuOrOkpwFAAA4K5Kz/iCqo1TvWskokLb+P7OjAQAAACRJEbYzK2cpawAAAHBWJGf9RZuxzp/J70qOQ+bGAgAAAIiVswAAABdCctZf1L5Cqt1dKsiV/vcvs6MBAAAAFBl+JjmbTXIWAADgbEjO+guLRYo7s3p2x9tS7glz4wEAAEDAKyxrkOmgrAEAAMDZkJz1J/X7SdXjpdNZ0rbJZkcDAACAAGc/s3I2nZWzAAAAZ0Vy1p8UXT27/U3p9Elz4wEAAEBAs7tWzpKcBQAAOBuSs/6m0S1StWbSqVRp53SzowEAAEAAK1w5m0FZAwAAgLMiOetvgkKkuP9zPv/fa1I+qxQAAABgDrutMDnLnBQAAOBsSM76oyaDJFs9KXu/lPKB2dEAAAAgQBWWNcig5iwAAMBZkZz1R8Fh0kVPOJ9vmSgV5JsbDwAAAAJSYVmDrJzTyi8oMDkaAAAA70Ny1l81T5RCo6TMHdLeT8yOBgAAAAEo4szKWUnKpO4sAABAMSRn/ZW1mnTRKOfzzeNZPQsAAIBKFxwUpGpVQiRR2gAAAOBsSM76s1bDnKtnM7ZJez4yOxoAAAAEoAjXpmCsnAUAAPgrkrP+zGqXWv/d+fy3cVLBaXPjAQAAQMCxu5KzrJwFAAD4K5Kz/q7lY1JYLSlrp5TyodnRAAAAIMBEhjvrzlJzFgAAoDiSs/7OWu3P1bObx0sFTIoBAABQeQrLGqRTcxYAAKAYkrOBoOWjUlhtKStZ2j3H7GgAAAAQQOzhZ8oakJwFAAAohuRsIAipKsU96Xy++UVWzwIAAKDS2G2UNQAAADgXkrOBosXDUpVo6WSKlDzb7GgAAAAQIFwrZ9kQDAAAoBiSs4EiJFyKG+N8vnmClM/kGAAAAJ5np+YsAADAOZGcDSTNEyVbPSl7r5T8rtnRAAAAIABQ1gAAAODcSM4GkhCbFDfW+fz3CVL+KXPjAQAAgN+jrAEAAMC5kZwNNM0fkmwNpOz90q6ZZkcDAAAAP1dY1iAjO0+GYZgcDQAAgHchORtogqtIbQpXz/5Dys8xNx4AAAD4NXu4s6xBgWHo5KnTJkcDAADgXUjOBqJmD0rhMZLjoLRzutnRAAAAwI+FhgQrzBosScpgUzAAAAA3JGcDUXCY1OZp5/MtL0mnHebGAwAAAL8W6ao7y6ZgAAAARZGcDVRNB0vhjSTHIWnnNLOjAQAAgB+z25ylDTLZFAwAAMANydlAFRwqtX3G+XzLROn0SXPjAQAAgN+KOLMpWDplDQAAANyEmB0ATNT0PmdiNitZ2vam1OYpsyMCAADwanv27NHMmTO1adMm7dixQ02bNtX8+fMveF6vXr104MCBYseTkpIUFhbmen348GFNmDBBP/74o6xWq/r06aOxY8eqWrVqFfo5KlvhylnKGgAAALgjORvIgqxS/IvST3dLW16Rmg+VwqLMjgoAAMBr7dixQytWrFD79u1VUFAgwzBKfG7fvn01ePBgt2OhoaGu53l5eXrwwQclSa+99ppycnL08ssv64knntC0ab5dhsp+puZsJitnAQAA3JCcDXSN75C2vCylJTl/dnzZ7IgAAAC8Vq9evdS7d29J0pgxY7R58+YSn1urVi116NDhnO8vWbJEO3bs0MKFC9W0aVNJkt1u1wMPPKCkpCTFx8eXK3Yz2W2FG4KRnAUAACiKmrOBzhIktf+n8/n2t6Ts4l+3AwAAgFNQkOemzytXrlSrVq1ciVlJ6t69u6pXr64VK1Z47L6VwR7uLGuQnk1ZAwAAgKJIzkKq30+qfbmUnyNtHm92NAAAAH5p3rx5atu2rTp27KiHHnpI27Ztc3s/OTnZLTErSRaLRU2aNFFycnJlhlrhClfOZrJyFgAAwA1lDSBZLFL7l6RlV0i7ZkoXjZbsLcyOCgAAwG/06tVL8fHxql+/vvbt26e3335bd911l+bOnauGDRtKkjIyMhQREVHs3MjISKWnp5f53oZhKDs7u8znl4bD4XD7WSgsuECSlHbyVKXFAvOdazwgMDEeUBTjAUX563gwDEMWi+WC7UjOwqnO5VL9/tLBBVLSs9LlH5sdEQAAgN945plnXM8vueQSde/eXQkJCZo5c6ZeeOEFj947Ly9PW7du9eg9/iolJcXt9bE0ZzmDE5nZlR4LzPfX8YDAxnhAUYwHFOWP46Ho5q/nQnIWf2r/T+ngQmnvJ9Lx/5OiLjY7IgAAAL9Up04dderUSb///rvrmN1uV1ZWVrG26enpqlevXpnvZbVa1bx58zKfXxoOh0MpKSmKjY2VzWZzHY9Kd0g/pcpxWmrdunWlxALznWs8IDAxHlAU4wFF+et42LlzZ4nakZzFn2rES43vlPb8R9r0tHTVIrMjAgAACBhNmzbV9u3b3Y4ZhqHdu3ere/fuZb6uxWJReHh4ecMrFZvN5nbPOsHODcFyTxcoyBqmKtbgSo0H5vrreEBgYzygKMYDivK38VCSkgYSG4Lhr+LHS5YQ6dBi6fD3ZkcDAADglw4fPqwNGzaoXbt2rmM9evTQ//73P7ev9K1evVppaWm68sorTYiy4oSHhigkyPkLSkY2m4IBAAAUYuUs3EU0k5oPkXb8W9o4VrrmJ+eGYQAAAJDD4dCKFSskSQcOHFBWVpYWL14sSerSpYuioqI0aNAgHTx4UEuXLpUkzZ8/X8uXL9eVV16pOnXqaN++fXrnnXcUHBys+++/33Xtvn37atq0aRo2bJhGjRolh8OhV155RT179lR8fHzlf9gKZLFYZA8P1fGsU8rIzlWdSP/5yiIAAEB5kJxFcW2fkZJnS6lrpANfSzHXmx0RAACAV0hNTdWIESPcjhW+fv/999W1a1cVFBQoPz/f9X5MTIyOHDmif/7zn8rMzFRERIQuvfRSDR8+XA0bNnS1s1qtmjFjhiZMmKBRo0YpJCREffr00VNPPVU5H87DImxWZ3LWkWd2KAAAAF7Dq5KzixYt0tdff63ff/9dGRkZaty4sQYOHKibb77ZrU7DZ599phkzZujgwYNq0qSJRo4cqauuusrEyP2MrZ7UaoS05SVn7dn6A6Qg6oIBAADExMRo27Zt520zZ84ct9cdOnQoduxcoqOjNWnSpDLH580iw527FWc4KGsAAABQyKtqzs6ePVs2m01jxozR1KlT1aNHDz377LOaMmWKq82CBQv07LPPKiEhQdOnT1eHDh302GOPaePGjeYF7o/i/k8KrSGl/y6lfGh2NAAAAPBxETZncjaT5CwAAICLV62cnTp1qqKiolyvu3XrprS0NL377rt65JFHFBQUpLfeekv9+/fX448/Lkm69NJLtX37dk2ZMkXTp083KXI/FFpdihsjbXxS+u05qfHtUnCY2VEBAADAR9ltVklSejZlDQAAAAp51crZoonZQq1bt1ZWVpays7O1b98+paSkKCEhwa1Nv379tHr1auXm8q/wFarlY84SByf3SDunmR0NAAAAfJidlbMAAADFeFVy9mw2bNig6OhoVatWTcnJyZKkJk2auLVp1qyZ8vLytG/fPjNC9F8h4VLb553PN78o5aabGw8AAAB8lr2w5mw2yVkAAIBCXlXW4K9+/vlnLVy4UE8++aQkKT3dmRy02+1u7QpfF75fFoZhKDs7u8znl4bD4XD76dXq3aEq1V5XUNY25W16UXltxpsd0QX5VP/6IPrXs+hfz6J/PYv+9Sx/7V/DMNw2foX/soc7yxpkOChrAAAAUMhrk7N//PGHRo4cqa5du+ree+/1+P3y8vK0detWj9+nqJSUlEq9X1lFRiaqedYoBe+cpK35VynPWtfskErEV/rXV9G/nkX/ehb961n0r2f5Y/+GhoaaHQIqQWFZA1bOAgAA/Mkrk7MZGRl66KGHVL16dU2aNElBQc7qC5GRkZKkzMxM1a5d26190ffLwmq1qnnz5uWIuuQcDodSUlIUGxsrm81WKfcsF+Mi5Z+aq+BjKxWX+4Fy42eaHdF5+Vz/+hj617PoX8+ifz2L/vUsf+3fnTt3mh0CKkmErXDlLMlZAACAQl6XnM3JyVFiYqIyMzP1ySefKCIiwvVe06ZNJUnJycmu54WvrVarGjZsWOb7WiwWhYeHlz3wMrDZbJV+zzK75F/S4ksUsv9jhbQdLUV1MjuiC/Kp/vVB9K9n0b+eRf96Fv3rWf7Wv5Q0CByRhTVnKWsAAADg4lUbgp0+fVqPP/64kpOTNWPGDEVHR7u937BhQ8XGxmrx4sVuxxcuXKhu3brxlThPiuokxd7jfP7LaMkwzI0HAAAAPqWwrEH2qdM6nV9gcjQAAADewatWzo4bN07Lly/XmDFjlJWVpY0bN7rei4uLU2hoqIYNG6bRo0erUaNG6tq1qxYuXKikpCR98MEH5gUeKNr/Q9r7mXTke+nAfCnmOrMjAgAAgI+oWsUqiyRDztIGUdWqmB0SAACA6bwqObtq1SpJ0sSJE4u99+233yomJkYDBgyQw+HQ9OnT9c4776hJkyaaPHmyOnbsWNnhBp6qjaSLRkpbJkob/y7Vv1YKspodFQAAAHxAcJBF1WxWZTrylJGdR3IWAABAXpac/e6770rU7tZbb9Wtt97q4WhwVnFjpF0zpIxt0s7pUstHzI4IAAAAPiLSFqpMR54y2RQMAABAkpfVnIUPCI2U2r3gfP7b81JuuqnhAAAAwHdEhDu/dcWmYAAAAE4kZ1F6zYdIES2lU8ekLS+bHQ0AAAB8ROGmYOnZrJwFAACQSM6iLIKsUsdXnM+3vS6d3GtuPAAAAPAJhclZyhoAAAA4kZxF2TT4m1Snh5SfI216xuxoAAAA4APslDUAAABwQ3IWZWOxSB1fcz5PmSMd/8XceAAAAOD1ClfOZlDWAAAAQBLJWZRHzUuk2Ludz395QjIMc+MBAACAV7OHk5wFAAAoiuQsyqf9P6SgMOnI99KB+WZHAwAAAC8WYaOsAQAAQFEkZ1E+VRtLFz3ufP7rE1I+qyAAAABwdpGFK2fZEAwAAEASyVlUhDZPSVWipcwd0va3zI4GAAAAXqqw5mwmK2cBAAAkkZxFRbDapfYvOZ//Nl5yHDY3HgAAAHilwrIGmY5cFbBfAQAAAMlZVJCmg6SoS6TTmdKmp8yOBgAAAF6ocEOwAkPKymH1LAAAAMlZVAxLkNTpTEmD5Hel1J/NjQcAAABexxocpPDQEElSZjbJWQAAAJKzqDi1u0mxd0sypA0jJL6qBgAAgL+ICHeWNkhnUzAAAACSs6hgHV6WgsOlYz9Jez4yOxoAAAB4mcJNwTKySc4CAACQnEXFCm8gtTlTc/bX/5NOnzQ3HgAAAHiVwrqzmQ7KGgAAAJCcRcW7aJRUNVZyHJB+n2h2NAAAAPAidpuzrEEGZQ0AAABIzsIDQmzSxa85n2/9f1JWiqnhAAAAwHsUljVIp6wBAAAAyVl4SMyNUvRVUsEp6dfRZkcDAAAAL1G4cpayBgAAACRn4SkWi9TpTckSJO37XDq83OyIAAAA4AUKa86yIRgAAIAUYnYA8GPV20nNh0o7/i1teFy6doMUxJADAAC+a8+ePZo5c6Y2bdqkHTt2qGnTppo/f/55zzly5Ihmz56tVatWae/evYqIiFDnzp01atQoNWjQwNVu7dq1uvfee4ud369fP73++usV/lnMUljWgJqzAAAAJGfhafHjpT0fSWlJ0q7pUouHzY4IAACgzHbs2KEVK1aoffv2KigokGEYFzzn999/19KlS3XzzTerffv2OnHihKZOnapbb71V8+fPV1RUlFv7l156SU2bNnW9rlGjRoV/DjNFhJ/ZECybsgYAAAAkZ+FZYTWlduOlDcOkTc9IjW6XwqIufB4AAIAX6tWrl3r37i1JGjNmjDZv3nzBczp16qRFixYpJOTPqffFF1+snj17au7cuRo8eLBb+xYtWqhdu3YVG7gXYeUsAADAn6g5C89rMVSKbCPlHpeSnjE7GgAAgDILCir99Nlut7slZiWpbt26ioqK0pEjRyoqNJ8ReabmbKYjr0QrjwEAAPwZyVl4XlCIdMlk5/Mdb0upP5sbDwAAgMl2796t1NRUNWvWrNh7Q4YMUevWrdWjRw+9/PLLysnJMSFCz7HbnGUN8vILlJOXb3I0AAAA5qKsASpHdE8p9m4p5UNp/SPSNauloGCzowIAAKh0hmFowoQJqlOnjvr37+86HhERoQcffFCdO3dWWFiY1qxZo1mzZik5OVnTpk0r1/2ys7MrIvQLcjgcbj/PFY81OEh5+QU6nJquOpG2SokNla8k4wGBg/GAohgPKMpfx4NhGLJYLBdsR3IWlafjq9KBedLx9dKuGVKLRLMjAgAAqHSTJk3SmjVrNGPGDIWHh7uOx8XFKS4uzvW6W7duqlOnjsaPH6+kpCTFx8eX6X55eXnaunVrueMujZSUlPO+bwuR8vKlpK071CDSWjlBwTQXGg8ILIwHFMV4QFH+OB5CQ0Mv2IbkLCqPra4U/6K0YYS0aazU8CapSm2zowIAAKg0n376qaZMmaJ//OMf6tat2wXbJyQkaPz48dq8eXOZk7NWq1XNmzcv07ml5XA4lJKSotjYWNls514RG7U+UxlHT6pW3Ri1jmWzWH9V0vGAwMB4QFGMBxTlr+Nh586dJWpHchaVq8UjUvK70omN0sYnpUtnmR0RAABApVi6dKleeOEFDR8+XLfcckul3ddisbit0K0MNpvtvPeMrFpFOnpSpwoqPzZUvguNBwQWxgOKYjygKH8bDyUpaSCxIRgqW1CIdMm/nc+T35WOrjI3HgAAgEqwdu1ajRo1SrfeeqseffTREp+3YMECSVK7du08FZopCjcFy8jONTkSAAAAc7FyFpWvdjep6WApeZZzc7BrNziTtgAAAF7O4XBoxYoVkqQDBw4oKytLixcvliR16dJFUVFRGjRokA4ePKilS5dKknbt2qVHH31UsbGxuv7667Vx40bX9aKiotSoUSNJ0ujRo9W4cWPFxcW5NgSbPXu2evfu7X/J2XBn/bUMR57JkQAAAJirQjNi+/btU25urpo1a1aRl4U/6jBR2v+llJYkbZ8iXTTC7IgAAEAAKO98NTU1VSNGuM9bCl+///776tq1qwoKCpSfn+96f9OmTcrMzFRmZqbuvPNOt3NvvPFGTZw4UZLUokULzZs3T7NmzVJeXp4aNGigoUOHasiQIWWK1ZvZbYXJWVbOAgCAwFam5Oz777+vX3/9Va+//rrr2NixYzV37lxJUuvWrTV9+nTVrFmzQoKEH6pSW2r/krR+qJT0rNT4NslWz+yoAACAn/DUfDUmJkbbtm07b5s5c+a4vb7pppt00003XfDaiYmJSkxMLFU8vurPsgasnAUAAIGtTDVnP/vsM7eJ7A8//KAvv/xSt912m5555hnt379fkydPrrAg4aeaPShFdZZOZ0q/jDY7GgAA4EeYr3q3CFbOAgAASCrjytmDBw+6fRVs0aJFiomJ0bhx4yRJx44d01dffVUxEcJ/BQVLnf8tLeki7fmP1PxBKfoqs6MCAAB+gPmqd4ssrDnLhmAAACDAlWnlrGEYbq9XrVqlHj16uF43aNBAx44dK19kCAw1L5FaDHU+X/+olM8EHQAAlB/zVe9mD3eWNchkQzAAABDgypScjY2N1bJlyyQ5vyJ25MgRt8nuH3/8IbvdXjERwv+1/4cUVlvK2Cpte8PsaAAAgB9gvurdKGsAAADgVKbk7AMPPKBVq1apc+fOevjhh9WsWTNdfvnlrvfXrl2riy66qMKChJ8LrSF1fMX5/Ldx0sk95sYDAAB8HvNV72Y/k5x15OYr93S+ydEAAACYp0w1Z/v376/q1atrxYoVstvtuuuuuxQS4rxUWlqaIiMjdf3111dooPBzTe6Vds2Sjv7gLG9w5TzJYjE7KgAA4KOYr3q3qlVCFGSxqMAwlOnIU82IYLNDAgAAMEWZkrOS1L17d3Xv3r3Y8erVq7PzLUrPEiR1mSYtai8dXCDt/UxqfJvZUQEAAB/GfNV7BVksirBZlZ6dq4zsXNWMqGJ2SAAAAKYoU1mDs3E4HPrvf/+r//znPzpw4EBFXRaBJLK1FPeU8/mG4VLuCXPjAQAAfoX5qnex25ybgqVTdxYAAASwMq2cfeqpp5SUlKT58+dLknJzc3Xbbbdpx44dkqSIiAi99957iouLq7hIERjajJX2fixlbJN+fVLq+o7ZEQEAAB/EfNX72cNDpdSTyszOMzsUAAAA05Rp5ezatWvVp08f1+v58+drx44devXVVzV//nzVqlWLr4qhbILDpC7Tnc93TZeOrDQ3HgAA4JOYr3q/wk3BMlg5CwAAAliZkrPHjh1TgwYNXK+XLVumtm3basCAAWrevLluu+02JSUlVViQCDB1rpCaD3E+XzdEyj9lbjwAAMDnMF/1fvZwZ1mDDAcrZwEAQOAqU3LWZrMpMzNTknT69GmtW7dOl19+uev9qlWrut4HyqTDy1KVus7yBr+/ZHY0AADAxzBf9X6ulbPZrJwFAACBq0zJ2TZt2ujTTz/Vli1b9Pbbb+vkyZPq1auX6/29e/eqZs2aFRYkAlBodemSt5zPt/xTSt9qajgAAMC3MF/1fhGUNQAAAChbcvbxxx/X8ePHdfPNN2vy5Mm65pprFB8f73p/6dKluvjiiyssSASohrdI9QdIBXnO8gZGgdkRAQAAH8F81ftFUtYAAABAIWU5qV27dlq0aJF++eUX2e12denSxfVeRkaG7rrrLrdjQJlYLFLnKdKC5dLRH6VdM/6sRQsAAHAezFe9X2FZg0zKGgAAgABWpuSsJEVFRal3797Fjtvtdg0aNKhcQQEuVRtJ8f+Qfnlc+vX/pAbXSbZ6ZkcFAAB8APNV7xYR7kzOplPWAAAABLAyJ2clad26dfr+++918OBBSVL9+vV11VVXqXPnzhUSHCBJavmYlPKhdHy9tGGEdPmnZkcEAAB8BPNV72W3nSlrkE1ZAwAAELjKlJzNzc3VE088oWXLlskwDNntdknOr4i9++676tOnj1577TVZrdYKDRYBKihY6jpdWtxJ2vuZtH+eFHOd2VEBAAAvxnzV+0WeWTl7MidP+QWGgoMsJkcEAABQ+cq0IdiUKVO0dOlS3X///frxxx+1bt06rVu3TqtWrdLgwYP1zTffaMqUKaW+7p49e/Tcc8/p+uuvV1xcnAYMGFCszcCBA9WqVatij127dpXlo8BX1GgvtR7tfP7zI1JuurnxAAAAr+ap+SoqTsSZlbOGpKwcVs8CAIDAVKaVs/PmzdONN96o//u//3M7XrNmTf39739Xamqqvv76az3++OOluu6OHTu0YsUKtW/fXgUFBTIM46ztLr74Yj355JNux2JiYkp1L/igts9Jez+XsnZKv/5d6vqO2REBAAAv5an5KipOcFCQqoaF6OSp00rPznWtpAUAAAgkZVo5e/ToUcXHx5/z/fj4eB09erTU1+3Vq5dWrFiht956S23atDlnO7vdrg4dOrg9wsLCSn0/+JiQcOnSmc7nu6ZLh5aaGw8AAPBanpqvomLZzyRkM9kUDAAABKgyJWfr1q2rdevWnfP99evXq27duqUPJqhM4SCQ1OkhtRzmfL72QSkv09x4AACAV/LUfBUVy25zJmfZFAwAAASqMmVDb7jhBi1atEjPPfeckpOTlZ+fr4KCAiUnJ+v555/X4sWLdeONN1Z0rC7r1q1Thw4d1K5dO91zzz1av369x+4FL9ThJalqEyl7r/Tr/124PQAACDhmz1dRMvZwZ93ZDFbOAgCAAFWmmrNDhw7Vvn379Omnn+qzzz5zrXgtrBN74403aujQoRUaaKHOnTvr+uuvV2xsrI4cOaKZM2fq/vvv15w5c9SxY8cyX9cwDGVnZ1dgpOfmcDjcfqK0LArqMEVVVvWTdr6tnOjrVFC7p+td+tez6F/Pon89i/71LPrXs/y1fw3DkMViqfDrmjlfRcn9uXKW5CwAAAhMZUrOBgcHa+LEibrvvvu0cuVKHThwQJLUoEED9ejRQxdddFGFBlnU8OHD3V737NlTAwYM0L///W9Nnz69zNfNy8vT1q1byxteqaSkpFTq/fxLHTWsfovqpP1XlnUPaVvsxyoICndrQf96Fv3rWfSvZ9G/nkX/epY/9m9oaMVvBGXmfBUlV1hzNsNBWQMAABCYypScLXTRRReddWK7YsUKLVu2TC+++GJ5Ll8i4eHhuvLKK7VkyZJyXcdqtap58+YVFNX5ORwOpaSkKDY2VjabrVLu6ZeaT1bBd+sU5tirtqc/VF77f0mifz2N/vUs+tez6F/Pon89y1/7d+fOnR69vjfMV3FudhtlDQAAQGArV3L2XLZs2aL//ve/PjXZtVgsCg8Pv3DDCmSz2Sr9nv4lXOo2S/qut6y7p8na9A4puqfrXfrXs+hfz6J/PYv+9Sz617P8rX89UdKgJHxxvuqPIs6UNcikrAEAAAhQZdoQzJtkZ2fr+++/V7t27cwOBWaoe7XUfIjz+doHpNMnzY0HAAAAJVa4cjadsgYAACBAeWTlbFk5HA6tWLFCknTgwAFlZWVp8eLFkqQuXbooOTlZM2bMUJ8+fdSgQQMdOXJE7777ro4ePao333zTzNBhpo7/Tzq4SMpKljY+JcW9ZHZEAAAAKIHIcDYEAwAAgc2rkrOpqakaMWKE27HC1++//77q1q2rvLw8vf7660pLS5PNZlPHjh01btw4xcfHmxEyvIHVLnWZLn1/rbT9LQXVGSApyuyoAAAAcAGusgasnAUAAAHKq5KzMTEx2rZt23nbzJw5s5KigU+p31dq9oC0a6ZCf31YlvrvmR0RAAAALsAe/ueGYIZhmFaDGAAAwCwlTs4OHTq0xBfdu3dvmYIByqXja9KhJQo6uUsNjk2RNMPsiAAAQCWqjPnqnj17NHPmTG3atEk7duxQ06ZNNX/+/AueZxiGpk+frv/85z86fvy4WrdurbFjx6pDhw5u7Q4fPqwJEyboxx9/lNVqVZ8+fTR27FhVq1atTPF6O/uZlbP5BYayT51W1SpWkyMCAACoXCVOzm7fvr1UF65Xr16pgwHKJTRS6vKO9H0/RZ/4SDlH75Ea9zM7KgAAUEkqY766Y8cOrVixQu3bt1dBQYEMwyjRedOnT9dbb72l0aNHq1WrVvrwww81ePBgffXVV2rYsKEkKS8vTw8++KAk6bXXXlNOTo5efvllPfHEE5o2bVqpY/UFYdZghVmDdSovXxmOPJKzAAAg4JQ4Ofvdd995Mg6gYtRPUF7sYFlTZin0l0Sp3m9SaHWzowIAAJWgMuarvXr1Uu/evSVJY8aM0ebNmy94zqlTpzRt2jQNHjxY9913nySpU6dOuvbaazVz5ky98MILkqQlS5Zox44dWrhwoZo2bSpJstvteuCBB5SUlOS3eyzYbVYdzctXhiNX9WqEmx0OAABApQoyOwCgouW1fUk51hgFOfZLPw8zOxwAAOBHgoJKP33+5ZdflJWVpYSEBNex0NBQ9enTRytXrnQdW7lypVq1auVKzEpS9+7dVb16da1YsaJ8gXuxwtIGGdm5JkcCAABQ+UjOwv+EVFNKvfEyFCSlfCDt/czsiAAAQABLTk6WJLekqyQ1a9ZMBw8eVE5OjqvdX9tYLBY1adLEdQ1/FFG4KRjJWQAAEIBKXNYA8CUnbfE63XK0rNtfkdYNlWp1l8Lrmx0WAAAIQBkZGQoNDVVYWJjbcbvdLsMwlJ6eripVqigjI0MRERHFzo+MjFR6enqZ728YhrKzs8t8fmk4HA63nyVRLTRYknQs42SlxYnKUZbxAP/FeEBRjAcU5a/jwTAMWSyWC7YjOQu/lXfRWFmPLpNO/CKtHSz1XCSV4C8FAACAP8nLy9PWrVsr9Z4pKSklbpvnyJIk7d53SFttWR6KCGYqzXiA/2M8oCjGA4ryx/EQGhp6wTYkZ+G/gkKly+ZIiztJh5ZIO9+WWjxsdlQAACDA2O125ebm6tSpU26rZzMyMmSxWBQZGelql5VVPDmZnp6uevXqlfn+VqtVzZs3L/P5peFwOJSSkqLY2FjZbLYSnfPr8WSt3btHYVUj1bp1Kw9HiMpUlvEA/8V4QFGMBxTlr+Nh586dJWpHchb+LTJOaj9R+uVx6ZcnpOirJXtLs6MCAAABpLCO7O7du3XRRRe5jicnJ6t+/fqqUqWKq9327dvdzjUMQ7t371b37t3LfH+LxaLw8PAyn18WNputxPesaa8qScrOMyo9TlSO0owH+D/GA4piPKAofxsPJSlpIJViQ7DU1FTl5pasSP/x48e1fv36kl4a8KxWw5xJ2XyHtHqgVHDa7IgAAIAHeOt89eKLL1a1atW0aNEi17G8vDx988036tGjh+tYjx499L///c/tK32rV69WWlqarrzyykqJ1QyR4c6v+2U42BAMAAAEnhInZy+//HItWbLE9TozM1P9+vXTpk2birX98ccfde+991ZMhEB5WYKkbrMla3UpdZ30+z/NjggAAHhAZcxXHQ6HFi9erMWLF+vAgQPKyspyvT5+/LgkadCgQerTp4/rnLCwMCUmJmrWrFl67733tHr1aj3xxBNKS0vTAw884GrXt29ftWjRQsOGDdPy5cu1cOFCPfXUU+rZs6fi4+NLHauviLBZJUmZ2XkmRwIAAFD5SlzWwDAMt9enT59WcnIyO6rCN4THSJ2nSD/dLW0eL9VPkGp2NjsqAABQgSpjvpqamqoRI0a4HSt8/f7776tr164qKChQfn6+W5uHHnpIhmFo1qxZOn78uFq3bq2ZM2eqYcOGrjZWq1UzZszQhAkTNGrUKIWEhKhPnz566qmnKix+b2Q/s3I2nZWzAAAgAFFzFoGj8Z3S/q+lvZ9IP90jJfwqhfhPLRMAAOB5MTEx2rZt23nbzJkzp9gxi8WixMREJSYmnvfc6OhoTZo0qVwx+ppImzM5m5lNchYAAASeEpc1AHyexSJ1/rdkqy9lbnduEAYAAABTRYQ7yxqcOl2gU3n5F2gNAADgX0jOIrCERUmXznY+3/m2tO9LU8MBAAAIdOGhIQoOcu5mzKZgAAAg0JSqrIHD4VBaWpokKT09XZJ08uRJ17FC1KGFV6vXR2r9d2nr/5PWPiBFXSJVbXjh8wAAgNdjvup7LBaL7LZQnTh5ShnZuaptt5kdEgAAQKUpVXL2+eef1/PPP+92bNiwYcXaGYYhi8VSvsgAT4qfIB1eLh3/2blJ2NXLpaBgs6MCAADlxHzVN9nDrc7krCPP7FAAAAAqVYmTs4899pgn4wAqV3Co1P0jaVFH6egP0u//kNo9Z3ZUAACgHJiv+i77mU3BMtgUDAAABBiSswhcEc2lzlOl1QOlzeOk6F5SncvNjgoAAJQR81XfZbc5NwVj5SwAAAg0bAiGwNbkHil2oGQUSD/dJeWeMDsiAACAgBMRzspZAAAQmEqcnD169KjWr1+vkydPuh3Py8vTm2++qd69e6t9+/a68cYb9e2331Z4oIDHdJ4iVWsuZe+T1j4kGYbZEQEAgDJgvuq7IgvLGjhIzgIAgMBS4uTsO++8oxEjRshqtbodf/nll/X2228rIyNDzZs31+7duzV8+HCtX7++woMFPMIa4aw/awmR9n0u7ZpudkQAAKAMmK/6rohw559ZJmUNAABAgClxcnb9+vW66qqrFBoa6jp2/Phx/ec//1GzZs20bNkyff7551qwYIFq1KihWbNmeSRgwCNqXiJ1eMn5fMPjUvoWU8MBAAClx3zVd9lZOQsAAAJUiZOzhw4dUosWLdyOLV++XAUFBRo8eLDsdrskqUGDBrr55puVlJRUsZECnnbRKKnuNVK+Q1p1h5SfY3ZEAACgFJiv+q7C5Gw6NWcBAECAKXFyNjc3V+Hh4W7Hfv75Z1ksFnXr1s3teMOGDZWenl4xEQKVxRIkdXtPqlJHSvtN+vXvZkcEAABKgfmq77JT1gAAAASoEidnY2JitHXrVrdja9euVf369VWvXj2349nZ2apevXqFBAhUKltd6dL3nM+3T5b2fWluPAAAoMSYr/ouV1kDVs4CAIAAU+LkbJ8+fTR37lwtXLhQhw4d0tSpU3Xw4EElJCQUa7tp0ybFxMRUaKBApal/rdR6tPP5mvukzF2mhgMAAEqG+arvsoc7k7MnT53W6fwCk6MBAACoPCElbfjggw9q+fLlGjVqlCwWiwzDUJMmTTR06FC3didOnNB3332nBx54oMKDBSpN+39KR3+Sjv0k/XirdM1PUnAVs6MCAADnwXzVd1WrYpVFkiFnaYMa1cLMDgkAAKBSlDg5Gx4ers8++0xLly7Vvn371KBBA/Xu3VthYe4Tp8OHD2vYsGHq27dvhQcLVJogq3T5J9KijtKJX6UNI6Qu08yOCgAAnAfzVd8VHGRRNZtVmY48ZThySc4CAICAUeLkrCSFhISc9WthRV100UW66KKLyhUU4BXCY6TLPpSWXyvtfEeqfYXU5B6zowIAAOfBfNV32W2hZ5KzbAoGAAACR4lrzgIBqd41Uttnnc/XJUrpW8yNBwAAwE/ZbVZJbAoGAAACS4lXzv61VteFWCwWTZ06tdQBAV6n7XPO2rN/LJN+uEXqu06yVjM7KgAA8BfMV31b4aZgGQ6SswAAIHCUODn7/fffKywsTLVq1ZJhGBdsb7FYyhUY4DWCgp3lDRZ1lDK2SuuHSt3mSIxxAAC8CvNV32a3nUnOZlPWAAAABI4SJ2ejo6N1+PBh1ahRQwMGDFD//v1Vu3ZtT8YGeI8qdaTun0jf9pRSPnTWn22RaHZUAACgCOarvi0i3FnWIJOVswAAIICUuObsihUr9P777ysuLk5Tp05Vz549dd999+nzzz9XVlaWJ2MEvEOdy6X2LzmfbxguHf/F3HgAAIAb5qu+rXDlbDo1ZwEAQAAp1YZgXbp00fjx4/Xjjz/qzTffVPXq1fXiiy/qsssu02OPPabFixcrN5fJFPxY6yekBtdJBbnO+rO5aWZHBAAAimC+6rsiXTVnKWsAAAACR6mSs4WsVqt69+6tN954Q6tWrdL48eN17NgxjRw5UtOnT6/oGAHvYQmSur0nVY2VTu6W1twvlaCmHQAAqFzMV31PhI2yBgAAIPCUKTlbKDc3Vz/++KO+/fZbbdmyRWFhYWrQoEFFxQZ4p9Aa0uWfSUGh0v650paJZkcEAADOgfmq7/hzQzCSswAAIHCUeEOwQgUFBVq1apUWLFigZcuWKScnR926ddOLL76oPn36KDw83BNxAt6l5iXSJZOldUOkTU9LNTpI9RPMjgoAAIj5qq+yn1k5S1kDAAAQSEqcnP3ll180f/58LV68WGlpaWrfvr1GjhyphIQERUVFeTJGwDs1f0g6/rO08x1p1V3SteuliOZmRwUAQMBivurb7GdqzmY6clVgGAqyWEyOCAAAwPNKnJy96667VKVKFfXo0UMDBgxwfR3s0KFDOnTo0FnPadOmTcVECXirTm9Jab9Jx1ZLK2+QrlkjWauZHRUAAAGJ+apvK0zOFhjSyZzTrhq0AAAA/qxUZQ1ycnL0zTffaOnSpedtZxiGLBaLtm7dWq7gAK8XHCZd/l9pcScp/XfnBmGXfyqx0gMAAFMwX/Vd1uAg2UKD5cjNV4Yjl+QsAAAICCVOzr700kuejAPwXeH1pSs+l77tKe37r7TlZanNGLOjAgAg4DBf9X12W6gcuQ5lZOeqQVRVs8MBAADwuBInZ2+88UZPxgH4ttqXSZ0mSeuHSpueOrNB2LVmRwUAQEBhvur77OGhOpzuUIYj1+xQAAAAKkWpyhoAOI8WidLxDdKu6dKqO6Vrf5YimpkdFQAAqEC7du3ShAkT9Ouvv6pq1aq6/vrr9fjjjys0NPSc56xdu1b33nvvWd9r0qSJFi9efN52/fr10+uvv14xH8DL2c+UMsjIzjM5EgAAgMpBchaoSJdMcm4QlrrmzAZhq9kgDAAAP5Genq5BgwYpNjZWkyZN0uHDhzVx4kTl5OToueeeO+d5bdq00SeffOJ2LCsrSw899JB69OhRrP1LL72kpk2bul7XqFGj4j6El4uwOZPcmaycBQAAAYLkLFCRgsOc9WcXd5LSN0trH5C6f8wGYQAA+IGPP/5YJ0+e1OTJk1W9enVJUn5+vsaNG6fExERFR0ef9bxq1aqpQ4cObse++OILFRQUaMCAAcXat2jRQu3atavo8H2CPdy5cjY9m+QsAAAIDEFmBwD4nfD60hX/lYKs0t5Ppa2vmB0RAACoACtXrlS3bt1ciVlJSkhIUEFBgVatWlWqa82fP1+xsbGKj4+v4Ch9W+SZlbMZDsoaAACAwEByFvCE2t2lTm85n28cK+2fZ248AACg3JKTk93KDUiS3W5X7dq1lZycXOLrHDt2TGvWrDnrqllJGjJkiFq3bq0ePXro5ZdfVk5OTrni9iUR4ZQ1AAAAgYWyBoCnNE+UTmySdr4t/XSX1GeVVIPVMQAA+KqMjAzZ7fZixyMjI5Wenl7i6yxcuFD5+fnFkrMRERF68MEH1blzZ4WFhWnNmjWaNWuWkpOTNW3atDLHbRiGsrOzy3x+aTgcDrefpVUlyJAkncjKqbSY4TnlHQ/wL4wHFMV4QFH+Oh4Mw5ClBGUuvSo5u2fPHs2cOVObNm3Sjh071LRpU82fP79Yu88++0wzZszQwYMH1aRJE40cOVJXXXWVCRED52GxSJe8JWXukA5/K624Tuq7VrLVNTsyAABgonnz5qlNmzZq0qSJ2/G4uDjFxcW5Xnfr1k116tTR+PHjlZSUVOYSCHl5edq6dWu5Yi6tlJSUMp134ugpSdKxtKxKjxmeU9bxAP/EeEBRjAcU5Y/jITQ09IJtvCo5u2PHDq1YsULt27dXQUGBDMMo1mbBggV69tlnNXToUF166aVauHChHnvsMX344YfFNloATBdkla74TFpyqZS5XVp5g3T1cinEZnZkAACglOx2uzIzM4sdT09PV2RkZImusXfvXiUlJWns2LElap+QkKDx48dr8+bNZU7OWq1WNW/evEznlpbD4VBKSopiY2Nls5V+vhMalSmt/1m5RpBat27tgQhRmco7HuBfGA8oivGAovx1POzcubNE7bwqOdurVy/17t1bkjRmzBht3ry5WJu33npL/fv31+OPPy5JuvTSS7V9+3ZNmTJF06dPr8xwgZIJrSFdOV/6pquUulZa+4B02YfOlbUAAMBnNG3atFht2czMTB09erRYLdpzmTdvnoKCgtSvXz9PhHhWFotF4eHhlXY/SbLZbGW6Z50azp+ZjtOy2Wwl+iogvF9ZxwP8E+MBRTEeUJS/jYeSzmO8akOwoKDzh7Nv3z6lpKQoISHB7Xi/fv20evVq5eaycQC8lL2FdMUXkiVE2vORtPlFsyMCAACl1KNHD/3000/KyMhwHVu8eLGCgoLUvXv3El1jwYIF6tKli+rUqVPi9pLUrl270gfsg+xnNgTLyy/Qqbx8k6MBAADwPK9aOXshhSsV/lqfq1mzZsrLy9O+ffvUrFkzM0IDLiy6p9R5qrTuIem35yX7RVLj28yOCgAAlNAdd9yhOXPm6NFHH1ViYqIOHz6sV155RXfccYeio6Nd7QYNGqSDBw9q6dKlbudv2bJFu3bt0v3333/W648ePVqNGzdWXFyca0Ow2bNnq3fv3gGTnK1iDZY1OEh5+QVKz85VlVCf+nUFAACg1HxqtlO4C+5fd8ktfF2aXXL/ypd2scX5eXX/1r9L1mZJsu6aJGP1IJ0KqauCGpeYHVWpeHX/+gH617PoX8+ifz3LX/u3pLvYeoPIyEi99957evHFF/Xoo4+qatWquuWWWzRy5Ei3dgUFBcrPL77qc968eQoNDVXfvn3Pev0WLVpo3rx5mjVrlvLy8tSgQQMNHTpUQ4YM8cjn8UYWi0X2cKtSM08pw5Gn6OpmRwQAAOBZPpWc9SRf2sUWJeO1/Rt8j5pV3ajqJ39Q8I83aXvj95RnrWt2VKXmtf3rJ+hfz6J/PYv+9Sx/7N+S7GLrLZo1a6bZs2eft82cOXPOevzJJ5/Uk08+ec7zEhMTlZiYWJ7w/ILdFnomOUvJMgAA4P98KjlbuAtuZmamateu7TpeWPerpLvkno0v7WKL8/OJ/m3xmQp+uFrWjN/VNvUp5VyxVAqpZnZUJeIT/evD6F/Pon89i/71LH/t35LuYovAEWGzSpIysknOAgAA/+dTydnCXXCTk5PddsRNTk6W1WpVw4YNy3xtX9rFFiXj3f0bLl21QFrSRUHpSQr/9SHnhmFBwWYHVmLe3b++j/71LPrXs+hfz/K3/vWVkgaoPJFnNgXLcOSZHAkAAIDnBZkdQGk0bNhQsbGxWrx4sdvxhQsXqlu3bj71lThAVRtLV8yVgsKkA19LG4ZJhmF2VAAAAKaKsDnn9JmsnAUAAAHAq1bOOhwOrVixQpJ04MABZWVluRKxXbp0UVRUlIYNG6bRo0erUaNG6tq1qxYuXKikpCR98MEHZoYOlE3tbtJlH0o/3irtmCqFN5LajDE7KgAAANPYC8sasHIWAAAEAK9KzqampmrEiBFuxwpfv//+++ratasGDBggh8Oh6dOn65133lGTJk00efJkdezY0YyQgfJrdLPU6Q1pwwhp01gpPEZqco/ZUQEAAJjCfqasQTorZwEAQADwquRsTEyMtm3bdsF2t956q2699dZKiAioJK2GSyf3Sv97TVo7WLLVk+pebXZUAAAAlc5eWNbAQXIWAAD4P5+qOQv4tY6vSI1ulwrypJU3Sic2mR0RAABApbOHU9YAAAAEDpKzgLewBEnd3pPqXCmdzpS+7yed3Gd2VAAAAJWqcOVsBitnAQBAACA5C3iT4DCpx5dSZJzkOCh9nyDlppkdFQAAQKVxJWepOQsAAAIAyVnA24TWkHoukmz1pfTfpZU3SPmnzI4KAACgUhRuCObIzVdefoHJ0QAAAHgWyVnAG1VtJPVcKIVESEdWSGvukwx+OQEAAP6vapUQBVmcz1k9CwAA/B3JWcBb1Wgv9fhCsoRIez6WfnlCMgyzowIAAPCoIItFEWdKG2SyKRgAAPBzJGcBb1a3t3Tpu87n296Qfv+HqeEAAABUhgibVZKUzspZAADg50jOAt6uyT3SxW84nyc9K22bbGo4AAAAnhZ5pu5shoPkLAAA8G8kZwFfcNEIqe3zzucbhkm7PzQ3HgAAAA+irAEAAAgUJGcBX9HueanlMOfzNYOk/fPMjQcAAMBD7GfKGrAhGAAA8HckZwFfYbFInd6QYgdKRr606jbp8AqzowIAAKhwhWUN0ilrAAAA/BzJWcCXWIKkS2dKDf4m5edIK66Tjm8wOyoAAIAK5SprkE1ZAwAA4N9IzgK+JsgqXf6JVKendDpTWn6tlP4/s6MCAACoMPbwM2UNWDkLAAD8HMlZwBcFV5Gu/EqKukQ6dUxa3kc6udfsqAAAACqE/czKWZKzAADA35GcBXyV1S71XCTZL5Ky90vf9ZEch82OCgAAoNzsZ2rOZlDWAAAA+DmSs4Avq1JL6rVUqtpYytwufddLyjlidlQAAADlYrdR1gAAAAQGkrOArwuPkXp9K9kaSOlbpO96SznHzI4KAACgzArLGmQ58pRfYJgcDQAAgOeQnAX8QUQz6ervJFs9Ke03Zw3aU8fNjgoAAKBMIs6snDUkncyhtAEAAPBfJGcBf2FvKfX6TqoSLZ3Y6KxBm3vC7KgAAABKLSQ4SFXDQiRJ6dmUNgAAAP6L5CzgTyIvcpY4CKstnfhF+q6vlJtudlQAAACl5toUjLqzAADAj5GcBfxN9TbS1d9KYTWl4+ul5ddKeRlmRwUAAFAqhaUNMh2UNQAAAP6L5Czgj6q3k3otk0JrSKlrpO/7SXlZZkcFAABQYoWbglHWAAAA+DOSs4C/qtHBmaC1VpeOrpJW9JdOnzQ7KgAAgBKJpKwBAAAIACRnAX8WdbHU6xvJapeOrJRWXEeCFgAA+ARXWYNsyhoAAAD/RXIW8Hc1O0tXLZFCIqTDy6lBCwAAfEJhWQNWzgIAAH9GchYIBLUuPbOCNlI6+qP0bW/p1HGzowIAwOfs2rVL999/vzp06KDu3bvrlVdeUW7uhZOHvXr1UqtWrYo9Tp065dbu8OHDGjZsmDp27KguXbro6aefVlZWYNaNt4c7V85mUHMWAAD4sRCzAwBQSWpdKl39nbT8Gun4eunbq6ReS6UqdcyODAAAn5Cenq5BgwYpNjZWkyZN0uHDhzVx4kTl5OToueeeu+D5ffv21eDBg92OhYaGup7n5eXpwQcflCS99tprysnJ0csvv6wnnnhC06ZNq9gP4wP+XDlLWQMAAOC/SM4CgSTqYunqFdJ3V0tpSdKyns5Nw8Lrmx0ZAABe7+OPP9bJkyc1efJkVa9eXZKUn5+vcePGKTExUdHR0ec9v1atWurQocM531+yZIl27NihhQsXqmnTppIku92uBx54QElJSYqPj6+oj+IT7GwIBgAAAgBlDYBAU72N1HulFB4jZWyVlvWQTu4xOyoAALzeypUr1a1bN1diVpISEhJUUFCgVatWVcj1W7Vq5UrMSlL37t1VvXp1rVixotzX9zX2wg3BWDkLAAD8GMlZIBDZW0q9f5CqNpGydklLe0iZO82OCgAAr5acnOyWOJWcK1tr166t5OTkC54/b948tW3bVh07dtRDDz2kbdu2XfD6FotFTZo0KdH1/U3EmbIG6dm5MgzD5GgAAAA8g7IGQKCqFiv1+cFZ4iBjm3MFba9vpcjWZkcGAIBXysjIkN1uL3Y8MjJS6enp5z23V69eio+PV/369bVv3z69/fbbuuuuuzR37lw1bNjQdf2IiIgyXf98DMNQdnZ2mc8vDYfD4fazPKzKlyTlFxhKTctUeBi/uviaihwP8H2MBxTFeEBR/joeDMOQxWK5YDtmOEAgC2/grEG7vI+U9pu07ErnJmE12psdGQAAfuWZZ55xPb/kkkvUvXt3JSQkaObMmXrhhRc8eu+8vDxt3brVo/f4q5SUlAq5jjVIyiuQft28VVHh/OriqypqPMA/MB5QFOMBRfnjeCi6+eu5MMMBAp0tWrp6ufTdNdKJX5wJ2ivnSXWuMDsyAAC8it1uV2ZmZrHj6enpioyMLNW16tSpo06dOun33393u35WVtZZr1+vXr3SB3yG1WpV8+bNy3x+aTgcDqWkpCg2NlY2m63c17OvPKHUrFOKbtBYzesWX7UM71bR4wG+jfGAohgPKMpfx8POnSUrH0lyFoAUVlO6+ltpxQDp6Cpp+TVS94+lmOvNjgwAAK/RtGnTYrVfMzMzdfTo0WK1Yst6/e3bt7sdMwxDu3fvVvfu3ct8XYvFovDw8PKGVyo2m61C7lm9aphSs07pVEFQpX8GVJyKGg/wD4wHFMV4QFH+Nh5KUtJAYkMwAIVCq0tXfSM1uE7Kz5F+uEnaOcPsqAAA8Bo9evTQTz/9pIyMDNexxYsXKygoqNTJ08OHD2vDhg1q166d2/X/97//uX2lb/Xq1UpLS9OVV15Z7vh9UUS4VZKU6cgzORIAAADPIDkL4E8h4dIVX0hNB0tGgbTuIWnzPyR2SAYAQHfccYeqVq2qRx99VD/++KM+//xzvfLKK7rjjjsUHR3tajdo0CD16dPH9Xr+/Pl64okn9PXXX2vNmjX67LPPdM899yg4OFj333+/q13fvn3VokULDRs2TMuXL9fChQv11FNPqWfPnoqPj6/Uz+ot7DZnnbYMR67JkQAAAHgGZQ0AuAsKkbrOkGx1pd//KSU9I+X8IV38hhQUbHZ0AACYJjIyUu+9955efPFFPfroo6patapuueUWjRw50q1dQUGB8vPzXa9jYmJ05MgR/fOf/1RmZqYiIiJ06aWXavjw4WrYsKGrndVq1YwZMzRhwgSNGjVKISEh6tOnj5566qlK+4zexm5zrpzNyGblLAAA8E8kZwEUZ7FI7f8hVYmWNoyQtk+Wco5I3d43OzIAAEzVrFkzzZ49+7xt5syZ4/a6Q4cOxY6dS3R0tCZNmlTW8PyOPZyVswAAwL9R1gDAubUaLl32kRRklfZ+Kn3fT8rLuPB5AAAAFcBV1iCb5CwAAPBPJGcBnF/sHVLPhVJINenwd6ry47UKOZ1qdlQAACAAuMoasCEYAADwUyRnAVxY3d7S1culsNoKSt+ki/beL0vGVrOjAgAAfq6wrEEmZQ0AAICfIjkLoGRqXiL1WaWCqk0VlndQVVb2kg4tNTsqAADgxwqTs+mUNQAAAH6K5CyAkrO3UE6P5cqytZfldIb0fYK0c7rZUQEAAD/lqjlLWQMAAOCnSM4CKJ2wWtoeM1WnY26XjHxp3RDp1/+TjAKzIwMAAH6msObsqbx85Z7ONzkaAACAikdyFkCpGUGhyu00U2r3gvPA1v8n/XCLdDrb1LgAAIB/CQ8LUXCQRZKUkc3qWQAA4H9IzgIoG4tFave81O0DKShU2v+ltOxKyXHI7MgAAICfsFgsrtIG1J0FAAD+iOQsgPJpcrfU61sprKZ0/GdpSVfpRJLZUQEAAD8Rcaa0QaaD5CwAAPA/JGcBlF+dy6Vr1kr2VlL2Pmlpd+nAfLOjAgAAfsAezqZgAADAf5GcBVAxIppJ16yWoq+STmdJK/4m/fYiG4UBAIByKdwUjLIGAADAH5GcBVBxQmtIPRdLLR6RZEi/PSf9cLOUl2l2ZAAAwEcVrpylrAEAAPBHPpec/eKLL9SqVatij1dffdXs0ABIUnCo1HmK1HXGmY3C5krfXCpl7DA7MgAA4IMKNwSjrAEAAPBHIWYHUFYzZsxQRESE63V0dLSJ0QAoptkDUmRb6YebpPQt0pLO0mX/kRr0MzsyAADgQwrLGmRQ1gAAAPghn03OtmnTRlFRUWaHAeB8anWVrt3gLG1w7CdpxQCp/QQpbqxksZgdHQAA8AF/bghGchYAAPgfnytrAMDH2OpKVy+Xmg+VZEibnpZ+vFXKyzI7MgAA4ANcZQ2yKWsAAAD8j88mZwcMGKDWrVvr6quv1rRp05Sfn292SADOJThU6jJV6vKOFGSV9n1+pg7tNrMjAwAAXs4efqasAStnAQCAH/K5sga1a9fWsGHD1L59e1ksFn333Xd64403dPjwYT333HNlvq5hGMrOzq7ASM/N4XC4/UTFon89q1z9W/9uBV3eXKHr7lJQ+u8yFnVSbodJym94ewVH6bsYv55F/3oW/etZ/tq/hmHIQqkbnEfEmZWzmSRnAQCAH/K55OwVV1yhK664wvX68ssvV1hYmN577z0NHTpUderUKdN18/LytHXr1ooKs0RSUlIq9X6Bhv71rLL3r10hDWaryaFnZM/+WWEbBuvoznnaV+cJGUFVKjJEn8b49Sz617PoX8/yx/4NDQ01OwR4scgzNWezck4rv6BAwUE+++U/AACAYnwuOXs2CQkJmjVrlrZu3Vrm5KzValXz5s0rOLKzczgcSklJUWxsrGw2W6XcM5DQv55VYf3b9jvl/e8lhWybqNrpX6qmsUOnOs+REdGy4oL1QYxfz6J/PYv+9Sx/7d+dO3eaHQK8XLUqVlkkGZIyHXmqXjXM7JAAAAAqjF8kZyuCxWJReHh4pd7TZrNV+j0DCf3rWRXSv53+KTXoJf10t4IyNsu24gpnXdrYOysmSB/G+PUs+tez6F/P8rf+paQBLiQ4yKKqVazKyslTRnYuyVkAAOBX/OI7QQsXLlRwcLDi4uLMDgVAadXtLSVslOr0lE5nST/dJa1LlE77V01FAABQdn9uCpZnciQAAAAVy+dWzj7wwAPq2rWrWrVqJUn69ttv9emnn+ree+9V7dq1TY4OQJnY6km9lkmbx0ubX5R2viMdWyNd/plkD+wyBwAAQIq0heqgspWRzaZgAADAv/hccrZJkyb6/PPP9ccff6igoECxsbF66qmnNHDgQLNDA1AeQcFS/Dip9uXST3dLaUnS4oulTm9KTQdLfO0VAICAFXFmU7AMB8lZAADgX3wuOfvMM8+YHQIAT6rXx1nm4Ke7pSPfS2sflA7Md9aircLqeAAAApHdRlkDAADgn/yi5iwAPxNe31nmoMMrUpBV2j9XWthOOrDQ7MgAAIAJ7LYzK2cpawAAAPwMyVkA3ikoWIr7u9R3nRTZRso5LK3oL61/RDqdbXZ0AACgEtkpawAAAPwUyVkA3q1GB+nan6VWjztf75gqLeoopf5sZlQAAKASucoaZFPWAAAA+BeSswC8X3AVqdPrUq+lkq2+lLld+qabtHmCVHDa7OgAAICHucoasHIWAAD4GZKzAHxH3d5Sv9+kRrdJxmkp6Vlp6eVS+hazIwMAAB4UEe5cOZvJhmAAAMDPkJwF4FvCoqTuH0vd5khWu5S61lnmYPMEqYBf2AAA8EeRZ1bOprMhGAAA8DMkZwH4HotFanKP1G+zVL+fVJDrXEW7uLN0/BezowMA+LFdu3bp/vvvV4cOHdS9e3e98sorys09f8LwyJEjeuWVV3T99derY8eO6tGjh5544gkdOHDArd3atWvVqlWrYo+RI0d68iP5hMINwTIdeTIMw+RoAAAAKk6I2QEAQJlVbShdOV9K+Y/0ywgpbZO0pIvUerTU9nkpxGZ2hAAAP5Kenq5BgwYpNjZWkyZN0uHDhzVx4kTl5OToueeeO+d5v//+u5YuXaqbb75Z7du314kTJzR16lTdeuutmj9/vqKiotzav/TSS2ratKnrdY0aNTz2mXxFxJkNwQoMQydPnVa1KlaTIwIAAKgYJGcB+DaLRWpyt1Svj/TzMGnvp9KWl6V9X0pdZ0p1Ljc7QgCAn/j444918uRJTZ48WdWrV5ck5efna9y4cUpMTFR0dPRZz+vUqZMWLVqkkJA/p94XX3yxevbsqblz52rw4MFu7Vu0aKF27dp57HP4otCQYFWxBisnL18Z2bkkZwEAgN+grAEA/1CljnT5J9IVX0q2elLmdmnZFdL6x6S8TLOjAwD4gZUrV6pbt26uxKwkJSQkqKCgQKtWrTrneXa73S0xK0l169ZVVFSUjhw54qlw/U7kmdIGGQ7qzgIAAP9BchaAf2l4g9T/d6npmVVIO6ZI81tLez6VqFEHACiH5ORkt3IDkjPxWrt2bSUnJ5fqWrt371ZqaqqaNWtW7L0hQ4aodevW6tGjh15++WXl5OSUK25/UVjaICObDUABAID/oKwBAP8TWkO6dKYUe6e0LlHKSpZW3S7tmi5dMlmytzI7QgCAD8rIyJDdbi92PDIyUunp6SW+jmEYmjBhgurUqaP+/fu7jkdEROjBBx9U586dFRYWpjVr1mjWrFlKTk7WtGnTyhy3YRjKzs4u8/ml4XA43H5WpKphwZKkY+lZys6uVuHXR8Xz5HiA72E8oCjGA4ry1/FgGIYsFssF25GcBeC/6vaW+m121qDdMlH6Y5m0sJ100Wip7dNSSFWzIwQABKBJkyZpzZo1mjFjhsLDw13H4+LiFBcX53rdrVs31alTR+PHj1dSUpLi4+PLdL+8vDxt3bq13HGXRkpKSoVf08h1/sK2I2W/oi0nKvz68BxPjAf4LsYDimI8oCh/HA+hoaEXbENyFoB/C7FJ8S9ITQZKG4ZLBxdKW16SUj6UOr0hxdzg3FQMAIALsNvtyswsXsc8PT1dkZGRJbrGp59+qilTpugf//iHunXrdsH2CQkJGj9+vDZv3lzm5KzValXz5s3LdG5pORwOpaSkKDY2VjabrUKvHXNwu5IOHVC4PUqtWze98AkwnSfHA3wP4wFFMR5QlL+Oh507d5aoHclZAIEhopl05XzpwNfShhHSyT3SDzdJ9RKkS96SIirnl1YAgO9q2rRpsdqymZmZOnr0aLFatGezdOlSvfDCCxo+fLhuueUWT4VZjMVicVuhWxlsNluF3zPK7rye47RR6Z8H5eOJ8QDfxXhAUYwHFOVv46EkJQ0kNgQDEEgsFinmeqn/FqnN01JQqHRokbSgjbRxjJRb8nqBAIDA06NHD/3000/KyMhwHVu8eLGCgoLUvXv38567du1ajRo1SrfeeqseffTREt9zwYIFkqR27dqVLWg/YmdDMAAA4IdYOQsg8ISES+0nSE3ulX4eJv3xjbMu7a6ZUrtxUvOHpCCr2VECALzMHXfcoTlz5ujRRx9VYmKiDh8+rFdeeUV33HGHoqOjXe0GDRqkgwcPaunSpZKkXbt26dFHH1VsbKyuv/56bdy40dU2KipKjRo1kiSNHj1ajRs3VlxcnGtDsNmzZ6t3794kZyXZw5012zIcuSZHAgAAUHFIzgIIXPaW0lWLpQPzpY1/lzK2ST8/Km1/S+rw/6QGA6hHCwBwiYyM1HvvvacXX3xRjz76qKpWrapbbrlFI0eOdGtXUFCg/Px81+tNmzYpMzNTmZmZuvPOO93a3njjjZo4caIkqUWLFpo3b55mzZqlvLw8NWjQQEOHDtWQIUM8/+F8gN12JjmbTXIWAAD4D5KzAAKbxSLFXCfVv1baOV367Xlnknbl36Toq6SOr0pRF5sdJQDASzRr1kyzZ88+b5s5c+a4vb7pppt00003XfDaiYmJSkxMLE94fq1w5Wymg7IGAADAf1BzFgAkZxmDlo9I1+2U4sZIQWHS4eXS4kuk1YOkk/vMjhAAgIAWUVhz1pErwzBMjgYAAKBikJwFgKJCI6UOL0nXbZNi75ZkSLvfl+a3lH55Qso5YnaEAAAEpMgzK2dzTxfoVF7+BVoDAAD4BpKzAHA2VRtLl30g9V0n1b5Cys+R/vcv6eum0sax0qlUsyMEACCgVLEGyxrs/PUlg9IGAADAT5CcBYDzqdlZ6r1C6rlIirpEOn1S2jJR+qqJlPS8lJtmdoQAAAQEi8XyZ2kDNgUDAAB+guQsAFyIxeLcMKzvOqnHV1L19tLpTGnzeGeSdvMEKS/T7CgBAPB7dpuztAErZwEAgL8gOQsAJWWxSDF/kxJ+kS7/TIqMk/LSpKRnpa+bSFtelvIyzI4SAAC/ZQ9n5SwAAPAvJGcBoLQsQVKjW6SEJOmyD6WIFs4atBvHSHMbSRufkhyHzY4SAAC/8+fKWZKzAADAP5CcBYCyCgqWYu+S+m+RLp0t2S+S8tKlLS9JXzWW1j0sZe4yO0oAAPyGPZyyBgAAwL+QnAWA8goKkZoOkvr/Ll3xpVSzq1RwStr5tjS/pbTqTunERrOjBADA5xVuCJbJylkAAOAnSM4CQEWxBEkNb5CuWS1d/b1U71rJKJD2fCwt6igtv1b641vJMEwOFAAA3xR5ZuVsOjVnAQCAnyA5CwAVzWKRoq+UrlokJfwqNb7Tmbg9tET6rre0oI20/d9SXpbZkQIA4FP+rDlLWQMAAOAfSM4CgCfV6CB1/4903Q6pxaNSSFUpY6v086PS3AbShseljB1mRwkAgE9wlTVg5SwAAPATJGcBoDJUayp1nizdcEDq9KYU0ULKy5C2vemsS7s8QTqw0FkGAQAAnNWfG4KRnAUAAP6B5CwAVKbQSKnVcGnA/6Sei6T6/SVZpEOLpRX9VWVZe0Uff1/K+cPsSAEA8DqRhWUNsilrAAAA/APJWQAwgyVIqn+t1HO+dN12qdVIyRqpoJPJijn6lmxLWkorrpf2fyUV8AsoAACSFBHuLGuQnXtaefl82wQAAPg+krMAYLaI5lKnf0k3HtCpDlOUVSVeFiNfOvC1tPIGaW6M9OvfpfQtZkcKAICpqlWxKsjifJ5JaQMAAOAHSM4CgLcIqar82Pu0rfEsOa7eILX+u1QlWso5Im19VVrQRlpyqbTzHSn3hNnRAgBQ6YIsFkVQ2gAAAPgRkrMA4IWMiIukjq9IN+yTenwlxVwvWYKl1LXSukTpi2jp++uk3R9KeZlmhwsAQKWJsDlLG7ApGAAA8AchZgcAADiPIKsU8zfnw/GHlPKBlPyelL5ZOjjf+QiuItUfIDW+Q6rfTwqxmR01AAAeY7eFSjqpjGySswAAwPeRnAUAX2GrK7Ue7Xyk/S7t/UTa87GUuUPa91/nI6Sac5Vto9ulur1J1AIA/I7dtXKWsgYAAMD3kZwFAF9UvY1UfbzUbpx0YqMzSbv3E+nkHinlQ+cjOFyqd43U4G9SgwFSldpmRw0AQLnZwwtrzrJyFgAA+D6SswDgyywWKaqj89FhorMmbcpH0v4vpex90v65zocsUu3LziRq/ybZWznPBQDAx7iSs9ScBQAAfoDkLAD4C4tFqnWp89HpDeeK2gNfS/u/lk78Ih1d5XxsfFKKaOGsU1uvj1SnhxRS1ezoAQAoEcoaAAAAf0JyFgD8UdEVte2el07uc24etv9r6fB3zjq12153PoKsUq3LpLp9nI+oTlJQsNmfAACAs4qwOVfOZlLWAAAA+AGSswAQCKo2lFo87HzkZUqHljgffyx11qk9ssL5SHpGslaX6vZyJmqjezlX2VICAQDgJSLPlDVIp6wBAADwAyRnASDQWCOkRrc4H4YhZe6UDi+TDi11rqrNS5P2feF8SFJYban25VLt7s6fNTpKwaGmfgQAQOAqLGuQmU1ZAwAA4PtIzgJAILNYJHsL56PFw1LBaen4BueK2j+WScfWSKeOOjcY2/+l85xgm1Sz65/J2ppdpLAocz8HACBgFJY1YEMwAADgD0jOAgD+FBQi1erqfLR9Rso/JR3/RTr645+P3OPSke+dj0LVmjpr1UZdcuZxsRRa3aQPAQDwZ/Zw58rZrJw85RcYCg6i9A4AAPBdJGcBAOcWHCbV7uZ86O+SUSBlbCuSrF0lZe2SspKdj72f/XluteZnEradpOrxUvW2kq0+9WsBAOViP7NytsCQTubkyR5OqR0AAOC7SM4CAErOEiRFtnY+mj/kPHbquHTiF2c5hNSfnT9P7paydjofez/583xrdWeSNrKt+8+wmqZ8HACA7wkJDlJ4WIiyT51WhiOX5CwAAPBpJGcBAOUTFiXV7e18FDqV6iyHcPxn58/036XM7c7NxgpX3RZVpY4U0eLPR7XmZ543d25gBgBAEXab9Uxylk3BAACAb/PJ5OyuXbs0YcIE/frrr6pataquv/56Pf744woN5V/NAcArhNWU6vVxPgrln3KWREjfLKVtdiZs0zc7yyHkHHE+jq4qfq0q0WcStk2lqo2l8EZS1UZ//gwJr7zPBSDglXUeahiGpk+frv/85z86fvy4WrdurbFjx6pDhw5u7Q4fPqwJEyboxx9/lNVqVZ8+fTR27FhVq1bNg5/K99htofojzaHjmTkyDEMWSuYAAAAf5XPJ2fT0dA0aNEixsbGaNGmSDh8+rIkTJ+r/t3fvwVGV9x/HP7vJbi7AJoKIQrAQlHALBCxEiiAiqAEqLWoJFlABDRZkCtIK+BNFmFEZHFEsiFwElELLxbZTI+ooRosUL1RRigqEi0i5yCVZct3snt8fmyy72YSEJLsnCe/XzJk9+zzPOee7X497nv2ye1JYWKg5c+aYHR4AoDIRUdIV3b2LP9d5yfmd5NwvOfeVLqXrRaekwhPepfy3bctEXXmhUBvTRoq5Woq5Ror2e4y+yvvHzgCgFmozD12+fLleeuklzZgxQ0lJSVq3bp3Gjx+vv//972rbtq0kyeVyaeLEiZKk559/XoWFhXruuef06KOPatmyZSF/fQ1J2a0M5m3aJVuEVXGxdjli7XLE2hQfGyVHrE1xMWVtdm9/TOljrE32yAiTXwEAAIBXg/ukumHDBuXl5enll19WfHy8JMntdmvu3LnKyMhQq1atzA0QAHBpbE0v/OGw8opzvPetzd3nvY9t3hEp/4iUd9i7lJyXin7yLmd3XeQgFim6paLtV+n6khjZnW2lJq0kewvvt3yjWgSu2+K8SwS/yABwQU3noUVFRVq2bJnGjx+v+++/X5J0ww036I477tDKlSv11FNPSZLeeecd7du3T5mZmUpMTJQkORwOTZgwQbt371b37t0r3P/laGDX1trzwxkVFLvlcnv0k7NQPzkLq719rD1SjlhbUOE2zr+YG2tXXIx3TLQ9UvZIq6x8QxcAANSxBlec/eijj9S3b1/fhFiS0tLS9OSTT2r79u0aOXKkecEBAOqWPa7ywq1hSK4cb8E277C3aFtwTCo4LhUelwr+530sPCEZHqnwpKyFJ+WQpPzPqnf8iGjJ5rhQrLXFlT53SJFNgpcI/+exkjXKu4+yxeq/bpf4kA80KDWdh+7atUvnz59XWlqar81ut2vIkCF67733AvaflJTkK8xKUr9+/RQfH6+srCyKs36G9EjQkB4JKnS5lZtfrJzSJdf/saBYOXnFyi0oa3MpJ79YHsNQfnGJ8otLdPxcwSUdN9JqkS3SKntkhGwRVtkirbJFWGWPtPra7b62C2PK2vy3tfu12yMjZIu0KjLCWwC2WqUIq1VWixRhtXjbLBZZS9cjrN71CL82q1WlfVbv9gF9FgrLAADUUw2uOJudna277roroM3hcKhly5bKzs42KSoAQNhZLJI93ruUv1WCP49bKj4tFfxPhecO6X+HvlabK6NlN5zeP1xWfNr7WPRT6fMz3m/kSpK70LsUngzNa7DaSou0tgvrAY82yRLpXawRpet+j9ay5xGSxSrJemHdt0RIspT2W0rXLaVjLeXa/NcVvC6/D/YBH/K96zaXS61Pn5HNaCFF2ip/3dUqEFBEKM/mcqn1Tz/JZlwp2S6S37pw5Y1Sm+GhPUYDVNN5aFmff9FVkjp06KA1a9aosLBQ0dHRys7ODhpjsVjUvn175rmViLZFKDouRlfFxVRrvMcwlF9Uopw8b/E2t1xR17+wW1bMPV944Y+OlXgMlRS7VVDsDtVLCqmIgGKtZJFFskhWiySVtlksspT2WUovAxfWy/oqGOfX5isEG4aKigoV/flnslqt3n7voeR9uLBtaYOvzddUuk1FbWXjJZXbj6Vsd/5PK++v4Xb+Y8qNDIw3YHzF17dLHV/x8cu2t5RvqGDMxfcTtI8KNqoosovFW1JSonPncpT143eKjKy8FFGtWUIt/rHhYptW+Lqrsd2lx1CznVW5VTV2G+r8VpfL5dKZM059enK/bKGe16hmr6lGWWiEU9hwvCRXSYlO/+TUrtPZIT8fWjSL0tBe1yrCag3pcS5FgyvO5ubmyuFwBLXHxcUpJyenxvs1DEP5+fm1Ca3aCgoKAh5Rt8hvaJHf0CK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          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Perceptron converged in 64 iterations.\n",
            "MLP converged in        22 iterations.\n"
          ]
        }
      ],
      "source": [
        "# Loss curves for both models.\n",
        "fig, axes = plt.subplots(1, 2, figsize=(14, 5))\n",
        "\n",
        "axes[0].plot(perceptron.loss_curve_, color=\"orange\")\n",
        "axes[0].set_xlabel(\"Iteration\"); axes[0].set_ylabel(\"MSE Loss\")\n",
        "axes[0].set_title(\"Perceptron Training Loss Curve\")\n",
        "\n",
        "axes[1].plot(mlp.loss_curve_, color=\"steelblue\")\n",
        "axes[1].set_xlabel(\"Iteration\"); axes[1].set_ylabel(\"MSE Loss\")\n",
        "axes[1].set_title(\"MLP Training Loss Curve\")\n",
        "\n",
        "plt.tight_layout()\n",
        "plt.show()\n",
        "\n",
        "print(f\"Perceptron converged in {perceptron.n_iter_} iterations.\")\n",
        "print(f\"MLP converged in        {mlp.n_iter_} iterations.\")"
      ],
      "id": "n_s2U_lHJo6i"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "iLReJl-QJo6j"
      },
      "source": [
        "**What to look for in a loss curve:**\n",
        "- A **steep drop** early on means the optimizer is finding useful gradients quickly.\n",
        "- A **plateau** that flattens means the model has (approximately) converged.\n",
        "- **No flattening** by the end means you should increase `max_iter`.\n",
        "- **Oscillating loss** suggests the learning rate is too high."
      ],
      "id": "iLReJl-QJo6j"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7z1nzAdQJo6j"
      },
      "source": [
        "## 11. Diagnostics: Residuals and Range Checks\n",
        "\n",
        "Two practical checks for any regression model:\n",
        "\n",
        "1. **Residuals** ($y - \\hat{y}$): if residuals are highly structured (not \"random noise\"), the model is missing systematic patterns.\n",
        "2. **Range constraints**: CVSS baseScore is bounded between 0 and 10. Neural networks (and linear regression) can predict outside this range. In production you would clip outputs to [0, 10]."
      ],
      "id": "7z1nzAdQJo6j"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 501
        },
        "id": "HwIvVHKQJo6j",
        "outputId": "85a9e68e-f5da-41bf-e3bd-d582ecd881d1"
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1400x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Residuals for the MLP.\n",
        "residuals_mlp = y_test - y_pred_mlp\n",
        "\n",
        "fig, axes = plt.subplots(1, 2, figsize=(14, 5))\n",
        "\n",
        "# Histogram of residuals.\n",
        "axes[0].hist(residuals_mlp, bins=30, edgecolor=\"black\", alpha=0.7, color=\"steelblue\")\n",
        "axes[0].set_xlabel(\"Residual (actual − predicted)\")\n",
        "axes[0].set_ylabel(\"Count\")\n",
        "axes[0].set_title(\"MLP Residual Distribution (Test Set)\")\n",
        "\n",
        "# Residuals vs predicted.\n",
        "axes[1].scatter(y_pred_mlp, residuals_mlp, alpha=0.4, color=\"steelblue\")\n",
        "axes[1].axhline(0, linestyle=\"--\", color=\"red\")\n",
        "axes[1].set_xlabel(\"Predicted baseScore\")\n",
        "axes[1].set_ylabel(\"Residual (actual − predicted)\")\n",
        "axes[1].set_title(\"MLP Residuals vs Predicted (Test Set)\")\n",
        "\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "id": "HwIvVHKQJo6j"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Q7_iHGQxJo6j",
        "outputId": "25b28346-1357-4cde-8dc0-c32ff60d0bd9"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Perceptron: predictions < 0: 1 | predictions > 10: 62 | total: 10837\n",
            "MLP: predictions < 0: 0 | predictions > 10: 35 | total: 10837\n",
            "\n",
            "MLP after clipping to [0, 10]:\n",
            "MAE: 0.0097  RMSE: 0.0228  R²: 0.9998\n"
          ]
        }
      ],
      "source": [
        "# Range check: how often do predictions fall outside [0, 10]?\n",
        "for name, preds in [(\"Perceptron\", y_pred_perceptron), (\"MLP\", y_pred_mlp)]:\n",
        "    below = (preds < 0).sum()\n",
        "    above = (preds > 10).sum()\n",
        "    print(f\"{name}: predictions < 0: {below} | predictions > 10: {above} | total: {len(preds)}\")\n",
        "\n",
        "print()\n",
        "\n",
        "# Clipped MLP predictions.\n",
        "y_pred_mlp_clipped = np.clip(y_pred_mlp, 0, 10)\n",
        "mae_clip  = mean_absolute_error(y_test, y_pred_mlp_clipped)\n",
        "rmse_clip = np.sqrt(mean_squared_error(y_test, y_pred_mlp_clipped))\n",
        "r2_clip   = r2_score(y_test, y_pred_mlp_clipped)\n",
        "print(\"MLP after clipping to [0, 10]:\")\n",
        "print(f\"MAE: {mae_clip:.4f}  RMSE: {rmse_clip:.4f}  R²: {r2_clip:.4f}\")"
      ],
      "id": "Q7_iHGQxJo6j"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "W0VpZDVLJo6j"
      },
      "source": [
        "## 12. Baseline Model (Sanity Check)\n",
        "\n",
        "Before trusting any ML model, compare it to a **trivial baseline**. A common regression baseline is to always predict the **training-set mean** of the target. If your neural network does not beat this baseline, it is not learning anything useful."
      ],
      "id": "W0VpZDVLJo6j"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1BEqKtHIJo6j",
        "outputId": "616a517a-76b5-403e-cf86-1455be87c3d7"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Training mean (baseline prediction): 7.2675\n",
            "\n",
            "=== Baseline (predict mean) ===\n",
            "MAE:  1.3591\n",
            "RMSE: 1.6413\n",
            "R²:   -0.0000\n",
            "\n",
            "            Model    MAE   RMSE      R²\n",
            "  Baseline (mean) 1.3591 1.6413 -0.0000\n",
            "Linear Regression 0.2179 0.3407  0.9569\n",
            "       Perceptron 0.2210 0.3414  0.9567\n",
            "     MLP (128→64) 0.0097 0.0229  0.9998\n"
          ]
        }
      ],
      "source": [
        "# Baseline: always predict the mean of y_train.\n",
        "y_mean = float(y_train.mean())\n",
        "y_pred_baseline = np.full(shape=len(y_test), fill_value=y_mean)\n",
        "\n",
        "mae_b  = mean_absolute_error(y_test, y_pred_baseline)\n",
        "rmse_b = np.sqrt(mean_squared_error(y_test, y_pred_baseline))\n",
        "r2_b   = r2_score(y_test, y_pred_baseline)\n",
        "\n",
        "print(f\"Training mean (baseline prediction): {y_mean:.4f}\")\n",
        "print()\n",
        "print(\"=== Baseline (predict mean) ===\")\n",
        "print(f\"MAE:  {mae_b:.4f}\")\n",
        "print(f\"RMSE: {rmse_b:.4f}\")\n",
        "print(f\"R²:   {r2_b:.4f}\")  # Should be 0.0 by definition\n",
        "\n",
        "print()\n",
        "# Final comparison including baseline.\n",
        "all_results = pd.DataFrame({\n",
        "    \"Model\":  [\"Baseline (mean)\", \"Linear Regression\", \"Perceptron\", \"MLP (128→64)\"],\n",
        "    \"MAE\":    [round(mae_b,4),  round(mae_lr,4), round(mae_p,4),  round(mae_m,4)],\n",
        "    \"RMSE\":   [round(rmse_b,4), round(rmse_lr,4),round(rmse_p,4), round(rmse_m,4)],\n",
        "    \"R²\":     [round(r2_b,4),   round(r2_lr,4),  round(r2_p,4),   round(r2_m,4)],\n",
        "})\n",
        "print(all_results.to_string(index=False))"
      ],
      "id": "1BEqKtHIJo6j"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ND4pgFJxJo6j"
      },
      "source": [
        "## 13. Exploring Hyperparameters (Optional Exercise)\n",
        "\n",
        "One of the most important skills in deep learning is understanding how hyperparameters affect model performance. Try changing the values below and observe how MAE, RMSE, and R² change."
      ],
      "id": "ND4pgFJxJo6j"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 569
        },
        "id": "IYuiYWe1Jo6j",
        "outputId": "cf5b738f-f25b-40aa-b666-84e010c772a4"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Architecture: (128, 64) | Activation: relu | LR: 0.001 | alpha: 0.0001\n",
            "MAE:  0.0097\n",
            "RMSE: 0.0229\n",
            "R²:   0.9998\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# ── Try changing these values ──────────────────────────────────────────────\n",
        "HIDDEN_LAYERS  = (128, 64)   # e.g. (64,), (256, 128, 64), (32,)\n",
        "ACTIVATION     = \"relu\"      # \"relu\", \"tanh\", \"logistic\"\n",
        "LEARNING_RATE  = 0.001       # try 0.01, 0.0001\n",
        "MAX_ITER       = 500         # try 200, 1000\n",
        "ALPHA          = 0.0001      # L2 regularization; try 0.001, 0.01\n",
        "# ───────────────────────────────────────────────────────────────────────────\n",
        "\n",
        "exp_mlp = MLPRegressor(\n",
        "    hidden_layer_sizes=HIDDEN_LAYERS,\n",
        "    activation=ACTIVATION,\n",
        "    solver=\"adam\",\n",
        "    learning_rate_init=LEARNING_RATE,\n",
        "    max_iter=MAX_ITER,\n",
        "    alpha=ALPHA,\n",
        "    random_state=42,\n",
        "    verbose=False,\n",
        ")\n",
        "exp_mlp.fit(X_train_scaled, y_train)\n",
        "y_exp = exp_mlp.predict(X_test_scaled)\n",
        "\n",
        "print(f\"Architecture: {HIDDEN_LAYERS} | Activation: {ACTIVATION} | LR: {LEARNING_RATE} | alpha: {ALPHA}\")\n",
        "print(f\"MAE:  {mean_absolute_error(y_test, y_exp):.4f}\")\n",
        "print(f\"RMSE: {np.sqrt(mean_squared_error(y_test, y_exp)):.4f}\")\n",
        "print(f\"R²:   {r2_score(y_test, y_exp):.4f}\")\n",
        "\n",
        "plt.plot(exp_mlp.loss_curve_, color=\"steelblue\")\n",
        "plt.xlabel(\"Iteration\"); plt.ylabel(\"MSE Loss\")\n",
        "plt.title(f\"Loss Curve: {HIDDEN_LAYERS}, {ACTIVATION}, LR={LEARNING_RATE}\")\n",
        "plt.tight_layout(); plt.show()"
      ],
      "id": "IYuiYWe1Jo6j"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "30YVPVh8Jo6j"
      },
      "source": [
        "## 14. Operationalize It — Streamlit Deployment\n",
        "\n",
        "We can wrap the trained MLP into an interactive web app using **Streamlit**, where a user can select CVSS component values and instantly see the predicted baseScore.\n",
        "\n",
        "### Steps to Run Streamlit in Google Colab\n",
        "\n",
        "1. **Install Streamlit and ngrok**\n",
        "   ```python\n",
        "   !pip install streamlit pyngrok\n",
        "   ```\n",
        "\n",
        "2. **Authenticate ngrok** (free account at [dashboard.ngrok.com](https://dashboard.ngrok.com))\n",
        "   ```python\n",
        "   import getpass\n",
        "   token = getpass.getpass(\"Enter your ngrok auth token: \")\n",
        "   !ngrok config add-authtoken $token\n",
        "   ```\n",
        "\n",
        "3. **Write the app.py file** (see the cell below)\n",
        "\n",
        "4. **Launch the app**\n",
        "   ```python\n",
        "   from pyngrok import ngrok\n",
        "   import subprocess\n",
        "   process = subprocess.Popen([\"streamlit\", \"run\", \"app.py\"])\n",
        "   public_url = ngrok.connect(8501)\n",
        "   print(f\"App live at: {public_url}\")\n",
        "   ```"
      ],
      "id": "30YVPVh8Jo6j"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "yIHbexL8Jo6j",
        "outputId": "472eb39c-3e9d-4d8a-8384-228429174148"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
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            "\u001b[?25hDownloading pyngrok-8.0.0-py3-none-any.whl (24 kB)\n",
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            "\u001b[?25hInstalling collected packages: pyngrok, pydeck, streamlit\n",
            "Successfully installed pydeck-0.9.2 pyngrok-8.0.0 streamlit-1.56.0\n"
          ]
        }
      ],
      "source": [
        "!pip install streamlit pyngrok"
      ],
      "id": "yIHbexL8Jo6j"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "YvB6PFWEJo6j",
        "outputId": "9a081ce2-0c95-485e-bb07-7849bb0bcdb8"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Enter your ngrok auth token: ··········\n",
            "Authtoken saved to configuration file: /root/.config/ngrok/ngrok.yml\n"
          ]
        }
      ],
      "source": [
        "import getpass\n",
        "ngrok_token = getpass.getpass(\"Enter your ngrok auth token: \")\n",
        "!ngrok config add-authtoken $ngrok_token"
      ],
      "id": "YvB6PFWEJo6j"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "urn6ZUz9Jo6j",
        "outputId": "e53d010b-7a55-46e6-b210-e2eb7ec663c5"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "app.py written successfully.\n"
          ]
        }
      ],
      "source": [
        "# Write the Streamlit app to disk.\n",
        "# The app trains the MLP on load and lets users pick CVSS values interactively.\n",
        "app_code = '''\n",
        "import streamlit as st\n",
        "import pandas as pd\n",
        "import numpy as np\n",
        "from sklearn.neural_network import MLPRegressor\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.preprocessing import StandardScaler\n",
        "\n",
        "st.set_page_config(page_title=\"CVE baseScore Predictor (MLP)\", layout=\"centered\")\n",
        "st.title(\"CVE CVSS Base Score Predictor\")\n",
        "st.markdown(\"Select CVSS v3 component values and the MLP will predict the **baseScore** (0–10).\")\n",
        "\n",
        "@st.cache_resource\n",
        "def load_and_train():\n",
        "    df = pd.read_csv(\"cve_cvss3.csv\").dropna()\n",
        "    cat_cols = [\"attackVector\",\"attackComplexity\",\"privilegesRequired\",\n",
        "                \"userInteraction\",\"scope\",\"confidentialityImpact\",\n",
        "                \"integrityImpact\",\"availabilityImpact\"]\n",
        "    df_enc = pd.get_dummies(df, columns=cat_cols, dtype=int)\n",
        "    drop = [\"cveId\",\"vectorString\",\"baseSeverity\"]\n",
        "    X = df_enc.drop(columns=[\"baseScore\"]+[c for c in drop if c in df_enc])\n",
        "    y = df_enc[\"baseScore\"]\n",
        "    X_train, _, y_train, _ = train_test_split(X, y, test_size=0.2, random_state=42)\n",
        "    sc = StandardScaler().fit(X_train)\n",
        "    model = MLPRegressor(hidden_layer_sizes=(128,64), activation=\"relu\",\n",
        "                         max_iter=500, random_state=42)\n",
        "    model.fit(sc.transform(X_train), y_train)\n",
        "    return model, sc, X.columns.tolist()\n",
        "\n",
        "model, scaler, feature_cols = load_and_train()\n",
        "\n",
        "st.sidebar.header(\"CVSS Component Values\")\n",
        "options = {\n",
        "    \"attackVector\":          [\"NETWORK\",\"ADJACENT\",\"LOCAL\",\"PHYSICAL\"],\n",
        "    \"attackComplexity\":      [\"LOW\",\"HIGH\"],\n",
        "    \"privilegesRequired\":    [\"NONE\",\"LOW\",\"HIGH\"],\n",
        "    \"userInteraction\":       [\"NONE\",\"REQUIRED\"],\n",
        "    \"scope\":                 [\"UNCHANGED\",\"CHANGED\"],\n",
        "    \"confidentialityImpact\": [\"NONE\",\"LOW\",\"HIGH\"],\n",
        "    \"integrityImpact\":       [\"NONE\",\"LOW\",\"HIGH\"],\n",
        "    \"availabilityImpact\":    [\"NONE\",\"LOW\",\"HIGH\"],\n",
        "}\n",
        "user_input = {k: st.sidebar.selectbox(k, v) for k, v in options.items()}\n",
        "\n",
        "row = {col: 0 for col in feature_cols}\n",
        "for k, v in user_input.items():\n",
        "    col_name = f\"{k}_{v}\"\n",
        "    if col_name in row:\n",
        "        row[col_name] = 1\n",
        "\n",
        "X_input = pd.DataFrame([row])[feature_cols]\n",
        "X_scaled = scaler.transform(X_input)\n",
        "prediction = np.clip(model.predict(X_scaled)[0], 0, 10)\n",
        "\n",
        "st.metric(\"Predicted baseScore\", f\"{prediction:.2f} / 10\")\n",
        "\n",
        "if prediction >= 9.0:   severity = \"CRITICAL\"\n",
        "elif prediction >= 7.0: severity = \"HIGH\"\n",
        "elif prediction >= 4.0: severity = \"MEDIUM\"\n",
        "elif prediction > 0.0:  severity = \"LOW\"\n",
        "else:                   severity = \"NONE\"\n",
        "st.write(f\"**Predicted Severity:** {severity}\")\n",
        "'''\n",
        "\n",
        "with open(\"app.py\", \"w\") as f:\n",
        "    f.write(app_code)\n",
        "\n",
        "print(\"app.py written successfully.\")"
      ],
      "id": "urn6ZUz9Jo6j"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "9DLSUVm3Jo6k",
        "outputId": "eba13984-64e6-4035-bfcd-4f518ca1774f"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Streamlit app is live at: NgrokTunnel: \"https://1f84-34-121-75-69.ngrok-free.app\" -> \"http://localhost:8501\"\n"
          ]
        }
      ],
      "source": [
        "from pyngrok import ngrok\n",
        "import subprocess\n",
        "\n",
        "process = subprocess.Popen([\"streamlit\", \"run\", \"app.py\"])\n",
        "public_url = ngrok.connect(8501)\n",
        "print(f\"Streamlit app is live at: {public_url}\")\n",
        "\n",
        "# To stop: process.terminate()"
      ],
      "id": "9DLSUVm3Jo6k"
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ThHnL3_WJo6k"
      },
      "source": [
        "## Summary\n",
        "\n",
        "1. **Data collection:** We used the NVD API to get CVE records with CVSS v3 scores and saved them to a CSV.\n",
        "2. **Data processing:** We loaded the CSV, checked shape and missing values, and prepared the columns.\n",
        "3. **Data analysis:** We used summary statistics and visualizations (histogram, bar charts, box plot) to understand baseScore and categorical features.\n",
        "4. **Encoding:** Both neural networks and linear regression need numeric inputs. We one-hot encoded categorical CVSS attributes and standardized features with `StandardScaler`.\n",
        "5. **Perceptron:** The simplest neural network — one layer of weights, no hidden layers, linear activation. Equivalent to linear regression trained with gradient descent.\n",
        "6. **MLP:** We added two hidden layers (128 → 64 neurons) with ReLU activations, enabling the network to learn non-linear feature relationships.\n",
        "7. **Comparison:** We compared the Perceptron, MLP, linear regression, and a trivial mean-prediction baseline using MAE, RMSE, and R².\n",
        "8. **Diagnostics:** We analyzed residuals and checked for out-of-range predictions (a practical concern for bounded targets like CVSS scores).\n",
        "9. **Hyperparameter exploration:** Changing `hidden_layer_sizes`, `activation`, `learning_rate_init`, and `alpha` affects model capacity and generalization — tuning these is a core skill in deep learning.\n",
        "\n",
        "**Next steps:** Try deeper architectures, cross-validation for robust hyperparameter tuning, or experiment with PyTorch/TensorFlow for GPU-accelerated training on larger datasets."
      ],
      "id": "ThHnL3_WJo6k"
    }
  ],
  "metadata": {
    "kernelspec": {
      "display_name": "Python 3",
      "language": "python",
      "name": "python3"
    },
    "language_info": {
      "name": "python",
      "version": "3.10.0"
    },
    "colab": {
      "provenance": []
    }
  },
  "nbformat": 4,
  "nbformat_minor": 5
}