{
  "cells": [
    {
      "cell_type": "code",
      "execution_count": 1,
      "id": "d1ce757a",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "d1ce757a",
        "outputId": "98262fbe-82f0-45df-a565-8520f09541b5"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Collecting transformers\n",
            "  Downloading transformers-4.29.2-py3-none-any.whl (7.1 MB)\n",
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            "  Downloading tokenizers-0.13.3-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl (7.8 MB)\n",
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            "Installing collected packages: tokenizers, huggingface-hub, transformers\n",
            "Successfully installed huggingface-hub-0.14.1 tokenizers-0.13.3 transformers-4.29.2\n",
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          ]
        },
        {
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "[nltk_data] Downloading collection 'all'\n",
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            "[nltk_data]    |   Unzipping models/wmt15_eval.zip.\n",
            "[nltk_data]    | Downloading package word2vec_sample to\n",
            "[nltk_data]    |     /root/nltk_data...\n",
            "[nltk_data]    |   Unzipping models/word2vec_sample.zip.\n",
            "[nltk_data]    | Downloading package wordnet to /root/nltk_data...\n",
            "[nltk_data]    | Downloading package wordnet2021 to /root/nltk_data...\n",
            "[nltk_data]    | Downloading package wordnet2022 to /root/nltk_data...\n",
            "[nltk_data]    |   Unzipping corpora/wordnet2022.zip.\n",
            "[nltk_data]    | Downloading package wordnet31 to /root/nltk_data...\n",
            "[nltk_data]    | Downloading package wordnet_ic to /root/nltk_data...\n",
            "[nltk_data]    |   Unzipping corpora/wordnet_ic.zip.\n",
            "[nltk_data]    | Downloading package words to /root/nltk_data...\n",
            "[nltk_data]    |   Unzipping corpora/words.zip.\n",
            "[nltk_data]    | Downloading package ycoe to /root/nltk_data...\n",
            "[nltk_data]    |   Unzipping corpora/ycoe.zip.\n",
            "[nltk_data]    | \n",
            "[nltk_data]  Done downloading collection all\n",
            "[nltk_data] Downloading package stopwords to /root/nltk_data...\n",
            "[nltk_data]   Package stopwords is already up-to-date!\n"
          ]
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              "// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n",
              "// See the License for the specific language governing permissions and\n",
              "// limitations under the License.\n",
              "\n",
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              " * @fileoverview Helpers for google.colab Python module.\n",
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              "\n",
              "// Max number of bytes which will be uploaded at a time.\n",
              "const MAX_PAYLOAD_SIZE = 100 * 1024;\n",
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              "function _uploadFiles(inputId, outputId) {\n",
              "  const steps = uploadFilesStep(inputId, outputId);\n",
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              "  return _uploadFilesContinue(outputId);\n",
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              "\n",
              "// This is roughly an async generator (not supported in the browser yet),\n",
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              "\n",
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              "  outputElement.innerHTML = '';\n",
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              "  });\n",
              "\n",
              "  const cancel = document.createElement('button');\n",
              "  inputElement.parentElement.appendChild(cancel);\n",
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              "        action: 'complete',\n",
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              "    const li = document.createElement('li');\n",
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              "    li.appendChild(percent);\n",
              "\n",
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              "      reader.readAsArrayBuffer(file);\n",
              "    });\n",
              "    // Wait for the data to be ready.\n",
              "    let fileData = yield {\n",
              "      promise: fileDataPromise,\n",
              "      response: {\n",
              "        action: 'continue',\n",
              "      }\n",
              "    };\n",
              "\n",
              "    // Use a chunked sending to avoid message size limits. See b/62115660.\n",
              "    let position = 0;\n",
              "    do {\n",
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              "      position += length;\n",
              "\n",
              "      const base64 = btoa(String.fromCharCode.apply(null, chunk));\n",
              "      yield {\n",
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              "        },\n",
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              "    } while (position < fileData.byteLength);\n",
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              "  yield {\n",
              "    response: {\n",
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              "  };\n",
              "}\n",
              "\n",
              "scope.google = scope.google || {};\n",
              "scope.google.colab = scope.google.colab || {};\n",
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              "  _uploadFilesContinue,\n",
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              "})(self);\n",
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          "text": [
            "Saving X_train.csv to X_train.csv\n"
          ]
        },
        {
          "data": {
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              "\n",
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              "      Upload widget is only available when the cell has been executed in the\n",
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              "//      http://www.apache.org/licenses/LICENSE-2.0\n",
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              "// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n",
              "// See the License for the specific language governing permissions and\n",
              "// limitations under the License.\n",
              "\n",
              "/**\n",
              " * @fileoverview Helpers for google.colab Python module.\n",
              " */\n",
              "(function(scope) {\n",
              "function span(text, styleAttributes = {}) {\n",
              "  const element = document.createElement('span');\n",
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              "  return element;\n",
              "}\n",
              "\n",
              "// Max number of bytes which will be uploaded at a time.\n",
              "const MAX_PAYLOAD_SIZE = 100 * 1024;\n",
              "\n",
              "function _uploadFiles(inputId, outputId) {\n",
              "  const steps = uploadFilesStep(inputId, outputId);\n",
              "  const outputElement = document.getElementById(outputId);\n",
              "  // Cache steps on the outputElement to make it available for the next call\n",
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              "  outputElement.steps = steps;\n",
              "\n",
              "  return _uploadFilesContinue(outputId);\n",
              "}\n",
              "\n",
              "// This is roughly an async generator (not supported in the browser yet),\n",
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              "  const steps = outputElement.steps;\n",
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              "  const next = steps.next(outputElement.lastPromiseValue);\n",
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              "    return next.value.response;\n",
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              "\n",
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              " * @return {!Iterable<!Object>} Iterable of next steps.\n",
              " */\n",
              "function* uploadFilesStep(inputId, outputId) {\n",
              "  const inputElement = document.getElementById(inputId);\n",
              "  inputElement.disabled = false;\n",
              "\n",
              "  const outputElement = document.getElementById(outputId);\n",
              "  outputElement.innerHTML = '';\n",
              "\n",
              "  const pickedPromise = new Promise((resolve) => {\n",
              "    inputElement.addEventListener('change', (e) => {\n",
              "      resolve(e.target.files);\n",
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              "  });\n",
              "\n",
              "  const cancel = document.createElement('button');\n",
              "  inputElement.parentElement.appendChild(cancel);\n",
              "  cancel.textContent = 'Cancel upload';\n",
              "  const cancelPromise = new Promise((resolve) => {\n",
              "    cancel.onclick = () => {\n",
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              "    };\n",
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              "  // Wait for the user to pick the files.\n",
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              "    promise: Promise.race([pickedPromise, cancelPromise]),\n",
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              "      action: 'starting',\n",
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              "  };\n",
              "\n",
              "  cancel.remove();\n",
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              "  // Disable the input element since further picks are not allowed.\n",
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              "      response: {\n",
              "        action: 'complete',\n",
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              "    };\n",
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              "\n",
              "  for (const file of files) {\n",
              "    const li = document.createElement('li');\n",
              "    li.append(span(file.name, {fontWeight: 'bold'}));\n",
              "    li.append(span(\n",
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              "\n",
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              "\n",
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              "      const reader = new FileReader();\n",
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              "        resolve(e.target.result);\n",
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              "    // Wait for the data to be ready.\n",
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              "      promise: fileDataPromise,\n",
              "      response: {\n",
              "        action: 'continue',\n",
              "      }\n",
              "    };\n",
              "\n",
              "    // Use a chunked sending to avoid message size limits. See b/62115660.\n",
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              "    do {\n",
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              "      position += length;\n",
              "\n",
              "      const base64 = btoa(String.fromCharCode.apply(null, chunk));\n",
              "      yield {\n",
              "        response: {\n",
              "          action: 'append',\n",
              "          file: file.name,\n",
              "          data: base64,\n",
              "        },\n",
              "      };\n",
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              "      let percentDone = fileData.byteLength === 0 ?\n",
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              "  };\n",
              "}\n",
              "\n",
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              "scope.google.colab = scope.google.colab || {};\n",
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              "  _uploadFilesContinue,\n",
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              "})(self);\n",
              "</script> "
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            "Saving y_train.csv to y_train.csv\n"
          ]
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          "data": {
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              "\n",
              "     <input type=\"file\" id=\"files-204f4060-55c2-4fe0-8103-1e2a49fcee85\" name=\"files[]\" multiple disabled\n",
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              "      Upload widget is only available when the cell has been executed in the\n",
              "      current browser session. Please rerun this cell to enable.\n",
              "      </output>\n",
              "      <script>// Copyright 2017 Google LLC\n",
              "//\n",
              "// Licensed under the Apache License, Version 2.0 (the \"License\");\n",
              "// you may not use this file except in compliance with the License.\n",
              "// You may obtain a copy of the License at\n",
              "//\n",
              "//      http://www.apache.org/licenses/LICENSE-2.0\n",
              "//\n",
              "// Unless required by applicable law or agreed to in writing, software\n",
              "// distributed under the License is distributed on an \"AS IS\" BASIS,\n",
              "// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n",
              "// See the License for the specific language governing permissions and\n",
              "// limitations under the License.\n",
              "\n",
              "/**\n",
              " * @fileoverview Helpers for google.colab Python module.\n",
              " */\n",
              "(function(scope) {\n",
              "function span(text, styleAttributes = {}) {\n",
              "  const element = document.createElement('span');\n",
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              "// Max number of bytes which will be uploaded at a time.\n",
              "const MAX_PAYLOAD_SIZE = 100 * 1024;\n",
              "\n",
              "function _uploadFiles(inputId, outputId) {\n",
              "  const steps = uploadFilesStep(inputId, outputId);\n",
              "  const outputElement = document.getElementById(outputId);\n",
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              "\n",
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              " * @param {string} inputId Element ID of the input file picker element.\n",
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              " * @return {!Iterable<!Object>} Iterable of next steps.\n",
              " */\n",
              "function* uploadFilesStep(inputId, outputId) {\n",
              "  const inputElement = document.getElementById(inputId);\n",
              "  inputElement.disabled = false;\n",
              "\n",
              "  const outputElement = document.getElementById(outputId);\n",
              "  outputElement.innerHTML = '';\n",
              "\n",
              "  const pickedPromise = new Promise((resolve) => {\n",
              "    inputElement.addEventListener('change', (e) => {\n",
              "      resolve(e.target.files);\n",
              "    });\n",
              "  });\n",
              "\n",
              "  const cancel = document.createElement('button');\n",
              "  inputElement.parentElement.appendChild(cancel);\n",
              "  cancel.textContent = 'Cancel upload';\n",
              "  const cancelPromise = new Promise((resolve) => {\n",
              "    cancel.onclick = () => {\n",
              "      resolve(null);\n",
              "    };\n",
              "  });\n",
              "\n",
              "  // Wait for the user to pick the files.\n",
              "  const files = yield {\n",
              "    promise: Promise.race([pickedPromise, cancelPromise]),\n",
              "    response: {\n",
              "      action: 'starting',\n",
              "    }\n",
              "  };\n",
              "\n",
              "  cancel.remove();\n",
              "\n",
              "  // Disable the input element since further picks are not allowed.\n",
              "  inputElement.disabled = true;\n",
              "\n",
              "  if (!files) {\n",
              "    return {\n",
              "      response: {\n",
              "        action: 'complete',\n",
              "      }\n",
              "    };\n",
              "  }\n",
              "\n",
              "  for (const file of files) {\n",
              "    const li = document.createElement('li');\n",
              "    li.append(span(file.name, {fontWeight: 'bold'}));\n",
              "    li.append(span(\n",
              "        `(${file.type || 'n/a'}) - ${file.size} bytes, ` +\n",
              "        `last modified: ${\n",
              "            file.lastModifiedDate ? file.lastModifiedDate.toLocaleDateString() :\n",
              "                                    'n/a'} - `));\n",
              "    const percent = span('0% done');\n",
              "    li.appendChild(percent);\n",
              "\n",
              "    outputElement.appendChild(li);\n",
              "\n",
              "    const fileDataPromise = new Promise((resolve) => {\n",
              "      const reader = new FileReader();\n",
              "      reader.onload = (e) => {\n",
              "        resolve(e.target.result);\n",
              "      };\n",
              "      reader.readAsArrayBuffer(file);\n",
              "    });\n",
              "    // Wait for the data to be ready.\n",
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              "      promise: fileDataPromise,\n",
              "      response: {\n",
              "        action: 'continue',\n",
              "      }\n",
              "    };\n",
              "\n",
              "    // Use a chunked sending to avoid message size limits. See b/62115660.\n",
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              "    do {\n",
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              "\n",
              "      const base64 = btoa(String.fromCharCode.apply(null, chunk));\n",
              "      yield {\n",
              "        response: {\n",
              "          action: 'append',\n",
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              "    response: {\n",
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              "  };\n",
              "}\n",
              "\n",
              "scope.google = scope.google || {};\n",
              "scope.google.colab = scope.google.colab || {};\n",
              "scope.google.colab._files = {\n",
              "  _uploadFiles,\n",
              "  _uploadFilesContinue,\n",
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          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Saving X_test.csv to X_test.csv\n"
          ]
        },
        {
          "data": {
            "text/html": [
              "\n",
              "     <input type=\"file\" id=\"files-f47f4e7e-4087-4c40-80e7-22ba0791d21d\" name=\"files[]\" multiple disabled\n",
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              "      Upload widget is only available when the cell has been executed in the\n",
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              "      </output>\n",
              "      <script>// Copyright 2017 Google LLC\n",
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              "// you may not use this file except in compliance with the License.\n",
              "// You may obtain a copy of the License at\n",
              "//\n",
              "//      http://www.apache.org/licenses/LICENSE-2.0\n",
              "//\n",
              "// Unless required by applicable law or agreed to in writing, software\n",
              "// distributed under the License is distributed on an \"AS IS\" BASIS,\n",
              "// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n",
              "// See the License for the specific language governing permissions and\n",
              "// limitations under the License.\n",
              "\n",
              "/**\n",
              " * @fileoverview Helpers for google.colab Python module.\n",
              " */\n",
              "(function(scope) {\n",
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              "  const steps = uploadFilesStep(inputId, outputId);\n",
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              "}\n",
              "\n",
              "// This is roughly an async generator (not supported in the browser yet),\n",
              "// where there are multiple asynchronous steps and the Python side is going\n",
              "// to poll for completion of each step.\n",
              "// This uses a Promise to block the python side on completion of each step,\n",
              "// then passes the result of the previous step as the input to the next step.\n",
              "function _uploadFilesContinue(outputId) {\n",
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              "\n",
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              " * process.\n",
              " * @param {string} inputId Element ID of the input file picker element.\n",
              " * @param {string} outputId Element ID of the output display.\n",
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              "    inputElement.addEventListener('change', (e) => {\n",
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              "\n",
              "    // Use a chunked sending to avoid message size limits. See b/62115660.\n",
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              "    do {\n",
              "      const length = Math.min(fileData.byteLength - position, MAX_PAYLOAD_SIZE);\n",
              "      const chunk = new Uint8Array(fileData, position, length);\n",
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              "      yield {\n",
              "        response: {\n",
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              "          file: file.name,\n",
              "          data: base64,\n",
              "        },\n",
              "      };\n",
              "\n",
              "      let percentDone = fileData.byteLength === 0 ?\n",
              "          100 :\n",
              "          Math.round((position / fileData.byteLength) * 100);\n",
              "      percent.textContent = `${percentDone}% done`;\n",
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              "  }\n",
              "\n",
              "  // All done.\n",
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              "\n",
              "scope.google = scope.google || {};\n",
              "scope.google.colab = scope.google.colab || {};\n",
              "scope.google.colab._files = {\n",
              "  _uploadFiles,\n",
              "  _uploadFilesContinue,\n",
              "};\n",
              "})(self);\n",
              "</script> "
            ],
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              "<IPython.core.display.HTML object>"
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          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Saving y_test.csv to y_test.csv\n"
          ]
        }
      ],
      "source": [
        "! pip install transformers\n",
        "\n",
        "from transformers import TFBertModel\n",
        "import tensorflow as tf\n",
        "import transformers\n",
        "from tqdm.auto import tqdm\n",
        "from transformers import BertTokenizer  \n",
        "import numpy as np\n",
        "import os\n",
        "from sklearn.model_selection import KFold\n",
        "from sklearn.metrics import classification_report,confusion_matrix\n",
        "from scipy.special import softmax\n",
        "from sklearn import metrics\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "import string\n",
        "import pandas as pd\n",
        "import random\n",
        "\n",
        "!pip install nltk\n",
        "import nltk\n",
        "nltk.download('all')\n",
        "nltk.download('stopwords')\n",
        "import re\n",
        "from nltk.tokenize import word_tokenize\n",
        "from nltk.corpus import stopwords\n",
        "from nltk import ne_chunk, pos_tag, word_tokenize\n",
        "from nltk.tree import Tree\n",
        "\n",
        "\n",
        "from google.colab import files\n",
        "uploaded1 = files.upload()\n",
        "uploaded2 = files.upload()\n",
        "uploaded3 = files.upload()\n",
        "uploaded4 = files.upload()\n",
        "import io\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "id": "893b3ec7",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 113,
          "referenced_widgets": [
            "ddc9bfcccd6543ccb795831fbdd4e072",
            "43565e4994384bb39999bf144118851b",
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            "bac150ac56904bf4ae85cabf87504f56",
            "16a8bf50c6c34d29b899805bb07d3cca",
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            "3c682b96f43a4cb8b0b3ba58154a3d3d",
            "2fb59f1287b3419183ef4fe14370b94b"
          ]
        },
        "id": "893b3ec7",
        "outputId": "7469c360-c1f7-406b-995e-791141bc48e0"
      },
      "outputs": [
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "ddc9bfcccd6543ccb795831fbdd4e072",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "Downloading (…)solve/main/vocab.txt:   0%|          | 0.00/213k [00:00<?, ?B/s]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "843824ff95c94c8aa9a37c892e2e1de8",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "Downloading (…)okenizer_config.json:   0%|          | 0.00/29.0 [00:00<?, ?B/s]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "f9b08b0899c2490587f7be87a5e23b40",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "Downloading (…)lve/main/config.json:   0%|          | 0.00/570 [00:00<?, ?B/s]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "tokenizer = BertTokenizer.from_pretrained('bert-base-cased')"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "id": "af962116",
      "metadata": {
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          "height": 302
        },
        "id": "af962116",
        "outputId": "a92d4c32-e2f0-4490-e547-cd4a5474c6ab"
      },
      "outputs": [
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              "                                               Facts winner_index  \\\n",
              "0  On March 26, 1971, the proprietor of a Rochest...            0   \n",
              "1  This case represents another chapter in the lo...            0   \n",
              "2  The Pole Attachments Act requires the Federal ...            0   \n",
              "3  The plaintiffs, employees of the Union Pacific...            1   \n",
              "4  Lois Davis was an information technology ( IT ...            1   \n",
              "\n",
              "                                         first_party  \\\n",
              "0                              Irving Jerome Dunaway   \n",
              "1                                             Kansas   \n",
              "2  National Cable and Telecommunications Association   \n",
              "3                     Union Pacific Railroad Company   \n",
              "4                            Fort Bend County, Texas   \n",
              "\n",
              "                                        second_party  \n",
              "0                                  State of New York  \n",
              "1                                           Colorado  \n",
              "2                                 Gulf Power Company  \n",
              "3  Brotherhood of Locomotive Engineers and Trainm...  \n",
              "4                                      Lois M. Davis  "
            ]
          },
          "execution_count": 3,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "x_train_df = pd.read_csv(io.BytesIO(uploaded1['X_train.csv']))\n",
        "y_train_df = pd.read_csv(io.BytesIO(uploaded2['y_train.csv']))\n",
        "x_test_df = pd.read_csv(io.BytesIO(uploaded3['X_test.csv']))\n",
        "y_test_df = pd.read_csv(io.BytesIO(uploaded4['y_test.csv']))\n",
        "\n",
        "df = pd.DataFrame(index=range(len(x_train_df)),columns=[\"Facts\",\"winner_index\",\"first_party\",\"second_party\"])\n",
        "\n",
        "for i in range (len(df)):\n",
        "    df['Facts'].iloc[i] = x_train_df['Facts'].iloc[i]\n",
        "    df['first_party'].iloc[i] = x_train_df['first_party'].iloc[i]\n",
        "    df['second_party'].iloc[i] = x_train_df['second_party'].iloc[i]\n",
        "    df['winner_index'].iloc[i] = y_train_df['winner_index'].iloc[i].item()\n",
        "        \n",
        "df_pred = pd.DataFrame(index=range(len(x_test_df)),columns=[\"Facts\",\"winner_index\",\"first_party\",\"second_party\"])\n",
        "\n",
        "for i in range (len(df_pred)):\n",
        "    df_pred['Facts'].iloc[i] = x_test_df['Facts'].iloc[i]\n",
        "    df_pred['first_party'].iloc[i] = x_test_df['first_party'].iloc[i]\n",
        "    df_pred['second_party'].iloc[i] = x_test_df['second_party'].iloc[i]\n",
        "    df_pred['winner_index'].iloc[i] = y_test_df['winner_index'].iloc[i].item()\n",
        "\n",
        "df.head()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "id": "48144597",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "48144597",
        "outputId": "ad4115c7-09b9-4d53-85db-3b5ab2fb6ea3"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "<tf.Tensor: shape=(1, 256), dtype=int32, numpy=\n",
              "array([[  101,  1212,  1345,  1744,   117,  2507,   117,  1103, 25543,\n",
              "         1104,   170, 10425,   117,  1203,  1365, 13473, 21799,  1108,\n",
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              "         9638, 10060,  2266,   119,  1109,  1203,  1365,  2031,  1104,\n",
              "        12566,  6714, 12786,  1605,  2787,   787,   188,  4048,  1111,\n",
              "         1817,  1106,  5767,   102]], dtype=int32)>"
            ]
          },
          "execution_count": 4,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "token = tokenizer.encode_plus(\n",
        "    df['Facts'].iloc[0], \n",
        "    max_length=256, \n",
        "    truncation=True, \n",
        "    padding='max_length', \n",
        "    add_special_tokens=True,\n",
        "    return_tensors='tf'\n",
        ")\n",
        "\n",
        "token.input_ids"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "id": "55a2af49",
      "metadata": {
        "id": "55a2af49"
      },
      "outputs": [],
      "source": [
        "def generate_training_data(df, ids, tokenizer):\n",
        "    for i, text in tqdm(enumerate(df['Facts'])):\n",
        "        tokenized_text = tokenizer.encode_plus(\n",
        "            text,\n",
        "            max_length=256, \n",
        "            truncation=True, \n",
        "            padding='max_length', \n",
        "            add_special_tokens=True,\n",
        "            return_tensors='tf'\n",
        "        )\n",
        "        ids[i, :] = tokenized_text.input_ids\n",
        "    return ids\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "id": "c8ba4046",
      "metadata": {
        "id": "c8ba4046"
      },
      "outputs": [],
      "source": [
        "def making_dataset(df):\n",
        "    X_input_ids = np.zeros((len(df), 256))\n",
        "    X_input_ids = generate_training_data(df, X_input_ids,tokenizer)\n",
        "    \n",
        "    labels = np.zeros((len(df), 2))\n",
        "    labels[np.arange(len(df)), df['winner_index'].values.astype(int)] = 1 \n",
        "    \n",
        "    dataset = tf.data.Dataset.from_tensor_slices((X_input_ids, labels))\n",
        "    dataset = dataset.shuffle(10000).batch(32, drop_remainder=True)\n",
        "    \n",
        "    return dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "id": "06238752",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "06238752",
        "outputId": "52dd7f9f-131e-4fe0-eadf-813ee9eb28a1"
      },
      "outputs": [
        {
          "data": {
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              "       0, 0, 0, 1, 0, 1, 0, 1, 0, 0, 0])"
            ]
          },
          "execution_count": 7,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "target_labels =[]\n",
        "for i in range(len(y_test_df)):\n",
        "    target_labels.append(y_test_df['winner_index'].iloc[i].item())\n",
        "\n",
        "target_labels=np.array(target_labels)\n",
        "target_labels_pred = target_labels\n",
        "target_labels_pred"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "id": "93176dd4",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49,
          "referenced_widgets": [
            "7c80ebed7e974dc68642b6bd62615798",
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        },
        "id": "93176dd4",
        "outputId": "cc0c767d-1588-4b7c-af96-fdfcd73cd9b4"
      },
      "outputs": [
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "7c80ebed7e974dc68642b6bd62615798",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "0it [00:00, ?it/s]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "X_input_ids_pred = np.zeros((len(x_test_df), 256))\n",
        "X_input_ids_pred = generate_training_data(x_test_df, X_input_ids_pred,tokenizer)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "id": "7c7f3d3b",
      "metadata": {
        "id": "7c7f3d3b"
      },
      "outputs": [],
      "source": [
        "def K_fold (train_data):\n",
        "    n=4\n",
        "    i=0\n",
        "    kf = KFold(n_splits=n, random_state=42, shuffle=True)\n",
        "    \n",
        "    for train_index, val_index in kf.split(train_data):\n",
        "        \n",
        "        # splitting Dataframe (dataset not included)\n",
        "        i=i+1\n",
        "        train_df = train_data.iloc[train_index]\n",
        "        val_df = train_data.iloc[val_index]\n",
        "        \n",
        "        if i ==1 :\n",
        "            train_1 = train_df\n",
        "            test_1 = val_df\n",
        "            \n",
        "        if i ==2 :\n",
        "            train_2 = train_df\n",
        "            test_2 = val_df\n",
        "        if i ==3 :\n",
        "            train_3 = train_df\n",
        "            test_3 = val_df\n",
        "        if i ==4 :\n",
        "            train_4 = train_df\n",
        "            test_4 = val_df\n",
        "           \n",
        "    return train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4\n",
        "        "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "id": "a7f672a3",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 156,
          "referenced_widgets": [
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            "8f12ba351f84427ebae36fe3d7c92ec8"
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        },
        "id": "a7f672a3",
        "outputId": "4ca7fa3f-4d97-4922-917c-9abbd7de6c0f"
      },
      "outputs": [
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "8638e2db0e6346a99a874d8c6d04fde3",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "Downloading tf_model.h5:   0%|          | 0.00/527M [00:00<?, ?B/s]"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "Some layers from the model checkpoint at bert-base-cased were not used when initializing TFBertModel: ['nsp___cls', 'mlm___cls']\n",
            "- This IS expected if you are initializing TFBertModel from the checkpoint of a model trained on another task or with another architecture (e.g. initializing a BertForSequenceClassification model from a BertForPreTraining model).\n",
            "- This IS NOT expected if you are initializing TFBertModel from the checkpoint of a model that you expect to be exactly identical (initializing a BertForSequenceClassification model from a BertForSequenceClassification model).\n",
            "All the layers of TFBertModel were initialized from the model checkpoint at bert-base-cased.\n",
            "If your task is similar to the task the model of the checkpoint was trained on, you can already use TFBertModel for predictions without further training.\n"
          ]
        }
      ],
      "source": [
        "optim = tf.keras.optimizers.legacy.Adam(learning_rate=1e-5, decay=1e-6)\n",
        "loss_func = tf.keras.losses.CategoricalCrossentropy()\n",
        "acc = tf.keras.metrics.CategoricalAccuracy('accuracy')\n",
        "model = TFBertModel.from_pretrained('bert-base-cased') "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "id": "afb148ec",
      "metadata": {
        "id": "afb148ec"
      },
      "outputs": [],
      "source": [
        "def creating_model (train_dataset , val_dataset , test_dataset):\n",
        "    \n",
        "    input_ids = tf.keras.layers.Input(shape=(256,), name='input_ids', dtype='int32')\n",
        "\n",
        "    bert_embds = model.bert(input_ids)[1] # 0 -> activation layer (3D), 1 -> pooled output layer (2D)\n",
        "    intermediate_layer = tf.keras.layers.Dense(512, activation='relu', name='intermediate_layer')(bert_embds)\n",
        "    output_layer = tf.keras.layers.Dense(2, activation='softmax', name='output_layer')(intermediate_layer) # softmax -> calcs probs of classes\n",
        "\n",
        "    sentiment_model = tf.keras.Model(inputs=input_ids, outputs=output_layer)\n",
        "        \n",
        "    sentiment_model.compile(optimizer=optim, loss=loss_func, metrics=[acc])\n",
        "    hist = sentiment_model.fit(\n",
        "        train_dataset,\n",
        "        validation_data=val_dataset,\n",
        "        epochs=10\n",
        "        )\n",
        "    \n",
        "    plt.plot(hist.history['accuracy'])\n",
        "    plt.plot(hist.history['val_accuracy'])\n",
        "    plt.title('model accuracy')\n",
        "    plt.ylabel('accuracy')\n",
        "    plt.xlabel('epoch')\n",
        "    plt.legend(['Train', 'Validation'], loc='upper left')\n",
        "    plt.show()\n",
        "    \n",
        "    plt.plot(hist.history['loss'])\n",
        "    plt.plot(hist.history['val_loss'])\n",
        "    plt.title('model loss')\n",
        "    plt.ylabel('loss')\n",
        "    plt.xlabel('epoch')\n",
        "    plt.legend(['Train', 'Validation'], loc='upper left')\n",
        "    plt.show()\n",
        "    \n",
        "    print('Testing model : /n')\n",
        "    sentiment_model.evaluate(test_dataset)\n",
        "\n",
        "    return sentiment_model\n",
        " "
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "id": "5d9b167e",
      "metadata": {
        "id": "5d9b167e"
      },
      "outputs": [],
      "source": [
        "REPLACE_BY_SPACE_RE = re.compile('[/(){}\\[\\]\\|@,;]')\n",
        "BAD_SYMBOLS_RE = re.compile('[^0-9a-z #+_]')\n",
        "STOPWORDS = set(stopwords.words('english'))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "id": "9618caa4",
      "metadata": {
        "id": "9618caa4"
      },
      "outputs": [],
      "source": [
        "def balancing_func (d__f):\n",
        "    r=0\n",
        "    while r<611:\n",
        "        i=random.randrange(len(d__f))\n",
        "        if d__f['winner_index'].iloc[i] == 0:\n",
        "            d__f=d__f.drop([d__f.index[i]])\n",
        "            r=r+1\n",
        "    return d__f"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "id": "18d31219",
      "metadata": {
        "id": "18d31219"
      },
      "outputs": [],
      "source": [
        "def anonymisation (text , first_party , second_party):\n",
        "    \n",
        "    first_words = first_party.split()\n",
        "    second_words = second_party.split()\n",
        "    \n",
        "    nltk_results = ne_chunk(pos_tag(word_tokenize(text)))\n",
        "    \n",
        "    for nltk_result in nltk_results:\n",
        "        if type(nltk_result) == Tree:\n",
        "            name = ''\n",
        "            for nltk_result_leaf in nltk_result.leaves():\n",
        "                name += nltk_result_leaf[0] + ' '\n",
        "        \n",
        "                #print ('Type: ', nltk_result.label(), 'Name: ', name)\n",
        "                if nltk_result.label() != 'PERSON':\n",
        "                    text = text.replace(name,'anonymized')\n",
        "            \n",
        "    text = text.replace(first_party ,'first_party') \n",
        "    text = text.replace(second_party , 'second_party')\n",
        "    for f_w in first_words:\n",
        "        text = text.replace(f_w , 'first_party')\n",
        "    for s_w in second_words :\n",
        "        text = text.replace(s_w , 'second_party')\n",
        "                            \n",
        "    return text"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "id": "c2d61bfe",
      "metadata": {
        "id": "c2d61bfe"
      },
      "outputs": [],
      "source": [
        "# preprocessing function \n",
        "def clean_text(text):\n",
        "    \"\"\"\n",
        "        text: a string\n",
        "        \n",
        "        return: modified initial string\n",
        "    \"\"\"\n",
        "    text = text.lower() # lowercase text\n",
        "    text = REPLACE_BY_SPACE_RE.sub(' ', text) # replace REPLACE_BY_SPACE_RE symbols by space in text. substitute the matched string in REPLACE_BY_SPACE_RE with space.\n",
        "    text = BAD_SYMBOLS_RE.sub('', text) # remove symbols which are in BAD_SYMBOLS_RE from text. substitute the matched string in BAD_SYMBOLS_RE with nothing. \n",
        "    text = text.replace('x', '')\n",
        "    #    text = re.sub(r'\\W+', '', text)\n",
        "    text = ' '.join(word for word in text.split() if word not in STOPWORDS) # remove stopwors from text\n",
        "    return text\n",
        "\n",
        "\n",
        "def preprocessing (d__f):\n",
        "    for samplee in range(len(d__f)):\n",
        "        d__f['Facts'].iloc[samplee]=clean_text(d__f['Facts'].iloc[samplee])"
      ]
    },
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            "Epoch 1/10\n",
            "58/58 [==============================] - 108s 2s/step - loss: 0.6684 - accuracy: 0.5932 - val_loss: 0.6292 - val_accuracy: 0.6823\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.6267 - accuracy: 0.6584 - val_loss: 0.5432 - val_accuracy: 0.7240\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.5434 - accuracy: 0.7263 - val_loss: 0.4035 - val_accuracy: 0.8333\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 96s 2s/step - loss: 0.4048 - accuracy: 0.8260 - val_loss: 0.2377 - val_accuracy: 0.9115\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.2453 - accuracy: 0.9009 - val_loss: 0.1217 - val_accuracy: 0.9688\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.1182 - accuracy: 0.9580 - val_loss: 0.0578 - val_accuracy: 0.9844\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0571 - accuracy: 0.9806 - val_loss: 0.0080 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0399 - accuracy: 0.9871 - val_loss: 0.0037 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0518 - accuracy: 0.9855 - val_loss: 0.0034 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0167 - accuracy: 0.9946 - val_loss: 0.0016 - val_accuracy: 1.0000\n"
          ]
        },
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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 535ms/step - loss: 0.2507 - accuracy: 0.9420\n",
            "22/22 [==============================] - 15s 540ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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61XIBWE48J23hxHPSFk1PPM+/+ZfaxxrVba3BSLSHLTwiIl2k4rO46oCDVoiISCewhUdEpIMqMg+vqmLCIyLSRTrYpcmER0Ski9jCIyIinfAaTUvQFiY8IiJdpIMtPI7SJCIincAWHhGRLuKgFSIi0gk62KXJhEdEpIvYwiMiIl0gCBylSUREukAHuzQ5SpOIiHQCW3hERLqIz/CIiEgn6GCXJhMeEZEu4qvFiIhIJ7CFR0REOkEHn+FxlCYREekEtvCIiHQRuzSJiEgn6GCXJhMeEZEuYsIjIiJdoIvv0hR10EphYSG++eYbtGzZEubm5jA3N0fLli2xcOFCFBQUiBkaEVH1Jperv1VRorXwcnNz0bVrV5w4cQJdunRBx44dAQBXrlzBlClT8Msvv+Dw4cMwNjYWK0QiIqpGREt48+fPx+3bt5GQkABPT0+lfefOncO7776L+fPnY9asWeIESERUnengKE3RujS3bt2KxYsXl0h2ANC8eXMsXLgQW7ZsESEyIiIdoINdmqIlvFu3buHtt98uc3+bNm2QkpKixYiIiHSIIFd/U8HKlSvh6ekJS0tLWFpawtvbGwcPHlTs9/X1hUQiUdo++eQTpXOkpKTA398fpqamcHBwwOTJk1FYWKjyLYvWpWlpaYn09HTUrl271P1paWmwsLDQclRERDpCSy21WrVqYf78+XB3d4cgCNiwYQP69OmDhIQEvPHGGwCAUaNGISwsTHGMqamp4t9FRUXw9/eHk5MTjh8/jtTUVAQGBsLQ0BDz5s1TKRaJIAiCZm5LNQMGDEBhYSF27dpV6v6AgADo6+tj+/btKp+74ME/FQ2PqFzMa/mIHQLpCFnebY2eL/fQcrWPNek+tkLXtrW1xTfffIMRI0bA19cXLVq0wJIlS0qte/DgQfTq1Qt3796Fo6MjAGDVqlWYMmUK7t+/DyMjo3JfV7QuzZkzZ+Lw4cNo06YNtm/fjvPnz+PcuXPYunUrvLy8cPjwYcycOVOs8IiIqAwymQzZ2dlKm0wme+VxRUVF2Lp1K548eQJvb29F+ebNm2Fvb4+mTZsiNDQUT58+Vew7ceIEmjVrpkh2ANC9e3dkZ2fj0qVLKsUtWpemh4cHoqKiMGLECAwcOBASiQQAIAgCGjdujMOHDyuau0REpGEV6NIMDw/H7NmzlcpmzpxZ5qj6CxcuwNvbG3l5eTA3N8eePXvg4eEBABg8eDBcXV3h4uKC8+fPY8qUKbh69Sp2794N4NnjreeTHQDF57S0NJXiFvVNK23atMGlS5eQmJiIa9euAQAaNmyIFi1aiBkWEVH1V4GEFxoaipCQEKUyqVRaZv1GjRohMTERWVlZ2LlzJ4KCghAbGwsPDw+MHj1aUa9Zs2ZwdnZG586dkZSUhAYNGqgdY2lei1eLtWjRotQk99dff6F169baD4iIqLqrwDw8qVT60gT3IiMjI7i5uQEAWrVqhdOnT2Pp0qVYvXp1ibpeXl4AgBs3bqBBgwZwcnLCqVOnlOrcu3cPAODk5KRS3KKvh5eTk4Pc3FylssTERPTu3Vtx40REpGEizsOTy+VlPvNLTEwEADg7OwMAvL29ceHCBaSnpyvqREVFwdLSUtEtWl6iJbzbt2/D29sbVlZWsLKyQkhICJ4+fYrAwEB4eXnBzMwMx48fFys8IiLSgNDQUMTFxeHmzZu4cOECQkNDERMTgyFDhiApKQlz5szBmTNncPPmTfzyyy8IDAxEx44dFS8l6datGzw8PDBs2DCcO3cOhw4dwvTp0xEcHKxSKxMQsUtz8uTJyMvLw9KlS7F7924sXboUv//+O7y8vJCUlIRatWqJFRoRUfWnpVeLpaenIzAwEKmpqbCysoKnpycOHTqErl274vbt2zhy5AiWLFmCJ0+eoHbt2ggICMD06dMVx+vr62P//v0YM2YMvL29YWZmhqCgIKV5e+Ul2jw8FxcX7N69G23atEF6ejqcnJywePFifPbZZxU+N+fhkbZwHh5pi8bn4e2Zr/axJu9N1WAk2iNaC+/evXuoV68eAMDBwQGmpqbw8/MTKxwiIt2igy+PFnWUpp6entK/VZkxT0REFVCFXwKtLtESniAIaNiwoWLCeU5ODt58802lJAgAGRkZYoRHRFS9MeFpz/r168W6NBER6SDREl5QUJBYlyYiInHGK4pKtHl4p06dQlFRUZn7ZTKZWislEBFROXABWO3x9vbGw4cPFZ8tLS3xzz//TSfIzMzEoEGDxAiNiKj608GEJ+qglZd9LquMiIg0gNMSXi/FIziJiEjDqnBLTV2ivzyaiIhIG0Rt4V2+fFmxgJ8gCPj777+Rk5MDAHjw4IGYoRERVW86+MhI1ITXuXNnped0vXr1AvCsK1MQBHZpEhFVFh3s0hQt4SUnJ4t1aSIiYsLTHldXV7EuTUREOjhKU7RBK507d8bu3bvL3P/gwQPUr19fixEREekOQS6ovVVVoiW8Y8eOoX///pg5c2ap+4uKinDr1i0tR0VERNWVqNMSVq5ciSVLluC9997DkydPxAyFiEi36OCbVkRNeH369MHJkydx6dIltGnTRunVYkREVIkEufpbFSX6xPMmTZrg9OnTqF27Nt566y0cOXJE7JCIiKo/uaD+VkWJnvAAwMrKCgcOHMCoUaPQs2dPREREiB0SEVH1poNdmqJNS3hxUrlEIsH8+fPRokULjBw5EkePHhUpMiIiHVCFE5e6RGvhlbUSwsCBAxEfH48LFy5oOSIiIqrORJ2WYGtrW+q+Fi1a4MyZM1i/fr2i7M6dO5Dr4F8kr/LDpu1o2s4P85esqrRrCIKA5Ws2wvfdwWjVqQ9GTgjFrdv/Kvb/m3oPX4VHoPv7w9GqUx/0+OBDLP9hEwoKCiotJnr9tW/vhd271iH5n78gy7uNd3t3V9rv4GCPNWsWI/mfv/Ao4xr2/bIJbg3qihOsLhIE9bcqSrSE5+PjAwODsntU7ezsEBgYqPjs4eGBmzdvaiGyquPClavY8fOvaOhWr0Ln+W7tj5j29aIy96/bvAObd/6CGZPHYcuaJTAxNsbHIdMhk+UDAJJv3YYgFzBj8jjs/XEVpoz/GNv3/oolqyMrFBdVbWamJjh/4QomfDa91P07tv+AevXq4P0PRsDLqwdSUu7g14M/wdTURMuR6ig+w3t9cTFYZU+f5mLq7G8wa8oErN7wk9K+7Mc5WLj8BxyLP4H8/AK80bghvhg/Go3dVX9zjSAI2LR9L0YHDcQ7HbwBAPO++hw+vQch+vfj6NnFF+3btEb7Nq0Vx9Su6YzklDvYvvcAJo8dVbEbpSrr0OEYHDocU+o+d7d6aNOmFVq82RlXrlwDAIwd9yVSbp3FgAF9sH79Vi1GqqOq8GhLdb0WozRJdV8v+g4dvd+C91tvltgXMn0eMh5lYuXCOdi+7ls0adQAIyeEIiv7scrXuXM3DQ8ePoJ36/+uY2FuBk+PRjh38e8yj8t58gSWFhYqX490g5FUCgCQyWSKMkEQIMvPR9u2b4sVlm7hPDyqCn49EoMr15Lw2Scflth39txFXLxyFYu//hJNmzSEa+2amDx2FCzMzXD42O8qX+tBxiMAgJ2tjVK5na0NHjx8VOoxKXfuYsvOX9C/r5/K1yPdcPXqDdxKuYM5YVNgbW0FQ0NDTJo0BrVrucDZyUHs8HSDDs7DqzJdmmWRyWRKfyUCgJ5MBun//wVZ3aTeu4/5S1ZjzZJ5kEqNSuy/eiMZT3Pz0K7nAKVymSwft/9NBQCcSbyITz7/SrGvoKAQEAQcjolXlM2cPA69ur+jcnz37j/AxyHT0a1TB7z/LhMela6wsBADBozG6lXf4F7aRRQWFuLo0Xj89ttRroNJlabKJLyy/iMIDw/H7NmzlcqmTx6PGV9M0EZYWnf56nVkPMpE/4/GKsqKiuQ4k3gRP+3eh/Gjg1DDzgbrly8ocayFuRkA4I0m7tgV+Z2i/McdPyP9/kOEfPqRoszOxhoAYP//LbuHGY9Qw/6/UbUPMx6hkXsDpfOn33+Ij8ZNRYtmHpg1ZXzFb5aqtYSEC3jbqwcsLS1gZGSIBw8y8HvcLzh79rzYoekEoQoPPlFXlenSLGvQSmhoKLKyspS2KRM+0XJ02tOmVQvs2bQSOyO/U2xvNHaHf7dO2Bn5HZo0dMODjEfQ19dHnVouSpuNtRUAwFgqVSq3srSAmamJUpmZmSkAoJaLE+ztbHDyTKIihpwnT3D+8lU0b9pYUXbv/gN8OG4KPBq54esvJ0JPr8p8tUhk2dmP8eBBBtwa1EWrVp7Yt/+w2CHpBi11aa5cuRKenp6wtLSEpaUlvL29cfDgQcX+vLw8BAcHw87ODubm5ggICMC9e/eUzpGSkgJ/f3+YmprCwcEBkydPRmFhocq3LGoLr6CgACYmJkhMTETTpk1fWvfy5ctwcXEpUS6VSkt0XxbkP9BonK8TMzNTuNevq1RmYmIMa0sLuNevC7d6rmj+RhOMnxqGkE8/Qt06tZD+4CHijp9C545t0bRJQ5WuJ5FIMKx/X3y/YStca9VETRdHLF+zCQ72dujcoS2A/092Y6fAxckBn48diUeZWYrj7e1Kn2tJ1Z+ZmSkaPDevrm7d2vD09MCjR5m4ffsu+vXzx4MHD3H79l00faMxFi6ahV9+OYQjR+LEC1qXaGnwSa1atTB//ny4u7tDEARs2LABffr0QUJCAt544w1MnDgRBw4cwI4dO2BlZYWxY8eiX79++OOPPwA8WyrO398fTk5OOH78OFJTUxEYGAhDQ0PMmzdPpVhETXiGhoaoU6cOioqKXlm3du3aWoio6pNIJFi5MAxLv9+Ar+ZFICMzC/Z2NmjVvGmJgSfl9dGQD5Cbm4dZC5bhcU4OWnq+gVWL5iieIZ44lYCUO3eRcucuOvcdpnTsxT8OlnZK0gGtWnki6vAOxedvvnm29uXGTTswalQInJ0csGDBDDg62CM1LR2bN+/CvHlLxQpX92hp8Env3r2VPs+dOxcrV67EyZMnUatWLaxduxZbtmzBO+88GzOwfv16NGnSBCdPnkSbNm1w+PBhXL58GUeOHIGjoyNatGiBOXPmYMqUKZg1axaMjEqOZSiLRBB5gtvatWuxe/dubNq0qcw3r6iq4AGXGSLtMK/lI3YIpCNkebc1er4nswapfaxBaGSJwYKl9ba9qKioCDt27EBQUBASEhKQlpaGzp0749GjR7C2tlbUc3V1xWeffYaJEydixowZ+OWXX5CYmKjYn5ycjPr16+Ps2bN4882SU7PKIvqDluXLlyMuLg4uLi5o1KgRWrZsqbQREdHrJTw8HFZWVkpbeHh4mfUvXLgAc3NzSKVSfPLJJ9izZw88PDyQlpYGIyMjpWQHAI6OjkhLSwMApKWlwdHRscT+4n2qEH2UZt++fcUOgYhI91SgSzN0WihCQkKUyl7WumvUqBESExORlZWFnTt3IigoCLGxsWpfX12iJ7yZM2eKHQIRke6pwKCV8nRfPs/IyAhubm4AgFatWuH06dNYunQpBgwYgPz8fGRmZiq18u7duwcnJycAgJOTE06dOqV0vuJRnMV1ykv0Lk0AyMzMxA8//IDQ0FBkZGQAAM6ePYt///33FUcSEZFaRHzTilwuh0wmQ6tWrWBoaIjo6GjFvqtXryIlJQXe3s/e3evt7Y0LFy4gPT1dUScqKgqWlpbw8PBQ6bqit/DOnz+PLl26wMrKCjdv3sSoUaNga2uL3bt3IyUlBRs3bhQ7RCKiakdbE89DQ0Ph5+eHOnXq4PHjx9iyZQtiYmJw6NAhWFlZYcSIEQgJCYGtrS0sLS0xbtw4eHt7o02bNgCAbt26wcPDA8OGDcOCBQuQlpaG6dOnIzg4WOU3aome8EJCQjB8+HAsWLAAFs+9bLhnz54YPHiwiJEREVVjWpqWkJ6ejsDAQKSmpsLKygqenp44dOgQunbtCgCIiIiAnp4eAgICIJPJ0L17d6xYsUJxvL6+Pvbv348xY8bA29sbZmZmCAoKQlhYmMqxiD4twcrKCmfPnkWDBg1gYWGBc+fOoX79+rh16xYaNWqEvLw8lc/JaQmkLZyWQNqi6WkJOVP6qX2s+f92azAS7RG9hSeVSpGdnV2i/Nq1a6hRo4YIERER6YAqvOqBukQftPLuu+8iLCwMBQUFAJ69KSQlJQVTpkxBQECAyNEREVVTXA9P+xYtWoScnBw4ODggNzcXPj4+cHNzg4WFBebOnSt2eERE1RPXw9M+KysrREVFIT4+HufPn0dOTg5atmyJLl26iB0aEVG1JVThxKUu0RNesfbt26N9+/Zih0FEpBuY8MQRHR2N6OhopKenQ/7C3JB169aJFBUREVUnoie82bNnIywsDK1bt4azs3OZK5sTEZEG6eCK56InvFWrViEyMhLDhg17dWUiItIMdmlqX35+Ptq2bSt2GEREukUHE57o0xJGjhyJLVu2iB0GEZFOEQRB7a2qEr2Fl5eXh++//x5HjhyBp6cnDA0NlfYvXrxYpMiIiKoxHWzhiZ7wzp8/jxYtWgAALl68qLSPA1iIiEhTRE94x44dEzsEIiLdwxYeERHpAr5pRQRPnjzB/Pnzy5x4/s8/XOqHiEjjmPC0b+TIkYiNjcWwYcM48ZyISFt0b965+Anv4MGDOHDgANq1ayd2KEREOkMXuzRFn4dnY2MDW1tbscMgIqJqTvSEN2fOHMyYMQNPnz4VOxQiIt3B9fC0b9GiRUhKSoKjoyPq1q1bYuL52bNnRYqMiKga4zM87evbt6/YIRAR6RxdfIYnesKbOXOm2CEQEeketvCIiEgXsIWnJba2trh27Rrs7e1hY2Pz0rl3GRkZWoyMiIiqK1ESXkREBCwsLAAAS5YsESMEIiLdxi7NV/vtt99gbm6O9u3bAwC+++47rFmzBh4eHvjuu+9gY2PzynMEBQUp/h0dHQ1fX1/4+PigQYMGqoZDRERqEHQw4ak8D2/y5MnIzs4GAFy4cAGTJk1Cz549kZycjJCQEJUDkEqlmD9/Pho2bIjatWtj6NCh+OGHH3D9+nWVz0VEROUkr8BWRUkEFZevNTc3x8WLF1G3bl3MmjULFy9exM6dO3H27Fn07NkTaWlpagXy77//Ii4uDrGxsYiNjcW1a9fg7OyMO3fuqHyuggd84TRph3ktH7FDIB0hy7ut0fM98FP/u2t/MFaDkWiPyi08IyMjxVtRjhw5gm7dugF4NhCluOWnDhsbG9jZ2cHGxgbW1tYwMDBAjRo11D4fERG9hJZaeOHh4XjrrbdgYWEBBwcH9O3bF1evXlWq4+vrC4lEorR98sknSnVSUlLg7+8PU1NTODg4YPLkySgsLFQpFpWf4bVv3x4hISFo164dTp06hW3btgEArl27hlq1aql6Onz55ZeIiYlBQkICmjRpAh8fH0ydOhUdO3Ys1/NAIiJ6fcXGxiI4OBhvvfUWCgsL8eWXX6Jbt264fPkyzMzMFPVGjRqFsLAwxWdTU1PFv4uKiuDv7w8nJyccP34cqampCAwMhKGhIebNm1fuWFTu0kxJScGnn36K27dvY/z48RgxYgQAYOLEiSgqKsKyZctUOR309PRQo0YNTJw4Ef369UPDhg1VOr407NIkbWGXJmmLprs073dV/7tbI0r9Ls379+/DwcEBsbGx6NixI4BnLbwWLVqUOWr/4MGD6NWrF+7evQtHR0cAwKpVqzBlyhTcv38fRkZG5bq2yglP086dO4fY2FjExMTg999/h5GREXx8fODr6wtfX1+1EiATHmkLEx5pi6YTXnpn9b+7Vr8ehkwmUyqTSqWQSqWvPPbGjRtwd3fHhQsX0LRpUwDPEt6lS5cgCAKcnJzQu3dvfPXVV4pW3owZM/DLL78gMTFRcZ7k5GTUr18fZ8+exZtvvlmuuNVaLSEpKQnTp0/HoEGDkJ6eDuBZBr506ZLK52revDnGjx+P3bt34/79+/j1119hZGSE4OBgNGnSRJ3wiIjoFQS5+lt4eDisrKyUtvDw8FdeUy6X47PPPkO7du0UyQ4ABg8ejB9//BHHjh1DaGgoNm3ahKFDhyr2p6WlKVp2xYo/qzJQUuVneLGxsfDz80O7du0QFxeHuXPnwsHBAefOncPatWuxc+dOlc4nCAISEhIQExODmJgYxMfHIzs7G56envDx4V/PRESVQij7DVevEhoaWmIaWnlad8HBwbh48SLi4+OVykePHq34d7NmzeDs7IzOnTsjKSlJo/OzVU54U6dOxddff42QkBDF21IA4J133sHy5ctVDsDW1hY5OTlo3rw5fHx8MGrUKHTo0AHW1tYqn4uIiCpfebsvnzd27Fjs378fcXFxrxzg6OXlBeBZ92eDBg3g5OSEU6dOKdW5d+8eAMDJyancMaic8C5cuIAtW7aUKHdwcMCDBw9UPR1+/PFHdOjQAZaWliofS0RE6tHWm1YEQcC4ceOwZ88exMTEoF69eq88pvhZnbOzMwDA29sbc+fORXp6OhwcHAAAUVFRsLS0hIeHR7ljUTnhWVtbIzU1tUTQCQkJqFmzpqqng7+/v8rHEBFRxQhy9bs0VREcHIwtW7bg559/hoWFheKZm5WVFUxMTJCUlIQtW7agZ8+esLOzw/nz5zFx4kR07NgRnp6eAIBu3brBw8MDw4YNw4IFC5CWlobp06cjODhYpZamyoNWBg4ciClTpiAtLQ0SiQRyuRx//PEHPv/8cwQGBqp6OiIiEkFFBq2oYuXKlcjKyoKvry+cnZ0VW/EcbiMjI8VLTBo3boxJkyYhICAA+/btU5xDX18f+/fvh76+Pry9vTF06FAEBgYqzdsrD5WnJeTn5yM4OBiRkZEoKiqCgYEBioqKMHjwYERGRkJfX1+lACoDpyWQtnBaAmmLpqcl/Ov9jtrH1jxxVIORaI/a8/BSUlJw8eJF5OTk4M0334S7u7umY1MbEx5pCxMeaYumE94dL/UTXq0/q2bCU3s9vDp16qBOnTqajIWIiKjSqJzwPvroo5fuX7dundrBEBGRdmhr0MrrROWE9+jRI6XPBQUFuHjxIjIzM/HOO+o3kYmISHvEfamkOFROeHv27ClRJpfLMWbMGK5YTkRURehiC0+td2mWOImeHkJCQhAREaGJ0xERUSUT5BK1t6pK7UErL0pKSlJ5MT4iIhIHuzTL4cUXhgqCgNTUVBw4cABBQUEaC4yIiEiTVE54CQkJSp+LF3BdtGjRK0dwEhHR66Eqd02qS+WEd+zYscqIg4iItEiowPJAVZXGnuEREVHVoa3VEl4n5Up4b775JiSS8v01cPbs2QoFRERElU/OFl7p+vbtW8lhEBGRNrFLswwzZ86s7DiIiIgqFZ/hERHpII7SLIeioiJERERg+/btSElJQX5+vtL+jIwMjQVHRESVQxcnnqv8arHZs2dj8eLFGDBgALKyshASEoJ+/fpBT08Ps2bNqoQQiYhI03Tx1WIqJ7zNmzdjzZo1mDRpEgwMDDBo0CD88MMPmDFjBk6ePFkZMRIRkYbJBYnaW1WlcsJLS0tDs2bNAADm5ubIysoCAPTq1QsHDhzQbHRERFQpBEGi9lZVqZzwatWqhdTUVABAgwYNcPjwYQDA6dOnIZVKNRsdERGRhqic8N577z1ER0cDAMaNG4evvvoK7u7uCAwM5Ls0iYiqCEFQf6uqyj1Kc/ny5Rg6dCjmz5+vKBswYADq1KmDEydOwN3dHb17966UIImISLOq8rM4dUkEoXz52srKCgUFBXjvvfcwYsQIvPPOO5Udm9oKHvwjdgikI8xr+YgdAukIWd5tjZ4voU4ftY99M+VnDUaiPeXu0kxLS8OqVatw9+5ddO3aFfXq1cOcOXNw+7Zm/08gIqLKp4tdmuVOeCYmJggMDMSxY8dw/fp1DBs2DGvXrkW9evXQo0cP7NixAwUFBZUZKxERaQinJZRT/fr1ERYWhuTkZBw8eBB2dnYYPnw4atasqen4iIiINKJC79KUSCQwMDCARCKBIAivTQvPxKWD2CGQjkjr7CZ2CERqqcrz6dSlVgvv9u3bCAsLQ/369dG1a1fcvXsXa9asUczPIyKi15sudmmWu4WXn5+P3bt3Y926dTh69CicnZ0RFBSEjz76CPXr16/MGImISMOq8NgTtZW7hefk5IThw4fD0tIS+/btw61bt/D1118z2RERVUHaauGFh4fjrbfegoWFBRwcHNC3b19cvXpVqU5eXh6Cg4NhZ2cHc3NzBAQE4N69e0p1UlJS4O/vD1NTUzg4OGDy5MkoLCxUKZZyJ7zp06fj9u3b2LlzJ/z8/KCnp1ZvKBERvQa09S7N2NhYBAcH4+TJk4iKikJBQQG6deuGJ0+eKOpMnDgR+/btw44dOxAbG4u7d++iX79+iv1FRUXw9/dHfn4+jh8/jg0bNiAyMhIzZsxQKZZyTzyvSgyMOFqUtIODVkhb7A/GavR8fzi9r/ax7dJ2qn3s/fv34eDggNjYWHTs2BFZWVmoUaMGtmzZgvfffxbT33//jSZNmuDEiRNo06YNDh48iF69euHu3btwdHQEAKxatQpTpkzB/fv3YWRkVK5rs5lGRKSD5BXYZDIZsrOzlTaZTFau6xavsGNrawsAOHPmDAoKCtClSxdFncaNGyteWwkAJ06cQLNmzRTJDgC6d++O7OxsXLp0qdz3zIRHRKSDBEjU3sLDw2FlZaW0hYeHv/Kacrkcn332Gdq1a4emTZsCePYWLyMjI1hbWyvVdXR0RFpamqLO88mueH/xvvKq0Dw8IiKqmuQVeJgVGhqKkJAQpbLyLA8XHByMixcvIj4+Xv2LVwATHhGRDpJD/fl0UqlU5fVPx44di/379yMuLg61atVSlDs5OSE/Px+ZmZlKrbx79+7ByclJUefUqVNK5ysexVlcpzzKlfBezOQvs3jx4nLXJSIicQgVSHgqXUcQMG7cOOzZswcxMTGoV6+e0v5WrVrB0NAQ0dHRCAgIAABcvXoVKSkp8Pb2BgB4e3tj7ty5SE9Ph4ODAwAgKioKlpaW8PDwKHcs5Up4CQkJ5TqZRFJ1Z+ATEZHmBQcHY8uWLfj5559hYWGheOZmZWUFExMTWFlZYcSIEQgJCYGtrS0sLS0xbtw4eHt7o02bNgCAbt26wcPDA8OGDcOCBQuQlpaG6dOnIzg4WKWWJqclEFUApyWQtmh6WkKU4wC1j+16b1u565bVEFq/fj2GDx8O4NnE80mTJuGnn36CTCZD9+7dsWLFCqXuylu3bmHMmDGIiYmBmZkZgoKCMH/+fBgYlP/JHBMeUQUw4ZG2aDrhHXYcqPax3e5t1WAk2qPWoJW//voL27dvR0pKCvLz85X27d69WyOBERFR5ZGLHYAIVJ6Ht3XrVrRt2xZXrlzBnj17UFBQgEuXLuHo0aOwsrKqjBiJiEjDKjLxvKpSOeHNmzcPERER2LdvH4yMjLB06VL8/fff6N+/P+rUqVMZMRIRkYZVZOJ5VaVywktKSoK/vz8AwMjICE+ePIFEIsHEiRPx/fffazxAIiIiTVA54dnY2ODx48cAgJo1a+LixYsAgMzMTDx9+lSz0RERUaWQS9TfqiqVB6107NgRUVFRaNasGT744ANMmDABR48eRVRUFDp37lwZMRIRkYZV5E0rVZXKCW/58uXIy8sDAEybNg2GhoY4fvw4AgICMH36dI0HSEREmlft5qOVg8oJr3hJBwDQ09PD1KlTNRoQERFVvqo82lJdKj/D09fXR3p6eonyhw8fQl9fXyNBERFR5ZJLJGpvVZXKCa+sF7PIZLJyrzpLRESkbeXu0ly2bBmAZ+9F++GHH2Bubq7YV1RUhLi4ODRu3FjzERIRkcbxGd5LREREAHjWwlu1apVS96WRkRHq1q2LVatWaT5CIiLSOF18hlfuhJecnAwA6NSpE3bv3g0bG5tKC4qIiCpXVZ5Ppy6VR2keO3asMuIgIiIt0sV5eCoPWgkICMD//ve/EuULFizABx98oJGgiIiocgkV2KoqlRNeXFwcevbsWaLcz88PcXFxGgmKiIhI01Tu0szJySl1+oGhoSGys7M1EhQREVUuXXyGp3ILr1mzZti2reTy7lu3boWHh4dGgiIiosqli+vhqdzC++qrr9CvXz8kJSXhnXfeAQBER0fjp59+wo4dOzQeIBERaV5VfhanLpUTXu/evbF3717MmzcPO3fuhImJCTw9PXHkyBH4+PhURoxERKRhutilqXLCAwB/f3/FIrDPu3jxIpo2bVrhoIiIqHJV5a5Jdan8DO9Fjx8/xvfff4+3334bzZs310RMREREGqd2wouLi0NgYCCcnZ2xcOFCvPPOOzh58qQmYyMiokrCQSuvkJaWhsjISKxduxbZ2dno378/ZDIZ9u7dq/ERmoIg4P79+3BwcNDoeYmICBB08BleuVt4vXv3RqNGjXD+/HksWbIEd+/exbfffqv2hU1NTXH//n3FZ39/f6Smpio+p6enw9nZWe3zExFR2djCe4mDBw9i/PjxGDNmDNzd3St84by8PKW19eLi4pCbm6tUp6y194iIqGKqcuJSV7lbePHx8Xj8+DFatWoFLy8vLF++HA8ePKjM2CCpwivrEhG9zvguzZdo06YN1qxZg9TUVHz88cfYunUrXFxcIJfLERUVhcePH1dmnERERBWi8ihNMzMzfPTRR4iPj8eFCxcwadIkzJ8/Hw4ODnj33XfLfR6JRKLUgnvxMxERVR65RP1NFXFxcejduzdcXFwgkUiwd+9epf3Dhw9X/P4v3nr06KFUJyMjA0OGDIGlpSWsra0xYsQI5OTkqHzPFZqH16hRIyxYsAB37tzBTz/9pNKxgiCgYcOGsLW1ha2tLXJycvDmm28qPjdu3LgioRER0Utoa9DKkydP0Lx5c3z33Xdl1unRowdSU1MV24v5ZMiQIbh06RKioqKwf/9+xMXFYfTo0SpGouabVl6kr6+Pvn37om/fvuU+Zv369Zq4NBERqUFbg1b8/Pzg5+f30jpSqRROTk6l7rty5Qp+++03nD59Gq1btwYAfPvtt+jZsycWLlwIFxeXcseikYSnjqCgILEuTUSk8yoy+EQmk0EmkymVSaVSSKVStc4XExMDBwcH2NjY4J133sHXX38NOzs7AMCJEydgbW2tSHYA0KVLF+jp6eHPP//Ee++9V+7rVPjVYkREpFvCw8NhZWWltIWHh6t1rh49emDjxo2Ijo7G//73P8TGxsLPzw9FRUUAnr3w5MUXkBgYGMDW1hZpaWkqXUu0Fl69evVeOUhFIpEgKSlJSxEREemOiqyWEBoaipCQEKUydVt3AwcOVPy7WbNm8PT0RIMGDRATE4POnTurH2QpREt4n332WZn7bt68idWrV5doMhMRkWZU5BleRbovX6V+/fqwt7fHjRs30LlzZzg5OSE9PV2pTmFhITIyMsp87lcW0RLehAkTSpRlZGRgzpw5WLlyJby8vPC///1PhMiIiKq/13UC+Z07d/Dw4UPFqyW9vb2RmZmJM2fOoFWrVgCAo0ePQi6Xw8vLS6Vzi5bwnpebm4vFixdj4cKFcHV1xe7du9GzZ0+xwyIiqrbkWkp5OTk5uHHjhuJzcnIyEhMTFVPQZs+ejYCAADg5OSEpKQlffPEF3Nzc0L17dwBAkyZN0KNHD4waNQqrVq1CQUEBxo4di4EDB6o0QhMQOeEVFRVhzZo1mD17NoyNjbFs2TIMHTqUE9CJiCqZtqYl/PXXX+jUqZPic/Gzv6CgIKxcuRLnz5/Hhg0bkJmZCRcXF3Tr1g1z5sxR6jLdvHkzxo4di86dO0NPTw8BAQFYtmyZyrGIlvC2b9+O6dOnIzMzE9OmTcOYMWNgZGQkVjhERFQJfH19X7oQwKFDh155DltbW2zZsqXCsYiW8AYOHAgTExMMGjQIt27dwtSpU0utt3jxYi1HRkRU/b2uz/Aqk2gJr2PHjq+cdsCuTSKiyqGLywOJlvBiYmLEujQRkc6ryDy8quq1GKUJQLG2nr29vciREBFVf9oapfk6EfXVYpmZmQgODoa9vT0cHR3h6OgIe3t7jB07FpmZmWKGRkRUreniArCitfAyMjLg7e2Nf//9F0OGDEGTJk0AAJcvX0ZkZCSio6Nx/Phx2NjYiBUiERFVI6IlvLCwMBgZGSEpKQmOjo4l9nXr1g1hYWGIiIgQKUIioupLFwetiNaluXfvXixcuLBEsgMAJycnLFiwAHv27BEhMiKi6k8OQe2tqhKthZeamoo33nijzP1NmzZVeekHIiIqn6qbttQnWgvP3t4eN2/eLHN/cnIybG1ttRcQEZEOkVdgq6pES3jdu3fHtGnTkJ+fX2KfTCbDV199hR49eogQGRFR9ccuTS0KCwtD69at4e7ujuDgYDRu3BiCIODKlStYsWIFZDIZNm3aJFZ4RERUzYiW8GrVqoUTJ07g008/RWhoqOLlohKJBF27dsXy5ctRu3ZtscIjIqrWqm47TX2ivmmlXr16OHjwIB49eoTr168DANzc3Ep9dnfnzh24uLhAT0/UufJERNVCVX4Wp67X4tViNjY2ePvtt19ax8PDA4mJiahfv76WoiIiqr4EHWzjvRYJrzxetp4SERGphi08IiLSCVV5tKW6+ECMiIh0AhOejunQ3gt790Qi5eYZFOb/i3ff7V5m3e+Wz0dh/r8YP26kFiMkbTPpPwRWS1fDdtdB2P60FxZffQ39mq8eIS0xM4fZp5/BdvNu2P0SBZs1P8LwLa9KjdWovS+sv98Iu58Pw3rFeuXr6evD9KOPYb1iPez2/AabH3fBfNKX0LO1q9SYqipdXC2hyiQ8rn6uGWZmpjh//jLGTZj20np9+vSAl1dL/PtvqpYiI7EYNmuOvH17kDVxDLK+nASJgQEs5y4EpMZlH2RgAMt5i6Dv6ITsuTPwaOQwPF72DeT/v66lenG0gE3k1rIv2eQNWEz9CrJDvyJz7Cjkn/gdll/Nhb5rPQCARGoMgwYN8fSnjcgcOwqPv/4K+rVqw2LmPLVjqs448fw1xkErmvHboWP47dCxl9ZxcXHC0oiv0bPXYPyyd6OWIiOxZH/1hdLnx4vDYbf1Fxi4N0ThxfOlHmPcrSf0LCzwKORToKgIACBPf+HdtxIJTD4YDGO/3tCzsUXRv7fx9KeNyI+PVStOkz7vo+CvU8jd9SwpPt20DoYtW8O493t4snwxhKdPkD1tktIxT1YuhfXS1dCr4QD5/XS1rltdcdCKlhUUFMDExASJiYlo2rTpS+tevnwZLi4uWopMd0kkEmxYvwyLFq/E5cvXxA6HRCAxNQcACI8fl1nHqE07FFy5BPPgiTBq0w7yrEzIYqKRu2MLIH/2q9RkwBBIO3VDzreLUHT3DgybNofF5GnIyspE4YVzKsdl0OQN5O7ZrlRWcOY0jLzbv+RezCDI5RCe5Kh8veqO0xK0zNDQEHXq1EHR//+F+DJ864p2fDE5GIWFhfh2+VqxQyExSCQw/3gsCi6dR9Gt5DKr6Tk5w7D5m5AdO4KsGVOg71IT5sETAX195G7ZABgawnTAUGSFTkLh35cAALK0VBi+0QzGfu8iR42Ep2djC/mjR0pl8kePoGdTxkvmDY1g9tHHkMVGQ3j6VOXrVXds4Ylg2rRp+PLLL7Fp0ya1VkeQyWSQyWRKZYIg8JmfGlq+2Qzjxo7AW158abeuMgueCP269ZD1+biX1pNI9CDPzETOsoWAXI6iG9fw1K4GTN8fiNwtG6DvXBMSYxNYzVuofKCBIQqTris+2u0++N8+PX3A0FCpLO9oFJ4sX6z6jejrw+LLWYBEot7xVC2JnvCWL1+OGzduwMXFBa6urjAzM1Paf/bs2ZceHx4ejtmzZyuVSfTMIdG31His1V379l5wcLBHctIpRZmBgQG+WTAD48eNhFvDNiJGR5XNbMwEGL3tjazJ4yB/cP+ldeWPHkIoLFR0XwJA0e1bz0ZEGhhAYmICAMiaObXkQJaC/1ZIeRT83whgw8ZNYPrRx8j64jNFmfD0yXPXzICejY3SqfRsbCB/lKF8fn19WHw5G/oOjsiaOpGtuzKwS1MEffv2rdDxoaGhCAkJUSqzsWtcoXPqqh8370L00d+Vyn7dvxmbt+xC5IbtZRxF1YHZmAkwatsBWVMmQH7v1QsvF1y6CGmnzoBEAvz/gDL9mrVQ9PABUFiIopSbEPJl0K/h+NLndfLUf//7t30NoKhIqex5hVcuwahFK+Tt3akoM3yzNQquXPqvUnGyc6mJrKmfQXic/cp70VXs0hTBzJkzK3S8VCqFVCpVKmN3ZtnMzEzh5lZP8ble3Tpo3vwNZGQ8wu3bd5GRofyMpKCgEGlp93HtWpK2QyUtMQueCKlvZ2SHTYOQmwvJ/z8TE57kAP+/XqX5pC8hf3gfTyPXAADyDuyF8bvvweyT8cj9ZRf0XWrBdMBQ5P6y69mxubnI3bUNZqODAT0JCi5dgMTUDIZvNIPw9AlkRw6pHGfuzzthtWAZTPr1R/6pk5D6vAMD90bPulWBZ8luWhgM3Boie+ZUQE//v3t5nA0UFlb0R1WtyHVw5LvoCQ8AMjMzsXPnTiQlJWHy5MmwtbXF2bNn4ejoiJo1a4odXrXSulVzRB/57y/kRQtnAQA2bNyOESMnihQVicmkV18AgPWCZUrljxeFQ3bkNwCAvoMDIPzXJpA/uI/saZNh9nEwbFasg/zhA+T+vOvZKM3/93TjWsizMmHSfwjMnVwgPMlB4Y1reLrtR7XiLLxyCY//NwemQSNgOnwUiv69g+w50xSDa/TsakD6/yM2bVasUzo264sJKLiQqNZ1qyvdS3eARBB5gtv58+fRpUsXWFlZ4ebNm7h69Srq16+P6dOnIyUlBRs3qj4PzMCISZK0I62zm9ghkI6wP6je/MWyDHZ9T+1jt9zao8FItEf0N62EhIRg+PDhuH79OoyN/3uzQ8+ePREXFydiZEREVFFxcXHo3bs3XFxcIJFIsHfvXqX9giBgxowZcHZ2homJCbp06aJYH7VYRkYGhgwZAktLS1hbW2PEiBHIyVF9bqXoCe/06dP4+OOPS5TXrFkTaWmvfnhORESqEyrwP1U8efIEzZs3x3fffVfq/gULFmDZsmVYtWoV/vzzT5iZmaF79+7Iy8tT1BkyZAguXbqEqKgo7N+/H3FxcRg9erTK9yz6MzypVIrs7JIjqa5du4YaNWqIEBERUfWnrVGafn5+8PPzK3WfIAhYsmQJpk+fjj59+gAANm7cCEdHR+zduxcDBw7ElStX8Ntvv+H06dNo3bo1AODbb79Fz549sXDhQpXewCV6C+/dd99FWFgYCgoKADwbYZmSkoIpU6YgICBA5OiIiKqnirw8WiaTITs7W2l78QUg5ZGcnIy0tDR06dJFUWZlZQUvLy+cOHECAHDixAlYW1srkh0AdOnSBXp6evjzzz9Vup7oCW/RokXIycmBg4MDcnNz4ePjAzc3N1hYWGDu3Llih0dEVC1VpEszPDwcVlZWSlt4eLjKMRQ/tnJ0dFQqd3R0VOxLS0uDg4OD0n4DAwPY2tqq/NhL9C5NKysrREVFIT4+HufPn0dOTg5atmyplPGJiEizKtKlWdoLP16cD/06Ej3hFWvfvj3aty/7redERPR6KO2FH+pwcnICANy7dw/Ozs6K8nv37qFFixaKOunpyks7FRYWIiMjQ3F8eb0WCS86OhrR0dFIT0+HXK78d8e6devKOIqIiNT1OqwxWq9ePTg5OSE6OlqR4LKzs/Hnn39izJgxAABvb29kZmbizJkzaNWqFQDg6NGjkMvl8PLyKuvUpRI94c2ePRthYWFo3bo1nJ2d+VowIiIt0NbK5Tk5Obhx44bic3JyMhITE2Fra4s6dergs88+w9dffw13d3fUq1cPX331FVxcXBTvWW7SpAl69OiBUaNGYdWqVSgoKMDYsWMxcOBAlddIFT3hrVq1CpGRkRg2bJjYoRAR6QxtTUv466+/0KlTJ8Xn4md/QUFBiIyMxBdffIEnT55g9OjRyMzMRPv27fHbb78pvYhk8+bNGDt2LDp37gw9PT0EBARg2bJlJa71KqK/WszOzg6nTp1CgwYNNHZOvlqMtIWvFiNt0fSrxXrV8Vf72P0pBzQYifaIPi1h5MiR2LJly6srEhGRxlRkHl5VJXqXZl5eHr7//nscOXIEnp6eMDQ0VNq/eDFXKyYioooTPeGdP39eMTrn4sWLSvs4gIWIqHK8DqM0tU30hHfs2DGxQyAi0jlc8ZyIiHSCqqseVAeiJ7wnT55g/vz5ZU48/+eff0SKjIio+qrKg0/UJXrCGzlyJGJjYzFs2DBOPCci0hI+wxPBwYMHceDAAbRr107sUIiIqBoTPeHZ2NjA1tZW7DCIiHSKLnZpij7xfM6cOZgxYwaePn0qdihERDqjIuvhVVWit/AWLVqEpKQkODo6om7duiUmnp89e1akyIiIqi85n+FpX/EbsYmISHt0L929Bglv5syZYodARKRz+AyPiIiomhKlhWdra4tr167B3t4eNjY2L517l5GRocXIiIh0gy628ERJeBEREbCwsAAALFmyRIwQiIh0Gieea0lQUJDi39HR0fD19YWPj49GF4ElIqKy6WILT/RneFKpFPPnz0fDhg1Ru3ZtDB06FD/88AOuX78udmhERNWWLs7DEz3hrVmzBteuXUNKSgoWLFgAc3NzLFq0CI0bN0atWrXEDo+IqFoSBEHtraoSPeEVs7GxgZ2dHWxsbGBtbQ0DAwPUqFFD7LCIiKiaED3hffnll2jbti3s7OwwdepU5OXlYerUqUhLS0NCQoLY4RERVUtyCGpvVZXoE8/nz5+PGjVqYObMmejXrx8aNmwodkhERNVeVe6aVJfoCS8hIQGxsbGIiYnBokWLYGRkBB8fH/j6+sLX15cJkIioElTllpq6JMJrlubPnTuHiIgIbN68GXK5HEVFRSqfw8CoZiVERlRSWmc3sUMgHWF/MFaj5/N08lb72PNpJzQYifaI3sITBAEJCQmIiYlBTEwM4uPjkZ2dDU9PT/j4+IgdHhFRtcTVEkRga2uLnJwcNG/eHD4+Phg1ahQ6dOgAa2trsUMjIqJqRPSE9+OPP6JDhw6wtLQUOxQiIp1RlSeQq0v0hOfv7y92CEREOkcXuzRFn4dHRETap61Xi82aNQsSiURpa9y4sWJ/Xl4egoODYWdnB3NzcwQEBODevXuavl0ATHhERDpJLghqb6p64403kJqaqtji4+MV+yZOnIh9+/Zhx44diI2Nxd27d9GvXz9N3qqC6F2aRERUvRkYGMDJyalEeVZWFtauXYstW7bgnXfeAQCsX78eTZo0wcmTJ9GmTRuNxsEWHhGRDqpIl6ZMJkN2drbSJpPJyrzW9evX4eLigvr162PIkCFISUkBAJw5cwYFBQXo0qWLom7jxo1Rp04dnDih+bl+THhERDqoIl2a4eHhsLKyUtrCw8NLvY6XlxciIyPx22+/YeXKlUhOTkaHDh3w+PFjpKWlwcjIqMQ0NEdHR6SlpWn8ntmlSUSkgyoyLSE0NBQhISFKZVKptNS6fn5+in97enrCy8sLrq6u2L59O0xMTNSOQR1MeEREOkgQ5GofK5VKy0xwr2JtbY2GDRvixo0b6Nq1K/Lz85GZmanUyrt3716pz/wqil2aREQ6SKzlgXJycpCUlARnZ2e0atUKhoaGiI6OVuy/evUqUlJS4O2t/rs+y8IWHhERVZrPP/8cvXv3hqurK+7evYuZM2dCX18fgwYNgpWVFUaMGIGQkBDY2trC0tIS48aNg7e3t8ZHaAJMeEREOklbC+XcuXMHgwYNwsOHD1GjRg20b98eJ0+eRI0aNQAAERER0NPTQ0BAAGQyGbp3744VK1ZUSiyv3fJAmsDlgUhbuDwQaYumlweqZdtU7WPvZFzUYCTawxYeEZEOqoZtnVdiwiMi0kG6+PJoJjwiIh2ki8sDcVoCERHpBLbwiIh0EJ/hERGRTqjoBPKqiAmPiEgHsYVHREQ6gaM0iYhIJ+hiC4+jNImISCewhUdEpIM4aIWIiHSCLnZpMuEREekgDlohIiKdoIuvFmPCIyLSQbrYwuMoTSIi0gls4RER6SAOWiEiIp3AZ3hERKQT2MIjIiKdwIRHREQ6QffSHUdpEhGRjpAIutiupRJkMhnCw8MRGhoKqVQqdjhUjfG7RmJhwiMAQHZ2NqysrJCVlQVLS0uxw6FqjN81Egu7NImISCcw4RERkU5gwiMiIp3AhEcAAKlUipkzZ3IQAVU6ftdILBy0QkREOoEtPCIi0glMeEREpBOY8IiISCcw4YksMjIS1tbWYodBOojfPdI1THgiGzBgAK5duyZ2GK8UExMDiURS5tapUycAwM2bN8usc/LkSQDPftEWl+np6cHZ2RkDBgxASkpKieteunQJ/fv3R40aNSCVStGwYUPMmDEDT58+1er9V0dV5btX7Pbt2/joo4/g4uICIyMjuLq6YsKECXj48KFSPV9fX0gkEmzdulWpfMmSJahbt67i8/Pfw+c3Y2NjbdwOiYAJT2QmJiZwcHAQOwzk5+e/dH/btm2RmppaYlu9ejUkEgk+/fRTpfpHjhwpUbdVq1aK/ZaWlkhNTcW///6LXbt24erVq/jggw+UznHy5El4eXkhPz8fBw4cwLVr1zB37lxERkaia9eur4yZXq6qfPcA4J9//kHr1q1x/fp1/PTTT7hx4wZWrVqF6OhoeHt7IyMjQ6m+sbExpk+fjoKCgpeet/h7+Px269atCt0PvcYE0rh9+/YJVlZWQmFhoSAIgpCQkCAAEKZMmaKoM2LECGHIkCHC+vXrBSsrK0X5zJkzhebNmwsbN24UXF1dBUtLS2HAgAFCdna2oo6Pj48wbtw4YfLkyYKNjY3g6OgozJw5UymGR48eCSNGjBDs7e0FCwsLoVOnTkJiYmKJ66xZs0aoW7euIJFIVL7Py5cvCxYWFsK0adMUZcnJyQIAISEhoczjXrxnQRCEZcuWCQCErKwsQRAEQS6XCx4eHkLr1q2FoqIipbqJiYmCRCIR5s+fr3LM1V11/e716NFDqFWrlvD06VOl8tTUVMHU1FT45JNPlGL88MMPBTs7O+G7775TlEdERAiurq6Kz6V9D6l6YwuvEnTo0AGPHz9GQkICACA2Nhb29vaIiYlR1ImNjYWvr2+pxyclJWHv3r3Yv38/9u/fj9jYWMyfP1+pzoYNG2BmZoY///wTCxYsQFhYGKKiohT7P/jgA6Snp+PgwYM4c+YMWrZsic6dOyv9JXzjxg3s2rULu3fvRmJiokr3mJmZiT59+sDX1xdz5sxR6dgXpaenY8+ePdDX14e+vj4AIDExEZcvX0ZISAj09JS/ps2bN0eXLl3w008/Vei61VF1/O5lZGTg0KFD+PTTT2FiYqK0z8nJCUOGDMG2bduUFjS1tLTEtGnTEBYWhidPnrz0/KQ7mPAqgZWVFVq0aKH4JRMTE4OJEyciISEBOTk5+Pfff3Hjxg34+PiUerxcLkdkZCSaNm2KDh06YNiwYYiOjlaq4+npiZkzZ8Ld3R2BgYFo3bq1ok58fDxOnTqFHTt2oHXr1nB3d8fChQthbW2NnTt3Ks6Rn5+PjRs34s0334Snp2e5708ul2Pw4MEwMDDA5s2bIZFIStRp27YtzM3NlbbnZWVlwdzcHGZmZnB0dMSxY8cQHBwMMzMzAFA8W2rSpEmpMTRp0qRKPX/Slur43bt+/ToEQXjpd+HRo0e4f/++Uvmnn34KY2NjLF68uMxzF38Pn9/8/PxeGg9VXVzxvJL4+PggJiYGkyZNwu+//47w8HBs374d8fHxyMjIgIuLC9zd3fHHH3+UOLZu3bqwsLBQfHZ2dkZ6erpSnRd/STxf59y5c8jJyYGdnZ1SndzcXCQlJSk+u7q6okaNGirf25dffokTJ07g1KlTSnE+b9u2bWX+ggIACwsLnD17FgUFBTh48CA2b96MuXPnlqgn8EVAKquu3z1VvwtSqRRhYWEYN24cxowZU2qd4u/h815sRVL1wYRXSXx9fbFu3TqcO3cOhoaGaNy4MXx9fRETE4NHjx6V+Rc2ABgaGip9lkgkkMvl5a6Tk5MDZ2dnpW6sYs8PQy9uTali69atWLhwIQ4cOAB3d/cy69WuXRtubm5l7tfT01Psb9KkCZKSkjBmzBhs2rQJANCwYUMAwJUrV/Dmm2+WOP7KlSuKOqSsun333NzcIJFIcOXKFbz33nsl9l+5cgU2NjalJtChQ4di4cKF+Prrr5VGaBZ7/ntI1R+7NCtJ8bOUiIgIxS+Y4l86MTExZT5D0YSWLVsiLS0NBgYGcHNzU9rs7e3VPm9iYiJGjBiB+fPno3v37hqMGJg6dSq2bdum+Gu7RYsWaNy4MSIiIkr8wj137hyOHDmCQYMGaTSG6qK6fffs7OzQtWtXrFixArm5uUr70tLSsHnzZgwYMKDUrnU9PT2Eh4dj5cqVuHnzplrXp+qDCa+S2NjYwNPTE5s3b1b8gunYsSPOnj2La9euvfSv7Irq0qULvL290bdvXxw+fBg3b97E8ePHMW3aNPz1119qnfPBgwfo27cvfH19MXToUKSlpSltLz4/efjwYYk6eXl5ZZ6/du3aeO+99zBjxgwAz1oNa9euxeXLlxEQEIBTp04hJSUFO3bsQO/eveHt7Y3PPvtMrXup7qrbdw8Ali9fDplMhu7duyMuLg63b9/Gb7/9hq5du6JmzZqldocX8/f3h5eXF1avXl1inyAIJb6naWlpJf7IouqBCa8S+fj4oKioSPFLx9bWFh4eHnByckKjRo0q7boSiQS//vorOnbsiA8//BANGzbEwIEDcevWLTg6Oqp1zgMHDuDWrVv49ddf4ezsXGJ76623lOp36dKlRJ29e/e+9BoTJ07EgQMHcOrUKQDPBr6cPHkS+vr68PPzg5ubG0JDQxEUFISoqCguL/MS1em7BwDu7u7466+/UL9+ffTv3x8NGjTA6NGj0alTJ5w4cQK2trYvPf5///tfqX9wZWdnl/p9fvG5JVUPXB6IiIh0Alt4RESkE5jwCACQkpJSYj7S81tp77kk0gR+90hb2KVJAIDCwsKXjmKrW7cuDAw4i4U0j9890hYmPCIi0gns0iQiIp3AhEdERDqBCY+IiHQCEx4REekEJjyqNoYPH46+ffsqPvv6+ory+rGYmBhIJBJkZmZW6nUkEskr315DRP9hwqNKNXz4cEgkEkgkEhgZGcHNzQ1hYWEoLCys9Gvv3r273IvTaitJ5efnw97evsSiqsXmzJkDR0dHFBQUVGocRLqICY8qXY8ePZCamorr169j0qRJmDVrFr755ptS6+bn52vsura2tmWu1ycWIyMjDB06FOvXry+xTxAEREZGIjAwsMQSPERUcUx4VOmkUimcnJzg6uqKMWPGoEuXLvjll18A/NcNOXfuXLi4uChebHz79m30798f1tbWsLW1RZ8+fZQmJxcVFSEkJATW1taws7PDF198UWKB0Be7NGUyGaZMmYLatWtDKpXCzc0Na9euxc2bN9GpUycAz1YakEgkGD58OIBnK4CHh4ejXr16MDExQfPmzZVW7gaAX3/9FQ0bNoSJiQk6der0ymVoRowYgWvXriE+Pl6pPDY2Fv/88w9GjBiB06dPo2vXrrC3t4eVlRV8fHxKLFT6vNJaqImJiZBIJErxxMfHo0OHDjAxMUHt2rUxfvx4PHnyRLF/xYoVcHd3h7GxMRwdHfH++++/9F6IqhImPNI6ExMTpZZcdHQ0rl69iqioKOzfvx8FBQXo3r07LCws8Pvvv+OPP/6Aubk5evTooThu0aJFiIyMxLp16xQree/Zs+el1w0MDMRPP/2EZcuW4cqVK1i9ejXMzc1Ru3Zt7Nq1CwBw9epVpKamYunSpQCA8PBwbNy4EatWrcKlS5cwceJEDB06FLGxsQCeJeZ+/fqhd+/eSExMxMiRIzF16tSXxtGsWTO89dZbWLdunVL5+vXr0bZtWzRu3BiPHz9GUFAQ4uPjcfLkSbi7u6Nnz554/Pixaj/s5yQlJaFHjx4ICAjA+fPnsW3bNsTHx2Ps2LEAgL/++gvjx49HWFgYrl69it9++w0dO3ZU+3pErx2BqBIFBQUJffr0EQRBEORyuRAVFSVIpVLh888/V+x3dHQUZDKZ4phNmzYJjRo1EuRyuaJMJpMJJiYmwqFDhwRBEARnZ2dhwYIFiv0FBQVCrVq1FNcSBEHw8fERJkyYIAiCIFy9elUAIERFRZUa57FjxwQAwqNHjxRleXl5gqmpqXD8+HGluiNGjBAGDRokCIIghIaGCh4eHkr7p0yZUuJcL1q1apVgbm4uPH78WBAEQcjOzhZMTU2FH374odT6RUVFgoWFhbBv3z5FGQBhz549ZcafkJAgABCSk5MVcY8ePVrpvL///rugp6cn5ObmCrt27RIsLS2F7OzsMuMmqsrYwqNKt3//fpibm8PY2Bh+fn4YMGAAZs2apdjfrFkzGBkZKT6fO3cON27cgIWFheIFwra2tsjLy0NSUhKysrKQmpoKLy8vxTEGBgZo3bp1mTEkJiZCX19fpcVPb9y4gadPn6Jr165KLzPeuHEjkpKSAABXrlxRigMAvL29X3nuQYMGoaioCNu3bwcAbNu2DXp6ehgwYAAA4N69exg1ahTc3d1hZWUFS0tL5OTkVOhFyufOnUNkZKTSvXTv3h1yuRzJycno2rUrXF1dUb9+fQwbNgybN2/G06dP1b4e0euGb2SlStepUyesXLkSRkZGcHFxKfEiYDMzM6XPOTk5aNWqFTZv3lziXDVq1FArBhMTE5WPycnJAfBs8duaNWsq7avo4rOWlpZ4//33sX79enz00UdYv349+vfvD3NzcwBAUFAQHj58iKVLl8LV1RVSqRTe3t5lDurR03v2t6vw3HPMF0d65uTk4OOPP8b48eNLHF+nTh0YGRnh7NmziImJweHDhzFjxgzMmjULp0+fhrW1dYXul+h1wIRHlc7MzAxubm7lrt+yZUts27YNDg4OsLS0LLWOs7Mz/vzzT8UzpsLCQpw5cwYtW7YstX6zZs0gl8sRGxuLLl26lNhf3MIsKipSlHl4eEAqlSIlJaXMlmGTJk0UA3CKnTx58tU3iWeDV3x9fbF//34cP35caeTqH3/8gRUrVqBnz54Anj0rfPDgQZnnKv5DIDU1FTY2NgCetWqf17JlS1y+fPml/18YGBigS5cu6NKlC2bOnAlra2scPXoU/fr1K9c9Eb3O2KVJr50hQ4bA3t4effr0we+//47k5GTExMRg/PjxuHPnDgBgwoQJmD9/Pvbu3Yu///4bn3766Uvn0NWtWxdBQUH46KOPsHfvXsU5i7sUXV1dIZFIsH//fty/fx85OTmwsLDA559/jokTJ2LDhg1ISkrC2bNn8e2332LDhg0AgE8++QTXr1/H5MmTcfXqVWzZsgWRkZHlus+OHTvCzc0NgYGBaNy4Mdq2bavY5+7ujk2bNuHKlSv4888/MWTIkJe2Ut3c3FC7dm3MmjUL169fx4EDB7Bo0SKlOlOmTMHx48cxduxYJCYm4vr16/j5558Vg1b279+PZcuWITExEbdu3cLGjRshl8sVI2eJqjyxHyJS9fb8oBVV9qempgqBgYGCvb29IJVKhfr16wujRo0SsrKyBEF4NkhlwoQJgqWlpWBtbS2EhIQIgYGBZQ5aEQRByM3NFSZOnCg4OzsLRkZGgpubm7Bu3TrF/rCwMMHJyUmQSCRCUFCQIAjPBtosWbJEaNSokWBoaCjUqFFD6N69uxAbG6s4bt++fYKbm5sglUqFDh06COvWrXvloJVi8+bNEwAoDcARBEE4e/as0Lp1a8HY2Fhwd3cXduzYIbi6ugoRERGKOnhu0IogCEJ8fLzQrFkzwdjYWOjQoYOwY8cOpUErgiAIp06dErp27SqYm5sLZmZmgqenpzB37lxBEJ4NYPHx8RFsbGwEExMTwdPTU9i2bdsr74GoquB6eEREpBPYpUlERDqBCY+IiHQCEx4REekEJjwiItIJTHhERKQTmPCIiEgnMOEREZFOYMIjIiKdwIRHREQ6gQmPiIh0AhMeERHphP8D9OGXtZU/DrgAAAAASUVORK5CYII=",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.97      0.96      0.96       423\n",
            "           1       0.93      0.95      0.94       270\n",
            "\n",
            "    accuracy                           0.95       693\n",
            "   macro avg       0.95      0.95      0.95       693\n",
            "weighted avg       0.95      0.95      0.95       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 110s 2s/step - loss: 0.1172 - accuracy: 0.9537 - val_loss: 0.0376 - val_accuracy: 0.9844\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0406 - accuracy: 0.9865 - val_loss: 0.0085 - val_accuracy: 0.9948\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0344 - accuracy: 0.9876 - val_loss: 0.0014 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 98s 2s/step - loss: 0.0136 - accuracy: 0.9957 - val_loss: 7.2090e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0083 - accuracy: 0.9968 - val_loss: 0.0028 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0134 - accuracy: 0.9946 - val_loss: 3.5663e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0028 - accuracy: 0.9995 - val_loss: 3.0517e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0155 - accuracy: 0.9946 - val_loss: 3.8232e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0096 - accuracy: 0.9957 - val_loss: 2.4300e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0148 - accuracy: 0.9962 - val_loss: 0.0014 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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IXn75ZW688cYafb1nJf84ZCSCYS29X2JAVhr87z+Qk2hubSIidd1Ft8Kt75n29A4VgJKTkwkLCyu3LSwsjKysLPLz8zl+/DhWq7XSfbZv337K406bNo2nnnqqynUZhkF+sbXKj68qb3fXap25NHbsWF566SWaNWtGvXr1SExMpHfv3jz77LN4enry0Ucf0bdvX3bs2EHjxo1PeZynnnqKF154gRdffJGZM2dy1113ceDAAerXr19ttZ4XwwZZSZCbfmLD395DiwVcPcHNcc7uiYg4JFd3U5/eoQLQhTJu3DjGjBljv5+VlUVUVNRZPz6/2ErbSYvPvGM12zo1Hp9qHKqZOnUq11xzjf1+/fr1iY2Ntd9/+umnmT9/Pt9++y3Dhw8/5XEGDx7MnXfeCcBzzz3Ha6+9xpo1a7juuuuqrdYqKymE4/uhOK/0vl8Y+DcsDT4FBZDrBQ+tBAca3hQRkXPnUAEoPDyclJSUcttSUlIICAjA29sbV1dXXF1dK93n70NA/+Tp6Ymnp+cFqdmRdO7cudz9nJwcpkyZwsKFCzly5AglJSXk5+dz8ODB0x6nQ4cO9tu+vr4EBATUjib0/AzIOFg65GVxhXpNwCvQ7KpEaq2iEhtpOYVEBnmbXYpItXOoANStWzd++OGHctuWLFlCt27dAPDw8KBTp04sW7bM3kxts9lYtmzZac9YnC9vd1e2To2/YMc/3fNWJ19f33L3H330UZYsWcJLL71E8+bN8fb25tZbb6WoqOi0x3F3L39a02KxYLPZqrXWc2LYIOsw5KaV3nf3hXrR4OZhXk0itdzmQ5mMnLOBvWm53HlJFBP6tMXX06G+MkROy9Q/zTk5Oezevdt+f9++fSQkJFC/fn0aN27MuHHjSEpK4qOPPgLgwQcfZNasWTz++OMMHTqUn376iblz57Jw4UL7McaMGcOgQYPo3Lkzl1xyCTNmzCA3N5chQ4ZcsNdhsViqdSiqtli5ciWDBw/m5ptvBko/r/3795tb1Ln655CXbygENASL1gAVqYzVZvDWL3v475KdlNhKJwl/viaRVXuO8t8BcVzcuJ7JFYpUD1O/tf/880+uvPJK+/2yPpxBgwYxe/Zsjhw5Um64pWnTpixcuJDRo0fz6quv0qhRI/7v//6P+PiTZ18GDBhAWloakyZNIjk5mbi4OBYtWlShMVrOrEWLFsybN4++fftisViYOHGiuWdyzlVBJhw/cHLIK6gxeAeZXZVIrZV4LI8xcxNYu/84ANdfFM7NF0cy+du/2H80j1vfWsUjV7Vg2JUxuLnqHxHi2EwNQD179uR0yxBVtspzz5492bBhw2mPO3z48As65OUsXnnlFYYOHUr37t0JDg7miSeecIwlAgwbZB2B3BN9R+4+J4a81OclUhnDMJi/IYlJ3/xFTmEJfp5uTLmxHf07RmKxWOjatAETv9nCtxsP89+lO1m+M5UZA+Jo0sD3zAcXqaVqzUKItUldXAjRaZQUnRjyyi297xsCARFnNeSlz1acUUZeEeMXbGHhpiMAdG5Sj/8OiCOqvk+Ffb9JSGLCgi1kF5Tg4+HKlL7tuK1zI11IWGqNOrsQoshpFWSVhh8NeYmclRW70nn0y40kZxXg5mJhVK8WPHjFqYe3+sVF0qlJPf4zdyOr9x3j8a83sWx7CtNu6UB9X00qEMeiQVxxfIZROsvr2J7S8OPmDSGtFH5ETqGg2MrT32/l7vdWk5xVQLNgX+Y93J3hV7U4Y29Po3o+fHb/vxh7fWvcXS0s/iuF+Bm/snxHLVjqQuQcKACJY7MWwdHdkHNi7SefYAhuqX4fkVPYdiSLfrNW8t6KfQDc/a/GfP/IpXRoFHTWx3B1sfDgFTEsGNaDFqF+pGUXMviDtUz+ZgsFJqyKL1IVCkDiuAqyIG0HFOWU9vjUi4agKHDRH2uRf7LZDP7vt730m7WSHSnZBPt58P7gzjxzU/sqL+PRLiKQ70ZcyuDu0QB8uOoAN8xcwZakzGqsXOTC0DeFOB7DKJ3ldWwP2EpKh7yCW4G31icRqcyRzHzufm81zyzcRpHVRq82oSwadTlXtT7/5UG83F2ZcmM7Phx6CSH+nuxOzeHmN1by5vI9WG2aYyO1lwKQOBZr8Ykhr+TS+z4NSoe83DVrS6Qy3286TPx/f+X3PUfxdnfluZvb8+7AzgT7Ve8w8RUtQ1g86nKuaxdOsdVg+qLt3PnuHxw6nletzyNSXRSAxHEUZkPa9pNDXkFNSmd6achLpIKsgmJGz0lg+GcbyCooIbZRIAsfuZT/17XxBZu2Xt/Xgzfv7sgLt3bA18OVNfuOcf2M31iwIem0a76JmEHT4KX2M4zSJufs0nVKcPOCek111kfkFFbvPcqYuRtJysjHxQLDr2rBiKua414DqzdbLBZu7xxF16b1GT0ngfUHMxg1J4Gl21J49qb2BPq4n/kgIjVA/3SW2s1aXNrrUxZ+vOtryEvkFIpKbExftJ073v2DpIx8Gtf34csHuzPmmpY1En7+rkkDX+b+uxtjrmmJq4uF7zcd4bpXf+X33ek1WofIqSgAyVnr2bMno0aNst+Pjo5mxowZp32MxWJhwYIFVXvCwpzSWV6F2VgiO7Lgty1Qrwm4uFbteCJ12O7UbHvzsWHA7Z0b8cPIy+jUxLzJAW6uLjxydQu+fqg7TYN9OZJZwP/7v9U8u3ArhSWaLi/mUgByEn379uW6666r9He//fYbFouFTZs2ndMx165dywMPPFAd5dlNmTKFuLg4yE6Bo7vAVgyunhw5uJfrb7q9Wp9LpC4wDIOPVu2nz2sr+OtwFvV83Hnr7o68cGssfp61o8shLirI3n8E8O5v++g3ayXbkx3g2oJSZykAOYl7772XJUuWcOjQoQq/++CDD+jcuTMdOnQ4p2OGhITg41PxekHnxWYrXdww+3Dpfe96ENKK8KimeHpqcUORv0vNLmDwB2uZ9M1fFJbYuLxsJtZFDc0urQIfDzeeu7k9/zewMw18PdienM2NJxZktGm6vJhAAchJ3HDDDYSEhDB79uxy23Nycvjyyy+56aabuPPOO4mMjMTHx4f27dvz+eefn/aY/xwC27VrF5dffjleXl60bduWJUuWVHjME088QcuWLfHx8aFZs2ZMnDiR4uJiAGb/39s89fTTbNyyDUtkRyyRHZm94Gdwca0wlLZ582auuuoqvL29adCgAQ888AA5OTn23w8ePJibbrqJl156iYYNG9KgQQOGDRtmfy4RR7doSzLx//2VX3am4enmwpS+bflwSBdCA2p3f1yvtmEn1iAKpajExtPfb2Xg+2tIziwwuzRxMrXj/KijMwwoNmGtC3cfOMvprG5ubgwcOJDZs2czfvx4+zTYL7/8EqvVyt13382XX37JE088QUBAAAsXLuSee+4hJiaGSy655IzHt9ls3HLLLYSFhbF69WoyMzPL9QuV8ff3Z/bs2URERLB582buv/9+/P38eHzYEAZcGcuWf9/DouWrWPrjYvDwITAwsMIxcnNziY+Pp1u3bqxdu5bU1FTuu+8+hg8fXi7g/fzzzzRs2JCff/6Z3bt3M2DAAOLi4rj//vvP6j0TqY1yC0uY+t1W5vyZCEDbhgG8ekccLcL8Ta7s7IX4e/LeoM58uvogzyzcyord6cTP+JVpt7Snd/vad/ZK6iYFoOpQnAfPRdT88z55GDx8z3r3oUOH8uKLL/LLL7/Qs2dPoHT4q3///jRp0oRHH33Uvu+IESNYvHgxc+fOPasAtHTpUrZv387ixYuJiCh9L5577jmuv/76cvtNmDDBfjs6OppH/zOGLz79mMfvuRZvb0/8Auvh5uVLeONmp3yuzz77jIKCAj766CN8fUtf/6xZs+jbty/Tp08nLKx0ddt69eoxa9YsXF1dad26NX369GHZsmUKQLWIYRikZheyJzWHPWk57EnLxcVi4arWoXRtVr/GZy7VdusPHmf0nAQOHM3DYoF/Xx7DmGta4uHmeO+TxWLh7n81oVtMA0Z9kcDmpEwe/nQ9t3SM5Kkb2+HvpenycmEpADmR1q1b0717d95//3169uzJ7t27+e2335g6dSpWq5XnnnuOuXPnkpSURFFREYWFhWfd47Nt2zaioqLs4QegW7duFfabM2cOr732Gnv27CEnJ4eSkmIC/HwBCwRGglfQWT1XbGysPfwA9OjRA5vNxo4dO+wBqF27dri6npwx1rBhQzZv3nxWr0eqV1GJjQNHc+0h5++BJ6ewpML+76/cR4CXG1e1DuXaduFc0TIE31rS0GuGYquNWT/tZtbPu7HaDCKDvHn59lj+1ayB2aWdt5gQP+Y93J1Xl+7ijeW7mbc+iTX7jvHfAXF0ia5vdnlShznv3yjVyd2n9GyMGc97ju69915GjBjB66+/zgcffEBMTAxXXHEF06dP59VXX2XGjBm0b98eX19fRo0aRVFRUbWVu2rVKu666y6emjKF+Mu7EuiSxxffLObldz4pXdvH4+yH9M6Gu3v5f0FaLBZsNlu1HV8qysgrKg02qWVhpzTkHDyWd8rrQrm6WGhS34dmIX7EhPqSkVvMsu0ppOcUsSDhMAsSDuPh5sKlzYO5tm0YV7cJI8TfeRri96XnMnpOAgmJGQDcFBfBU/0uItC77pwhcXd14dH4VvRsFcLouQkkHstnwNureKhnDCOvdswzXFL7KQBVB4vlnIaizHT77bczcuRIPvvsMz766CMeeughLBYLK1eupF+/ftx9991AaU/Pzp07adu27Vkdt02bNiQmJnLkyBEaNiwdw//jjz/K7fP777/TpEkTxj98FxRkAHAg+WjpZS08SsOch4cHVuvp1wdp06YNs2fPJjc3134WaOXKlbi4uNCqVauzfi+kaqw2g6Tj+X8LOCcDz9HcUwdmf083moX6ERPiS0yIHzEhfjQP9aVxfd8KX3BWm8GGg8f5cWsKi/9K5sDRPH7anspP21OxWDbTqXE9rm0XxrVtw4kOdoz/986VYRjMWZvI1O+3kldkJcDLjWdubs+NsSYMt9eQztH1+eGRy3jqu618te4Qr/+8h193pvPfAXE0D/UzuzypYxSAnIyfnx8DBgxg3LhxZGVlMXjwYABatGjBV199xe+//069evV45ZVXSElJOesA1KtXL1q2bMmgQYN48cUXycrKYvz48eX2aRHdmIMHD/LFnDl0iW3HwpWbmP/D0nL7REdHs2/fPhISEmjUqBH+/v4Vpr/fddddTJ48mUGDBjFlyhTS0tIYMWIE99xzj334S85fbmEJ+9JPnMlJPTF0lZbD3vRcikpOfSYtMsibZmUh50TgaR7iR4i/51lfg8rVxULn6Pp0jq7PuOtbsys1hx//SmbJ1hQ2HsrkzwPH+fPAcZ77YTstw/y4tm0417YLo31k4AW7zlVNOppTyBNfb2bpthQAujVrwMu3xxIR5G1yZReev5c7L90Wy1WtQ3ly/mY2J2Vyw8zfGN+nLXdfwOuYSfUpKLZyPK+IY7lFHM8t5lheEcdzT9zPO/nf7jHBDLuyuWl1KgA5oXvvvZf33nuP3r1723t2JkyYwN69e4mPj8fHx4cHHniAm266iczMzLM6pouLC/Pnz+fee+/lkksuITo6mtdee6108UXDgNw0buzWgtH3/z+GT5hOYVEJffr0YeLEiUyZMsV+nP79+zNv3jyuvPJKMjIy+OCDD+whrYyPjw+LFy9m5MiRdOnSBR8fH/r3788rr7xSXW+R0zAMg5Sswr+dyTkZdI6cZlqyp5sLTYN9TwSck2d1moX44uNRvX+tWCwWWob50zLMn+FXteBIZj5Lt6bw49YUVu05ys6UHHamlPbHhAd42c8MOWoT9c/bU3nsq02k5xTi7mrhsfhW3HdpM1xcnOuLv3f7hnRsXI/HvtrIb7vSmbhgCz9tS+GFW2OdagjUbMVWG8fzTgSZvweY3KKTwSavuFzAySs6u1W+zR7GtRi6RG8FWVlZBAYGkpmZSUBAQLnfFRQUsG/fPpo2bYqXV+1eb6NWsFkhIxEKjpfe9wwovYq7a+3L3nX5sy0ssXLgaF655uOywJN7mr+sgv08SntzykJOqB/NQ/yICPLGtRZ8IWfmF7N8Ryo//pXC8h2p5V6Lv5cbV7cO5Zq24VzRKqTWrIp8KvlFVp77YRsf/3EAgJZhfswYcDFtIwLO8Mi6zWYzmP37fp5ftJ2iEhsNfD14vn8Hrmmrs73nymozyMgrCzFnDjTHc4vIrmSSwtlwc7FQz9eD+j4e1PN1p76vB/V8PMr9t2mwL7FRQdX6Gk/3/f1PCkCVUACqJsX5cGwfWAtL7wdEgG9otTY6V6e68Nkezy0q13xcFngOHsvjVIvturpYaNLAh2bBpU3IMX8LPEE+HjX7As5DQbGVVXuO8uPW0qGy9JyT/Ugeri70aN6Aa9uF06sWNlFvPpTJyDkb2JuWC8DQHk15/LpWeLnrundldiRnM/KLDWxPzgbgzkuimNCnrdPODrTZDLILSjhWaYApG3IqPnH2pnRbZn4xVfnGd7FAkI8H9Xz+EWTsAceD+r7u5bb7e7qZMlypAHSeFIDOk2FA3lHIPAQY4OIO9aLBs3Y3MTrqZ1tUYmPSN1v4cWsKx87QhGwfsvpb0Glc36fOzbKx2gwSEo/z41+lTdT7j55cqNRigY6N63Ft2zCubRdOUxObqK02g7d+2cN/l+ykxGYQFuDJS7fFclmLENNqqs0KS6y8/ONO3v1tL4YB0Q18+O+AOC5ubN4FXy+kzPxi9v7jjO3+o7knztwUn3Jm5ZkEepcFmVMHmno+7vb7Ad7uteKM79lQADpPCkDnwWYtDT75x0rv1+Ihr39yxM/WMAye+HoTc/88eY23yCBve/Ox/WxOqC8hfmffhFyXGIbB7tQcftyawo9/JbPxUPm+thahfva+ofaRgTXWa5N4LI8xcxNYu790eLh3+3Cevak99Xwd56ybWX7fk85/5m7kSGYBri4WHrmqBcOujMHNAXu+bDaDw5n5/1gfqzT0pGUXnvHxfp5upUNMPv88I1MWbMqfmQnydnfI9+lsKQCdJwWgKirOh+P7oeRE86x/Q/ALq7VDXv/kiJ/tm8v3MH3Rdlws8OodF3N1m9Bqb0Kua5IzC1iyrTQMrdpzlJK//Ss6PMCLa9qGcW27MLo2bXBBzowZhsG89UlM/vYvcgpL8PN046kb23FLx0inDKhVlZlXzIRvtvDdxtI12C5uHMSMAXE0aVA7l0XIL7KyNz2HvWnlFwTdm55DQfGpZ1WGBXiWG5ZuGuJHqL8n9X09CPJxx9NNw6R/pwB0ns4mAEVHR+PtXfenpJ61siEvw+YwQ17/lJ+fz/79+x0mAP2w+QgPf7oegKn92jGwW7S5BTkgexP11hSWb6/YRH1V61CurcYm6oy8IsbP38LCzUcA6NykHv8dEEdU/XNf1FRKfZOQxIQFW8guKMHHw5UpfdtxW+dGpoRJwzBIyymssBDontQckjLyT/k4d1dL6azKkPJD1E2DfXVJkHOkAHSeTvcGWq1Wdu7cSWhoKA0aOP4y9OfNZoWsQ5B3YsjLwx/qNQFXx/uf9ujRo6SmptKyZctyl9CojTYcPM4d7/xBYYmNIT2imdy3ndklObzCEiu/7znKj3+lnGiiPjn84OHqQvfmDbi2bTi92oYS6n/uAXnFrnT+82UCKVmFuLlYGH1NSx68IsZheitqs0PH8/jP3I2s3lf691B8uzCm3dKB+hdoOLHYaiudVfmPhUD3pOWQXXDqWVNBPu40D6nYh9eonnedHpaqSQpA5+lMb+CRI0fIyMggNDQUHx8f5z1tXVxYGn7KZnn5hoBPsMMMeZUxDIO8vDxSU1MJCgqyr2RdWyUey+PmN1aSnlPE1a1DeWdgZ32JVjObzWBDYgY/bk3mx79S2Jeea/+dxQIXRwVxbbtwrm0bRrOQ05/pLCi28uLiHby3Yh8AzYJ9mXFHHB0aBV3Il+B0rDaDd3/by8s/7qDYahDi78mLt3agZ6vQKh8zM7+4wvpYe9JyOHg0r9zQ6d+5WCCqvk+59bHKJh9cqEAmJykAnaczvYGGYZCcnExGRkbNF1dbFOWVNjobNrC4gm8DcKv9w0anExQURHh4eK0OtFkFxdz65u/sTMmhbcMAvnywm9NOA64phmGwJy2HxX+VLr648cQ1uco0D/Wzzyjr8I8m6m1Hshj1RQI7Ukqnbt/9r8Y82buN+rQuoC1JmYyak8Du1BwABnVrwrjebU65pIDNZpCUkV9hfaw9abnlzgL+k4+Ha6Uhp0kDHy1fYCIFoPN0tm+g1WqluLi4BiurJfb9BgtHl96O7AzXPgO+webWdJ7c3d1r/bBXsdXG0Nlr+W1XOmEBniwY1oOGgepDq2mna6IOC/AsbaJuG87OlGxeWLSDIquNYD8PXri1A1e11uJ9NaGg2Mrz/9vO7N/3A6Uh9YVbO+Dp5vKP2Va57E3LofA0l3YJD/D6x/pYpcNX4QFetfofS85KAeg8ncsb6HTyj8Pr/4KcZOg0GPq8Ai61OzjUBYZhMH7BFj5bfRBvd1e+fLAbF0UGml2W0ytrol6yNYXlO9LIqWTV3F5tQnm+fweC/WrX4ovO4JedaTz65cYzTif3cC27tMvJoNMsxJdmIX61fgVxKU8B6DwpAJ3G/Idg42fQoDk8uALcdQaiJvzfb3t5ZuE2LBZ4557OugxALVRYUrYSdWkTdbHVxuPxrbnzkiidKTDRsdwiJizYzP+2JFPPx6PC+lilTcg+6qOrIxSAzpMC0Cns/BE+uw2wwNDF0Lir2RU5hR//Subfn6zDMGBCnzbcd1kzs0uSMyj7a1XBp/YoLLFqzRwncC7f3zq3J2enIBO+G1l6+18PK/zUkM2HMhn5RQKGUdpAe++lTc0uSc6Cgk/to/Aj/6SFB+TsLB4P2YehfjO4aoLZ1TiFwxn53PvhWvKLrVzeMoQpfdvpi1VEpJooAMmZ7V4KGz4GLNDvdfDQqrUXWk5hCfd++Cep2YW0CvPn9f93sRZKExGpRvobVU6vIAu+faT0dtd/Q5Pu5tbjBEqsNh75fAPbjmQR7OfJe4M7azl8EZFqpgAkp7dkImQllV7b6+pJZlfjFJ5ZuI2ftqfi5e7C/w3qTKN6OuMmIlLdFIDk1Pb8DOtml96+cRZ41M6rLNclH/6+3754239vjyMuKsjUekRE6ioFIKlcYfbJoa8u90PTy8ytxwn8tD2Fp777C4AnrmvN9e1r9zXJREQcmQKQVG7JZMg8CEGNodcUs6up87YezmLEZxuwGTCgcxQPXqG1fkRELiQFIKlo7y/w53ult2+cBZ6nv9q1nJ+UrALu/XAtuUVWusc04JmbL9J0dxGRC0wBSMorzIFvR5Te7jwUml1hbj11XF5RCfd9+CdHMguICfHlzbs64a7p7iIiF5z+ppXylj0FGQcgMAqumWp2NXWa1WYw6osENidlUt/Xgw8GX0Kgj6a7i4jUBAUgOWn/CljzTuntG18DT39z66njnv/fNn7cmoKHmwvvDuxE4waa7i4iUlMUgKRUUS58M7z0dsdBEHOVufXUcZ+uPsC7v+0D4MVbO9CpSX2TKxIRcS4KQFJq2dNwfB8ERMK1T5tdTZ326840Jn1TOt19zDUt6RcXaXJFIiLORwFI4MAqWP1W6e2+r4FXoLn11GE7U7IZ9ul6rDaDWzpGMuKq5maXJCLilBSAnF1RHnwzDDAg7m5o0cvsiuqstOxChnywluzCEi5pWp9pt7TXdHcREZMoADm7n5+FY3vAvyHEP2t2NXVWQbGV+z/6k6SMfJoG+/L23Z3wdHM1uywREaelAOTMDq6GVa+X3u77KngHmVpOXWWzGfxn7kYSEjMI8nHn/cFdqOfrYXZZIiJOTQHIWRXnnxz6ir0TWsabXVGd9dKPO1i4+QjurhbevrsTTYN1UVkREbMpADmr5dPg6C7wC4frppldTZ01989E3li+B4Dnb+lA12YNTK5IRERAAcg5HfoTfp9ZevuG/4J3PXPrqaN+35POk/M2A/DIVc3p36mRyRWJiEgZBSBnU1xQOvRl2KD97dC6t9kV1Um7U3N48ON1lNgM+sZGMPqalmaXJCIif6MA5Gx+mQ5p28E3FK6fbnY1ddKx3CKGzl5LVkEJHRsH8eKtHTTdXUSkllEAciZJ62Hlq6W3b3gFfHT5hepWUGzlgY/+5OCxPKLqe/PuwM54uWu6u4hIbaMA5CxKCk8MfVnhov7Qpq/ZFdU5hmHwxNeb+PPAcfy93PhgcBca+HmaXZaIiFRCAchZ/PoipG4Fn2C4/kWzq6mTZizdxTcJh3FzsfDW3Z1oHupvdkkiInIKCkDO4HAC/PZK6e0+L4OvpmJXt/kbDvHqsl0APHvzRfRoHmxyRSIicjqmB6DXX3+d6OhovLy86Nq1K2vWrDnlvsXFxUydOpWYmBi8vLyIjY1l0aJF5fbJzs5m1KhRNGnSBG9vb7p3787atWsv9MuovUqKTg59tb0J2t1kdkV1zpp9x3jiq9Lp7g9eEcOALo1NrkhERM7E1AA0Z84cxowZw+TJk1m/fj2xsbHEx8eTmppa6f4TJkzg7bffZubMmWzdupUHH3yQm2++mQ0bNtj3ue+++1iyZAkff/wxmzdv5tprr6VXr14kJSXV1MuqXX57GVK2gE8D6P2S2dXUOfvTc/n3x39SZLVx/UXhPB7fyuySRETkLFgMwzDMevKuXbvSpUsXZs2aBYDNZiMqKooRI0YwduzYCvtHREQwfvx4hg0bZt/Wv39/vL29+eSTT8jPz8ff359vvvmGPn362Pfp1KkT119/Pc8888xZ1ZWVlUVgYCCZmZkEBASc56s0UfJmeKcn2Erg1vdLm5+l2mTkFXHLG7+zNz2X2EaBfPFAN7w9NONLRMQs5/L9bdoZoKKiItatW0evXr1OFuPiQq9evVi1alWljyksLMTLy6vcNm9vb1asWAFASUkJVqv1tPs4DWsxLHioNPy0vgHa3WJ2RXVKUYmNf3+8jr3puUQGefPuoM4KPyIiDsS0AJSeno7VaiUsLKzc9rCwMJKTkyt9THx8PK+88gq7du3CZrOxZMkS5s2bx5EjRwDw9/enW7duPP300xw+fBir1conn3zCqlWr7PtUprCwkKysrHI/Dm/FjNIzQN71oM8roIX4qo1hGIybt5nV+47h5+nG+4O7EOrvdeYHiohIrWF6E/S5ePXVV2nRogWtW7fGw8OD4cOHM2TIEFxcTr6Mjz/+GMMwiIyMxNPTk9dee40777yz3D7/NG3aNAIDA+0/UVFRNfFyLpyUv0pXfIbSKe/+YaffX87JG8v38PX6Q7i6WHj9ro60Ctd0dxERR2NaAAoODsbV1ZWUlJRy21NSUggPD6/0MSEhISxYsIDc3FwOHDjA9u3b8fPzo1mzZvZ9YmJi+OWXX8jJySExMZE1a9ZQXFxcbp9/GjduHJmZmfafxMTE6nmRZrCWwIKHwVYMrXpD+1vNrqhO+W7jYV5cvAOAKTe244qWISZXJCIiVWFaAPLw8KBTp04sW7bMvs1ms7Fs2TK6det22sd6eXkRGRlJSUkJX3/9Nf369auwj6+vLw0bNuT48eMsXry40n3KeHp6EhAQUO7HYf3+KhxJAK/A0iu9a+ir2qw7cJz/fLkRgHsvbco9/2pickUiIlJVbmY++ZgxYxg0aBCdO3fmkksuYcaMGeTm5jJkyBAABg4cSGRkJNOmTQNg9erVJCUlERcXR1JSElOmTMFms/H444/bj7l48WIMw6BVq1bs3r2bxx57jNatW9uPWaelboPlz5fevm46+Fd+Jk3OXeKxPB746E+KSmz0ahPGk73bmF2SiIicB1MD0IABA0hLS2PSpEkkJycTFxfHokWL7I3RBw8eLNe7U1BQwIQJE9i7dy9+fn707t2bjz/+mKCgIPs+mZmZjBs3jkOHDlG/fn369+/Ps88+i7u7e02/vJplLSld8NBaBC3iIfYOsyuqMzLzixkyey1Hc4toFxHAq3fE4eqiM2siIo7M1HWAaiuHXAdoxQxYOhk8A2HYHxAQYXZFdUKx1caQD9ayYnc64QFeLBjWg/BAzfgSEamNHGIdIKlGaTvh5+dKb1/3nMJPNTEMg0nfbGHF7nR8PFx5b3BnhR8RkTpCAcjR2azwzcNgLYTmvSDuLrMrqjPe+XUvn69JxMUCM++8mHYRgWaXJCIi1UQByNH98QYcWgse/tD3Vc36qiaLthzh+UXbAZjQpy1Xt9FaSiIidYkCkCNL3w0/nbi+WfyzENjI3HrqiI2JGYyak4BhwMBuTRjSI9rskkREpJopADkqm7V01ldJATS7EjoONLuiOiEpI5/7PvqTgmIbPVuFMOmGtlh0Vk1EpM5RAHJUa96BxD/Aww9unKmhr2qQXVDMvbPXkpZdSOtwf2beeTFurvpfRESkLtLf7o7o6B5Y+lTp7WufhiAHv3ZZLVBitTH8sw1sT84mxN+T9wZ3wd+rjq8dJSLixBSAHI3NBt+OgJJ8aHo5dHKCFa4vMMMweOq7rfyyMw0vdxfeG9SZyCBvs8sSEZELSAHI0az9PziwEtx9NfRVTT5YuZ+P/ziAxQIzBlxMh0ZBZpckIiIXmKmXwpBzdGxf6WrPANc8BfWiTS3H0RmGweK/Unh64VYAxl3fmusu0vXTREScgQKQoygb+irOg+jLoPO9ZlfkMApLrBw4msee1Bz2pOWwJy239L+pOeQWWQG485Io7r+smcmViohITVEAchTr3of9v4G7D9z4Grho9PKfjucWnQg4J0LOicBz8FgetlNc8c7VxcINHRoytd9Fmu4uIuJEFIAcwfED8OOk0ttXT4b6znumwmozOHQ878QZnNxygedYbtEpH+fv6UazUD9iQnyJCfEjJsSP5qG+NK7vi4ebwqSIiLNRAKrtDOPE0FcuNO4OlzxgdkU1IqewhL1l4eZvQWd/eh5FVtspHxcZ5E1MqB/Ngn2JORF4mof4EeLvqTM8IiJipwBU262bDft+ATdv6DerTg19GYZBclbBP87klAae5KyCUz7O082FZiF/O5tzIug0DfbFx0N/pEVE5Mz0bVGbZSTCjxNLb189ERrEmFtPFRUUn2hCPtF4XDZktTftZBNyZYL9PEtDTqjfiWGr0sATGeSNi4vO5oiISNUpANVWhgHfPQJF2RDVFbo+aHZFZ3SsrAn5H7OtEs/QhNykgY+9L8ceeIL9CPTRSswiInJhKADVVhs+hj0/gZsX9HsdXFzNrqicdQeOse7A8XLDV8fzik+5v7+X28mQE3qyEblxfR81IYuISI1TAKqNMpNg8fjS21eOh+AW5tbzD1sPZ9H/zVWV/q5RPe/y/TknAk+In5qQRUSk9lAAqm0MA74bCYVZ0KgLdBtmdkUV/LH3KADRDXy46eJIe9BpGuyLt0ftOlMlIiJSGQWg2mbj57B7Cbh61sqhL4BNhzIAuKVjIx65unadnRIRETkbar6oTbIOw//Glt6+chyEtDK3nlPYeCgTgNioIHMLERERqSIFoNrCMOD70VCYCREdodsIsyuqVEZeEfvScwGIbRRocjUiIiJVowBUW2yaCzsXgatH6dCXa+0cndx04uxPdAMfgnw8TK5GRESkahSAaoPsZPjf46W3r3gCwtqaW89pbEzMADT8JSIijk0ByGyGAd+PgYIMaBgLPUaaXdFpbTzRAB3bKMjUOkRERM6HApDZtnwNOxaCizv0ewNca+/qx4ZhkJBY1gCt/h8REXFcCkBmykmFHx4tvX35YxB+kbn1nMGRzALScwpxdbHQLkIBSEREHJcCkFkMAxaOgfzjEN4eLhtjdkVnVNb/0zrcHy/32rc+kYiIyNlSADLLX/Nh23fg4lbrh77KJJT1/6gBWkREHJwCkBly008OfV32H2jYwdx6zlLZGaA4NUCLiIiDUwAyww+PQt5RCG0Hlz1qdjVnxWoz2KwVoEVEpI5QAKppW78pHf6yuMJNb4CbYywmuCcth9wiKz4erjQP9TO7HBERkfOiAFSTco/Cwv+U3r50NETEmVrOuSgb/rooMhBXF4u5xYiIiJwnBaCa9McbkJsGIW3gisfNruaclC2AGKfhLxERqQNq5wWn6qqeY8HdG2KuBDdPs6s5JxvLFkBUA7SIiNQBCkA1ydUdLneMpue/Kyi2su1IFqAVoEVEpG7QEJic0dYjWZTYDIL9PIgM8ja7HBERkfOmACRnVNYA3aFREBaLGqBFRMTxKQDJGZUFIPX/iIhIXaEAJGe06ZCuAC8iInWLApCcVmZeMXvTcwGdARIRkbpDAUhOa1NSBgBNGvhQz9cxVq0WERE5EwUgOS31/4iISF2kACSnlZCoC6CKiEjdowAkp2QYhv0SGLGN1AAtIiJ1hwKQnFJyVgFp2YW4ulhoF6EAJCIidYcCkJxSWf9PqzB/vD1czS1GRESkGikAySmp/0dEROoqBSA5pbIzQHFaAFFEROoYBSCplNVmsDlJZ4BERKRuUgCSSu1NyyGnsARvd1eah/iZXY6IiEi1UgCSSm08cf2v9pGBuLnqj4mIiNQt+maTStlXgFb/j4iI1EEKQFIp+wKI6v8REZE6SAFIKigotrLtSBaga4CJiEjdpAAkFWw7kkWx1aCBrweN6nmbXY6IiEi1UwCSCk72/wRhsVjMLUZEROQCUACSCspmgHXQBVBFRKSOUgCSCtQALSIidV2VAtDPP/9c3XVILZGZX8zetFxADdAiIlJ3VSkAXXfddcTExPDMM8+QmJhY3TWJiTafGP5qXN+H+r4eJlcjIiJyYVQpACUlJTF8+HC++uormjVrRnx8PHPnzqWoqOicj/X6668THR2Nl5cXXbt2Zc2aNafct7i4mKlTpxITE4OXlxexsbEsWrSo3D5Wq5WJEyfStGlTvL29iYmJ4emnn8YwjHOuzRlp+EtERJxBlQJQcHAwo0ePJiEhgdWrV9OyZUsefvhhIiIieOSRR9i4ceNZHWfOnDmMGTOGyZMns379emJjY4mPjyc1NbXS/SdMmMDbb7/NzJkz2bp1Kw8++CA333wzGzZssO8zffp03nzzTWbNmsW2bduYPn06L7zwAjNnzqzKS3U6CWUzwNQALSIidZjFqIZTI4cPH+add97h+eefx83NjYKCArp168Zbb71Fu3btTvm4rl270qVLF2bNmgWAzWYjKiqKESNGMHbs2Ar7R0REMH78eIYNG2bf1r9/f7y9vfnkk08AuOGGGwgLC+O999475T5nkpWVRWBgIJmZmQQEBJzVY+qKS55dSmp2IV8+2I0u0fXNLkdEROSsncv3d5VngRUXF/PVV1/Ru3dvmjRpwuLFi5k1axYpKSns3r2bJk2acNttt53y8UVFRaxbt45evXqdLMbFhV69erFq1apKH1NYWIiXl1e5bd7e3qxYscJ+v3v37ixbtoydO3cCsHHjRlasWMH1119/yloKCwvJysoq9+OMkjMLSM0uxNXFQrsI5wp+IiLiXNyq8qARI0bw+eefYxgG99xzDy+88AIXXXSR/fe+vr689NJLREREnPIY6enpWK1WwsLCym0PCwtj+/btlT4mPj6eV155hcsvv5yYmBiWLVvGvHnzsFqt9n3Gjh1LVlYWrVu3xtXVFavVyrPPPstdd911ylqmTZvGU089dbYvv84qG/5qGeaPj0eV/miIiIg4hCqdAdq6dSszZ87k8OHDzJgxo1z4KRMcHFzt0+VfffVVWrRoQevWrfHw8GD48OEMGTIEF5eTL2Pu3Ll8+umnfPbZZ6xfv54PP/yQl156iQ8//PCUxx03bhyZmZn2H2ed2VbWAB2nK8CLiEgdV6V/5i9btuzMB3Zz44orrjjl74ODg3F1dSUlJaXc9pSUFMLDwyt9TEhICAsWLKCgoICjR48SERHB2LFjadasmX2fxx57jLFjx3LHHXcA0L59ew4cOMC0adMYNGhQpcf19PTE09PzjK+prrNfAkPr/4iISB1XpTNA06ZN4/3336+w/f3332f69OlndQwPDw86depULkzZbDaWLVtGt27dTvtYLy8vIiMjKSkp4euvv6Zfv3723+Xl5ZU7IwTg6uqKzWY7q7qclc1msOnEGkCaAi8iInVdlQLQ22+/TevWrStsb9euHW+99dZZH2fMmDG8++67fPjhh2zbto2HHnqI3NxchgwZAsDAgQMZN26cff/Vq1czb9489u7dy2+//cZ1112HzWbj8ccft+/Tt29fnn32WRYuXMj+/fuZP38+r7zyCjfffHNVXqrT2JueQ05hCV7uLrQI9TO7HBERkQuqSkNgycnJNGzYsML2kJAQjhw5ctbHGTBgAGlpaUyaNInk5GTi4uJYtGiRvTH64MGD5c7mFBQUMGHCBPbu3Yufnx+9e/fm448/JigoyL7PzJkzmThxIg8//DCpqalERETw73//m0mTJlXlpTqNjYmlZ3/aRwbi5qpLxImISN1WpQAUFRXFypUradq0abntK1euPO3Mr8oMHz6c4cOHV/q75cuXl7t/xRVXsHXr1tMez9/fnxkzZjBjxoxzqsPZ2VeAVv+PiIg4gSoFoPvvv59Ro0ZRXFzMVVddBZQ2Rj/++OP85z//qdYCpWbYG6DV/yMiIk6gSgHoscce4+jRozz88MP26395eXnxxBNPlOvZEcdQWGJl65HSxR/jFIBERMQJVCkAWSwWpk+fzsSJE9m2bRve3t60aNFCU8kd1LYj2RRbDer7etConrfZ5YiIiFxw57Xcr5+fH126dKmuWsQkG/92AVSLxWJuMSIiIjWgygHozz//ZO7cuRw8eNA+DFZm3rx5512Y1JyyANRBDdAiIuIkqjTf+YsvvqB79+5s27aN+fPnU1xczF9//cVPP/1EYKAuo+BoTl4CI8jUOkRERGpKlQLQc889x3//+1++++47PDw8ePXVV9m+fTu33347jRs3ru4a5QLKKihmT1ouAB0aKbyKiIhzqFIA2rNnD3369AFKL2mRm5uLxWJh9OjRvPPOO9VaoFxYm09c/iKqvjcN/NTELiIizqFKAahevXpkZ2cDEBkZyZYtWwDIyMggLy+v+qqTCy5BF0AVEREnVKUm6Msvv5wlS5bQvn17brvtNkaOHMlPP/3EkiVLuPrqq6u7RrmAyhqg1f8jIiLOpEoBaNasWRQUFAAwfvx43N3d+f333+nfvz8TJkyo1gLlwiprgNYMMBERcSbnHIBKSkr4/vvviY+PB8DFxYWxY8dWe2Fy4SVnFpCSVYiLBS6KDDC7HBERkRpzzj1Abm5uPPjgg/YzQOK4ys7+tAzzx8fjvNbEFBERcShVaoK+5JJLSEhIqOZSpKap/0dERJxVlf7Z//DDDzNmzBgSExPp1KkTvr6+5X7foUOHailOLqyyM0C6AryIiDibKgWgO+64A4BHHnnEvs1isWAYBhaLBavVWj3VyQVjsxlsSixdA0hT4EVExNlUKQDt27evuuuQGrY3PZfswhK83F1oGeZndjkiIiI1qkoBqEmTJtVdh9Swsv6fiyICcXOtUiuYiIiIw6pSAProo49O+/uBAwdWqRipOZvU/yMiIk6sSgFo5MiR5e4XFxeTl5eHh4cHPj4+CkAOIOHENcAUgERExBlVaezj+PHj5X5ycnLYsWMHl156KZ9//nl11yjVrLDEyrbDWQDEqQFaREScULU1f7Ro0YLnn3++wtkhqX22H8mmyGqjno87UfW9zS5HRESkxlVr96ubmxuHDx+uzkPKBfD39X8sFou5xYiIiJigSj1A3377bbn7hmFw5MgRZs2aRY8ePaqlMLlwEk7MANMFUEVExFlVKQDddNNN5e5bLBZCQkK46qqrePnll6ujLrmANp1ogI6LCjS5EhEREXNUKQDZbLbqrkNqSFZBMXvScgCdARIREeelFfCczJZDmRgGNKrnTbCfp9nliIiImKJKAah///5Mnz69wvYXXniB22677byLkgsnQQsgioiIVC0A/frrr/Tu3bvC9uuvv55ff/31vIuSC6fsEhha/0dERJxZlQJQTk4OHh4eFba7u7uTlZV13kXJhbPxxBXgOzRSA7SIiDivKgWg9u3bM2fOnArbv/jiC9q2bXveRcmFkZJVQHJWAS4WuChSAUhERJxXlWaBTZw4kVtuuYU9e/Zw1VVXAbBs2TI+//xzvvzyy2otUKpP2fBXyzB/fD2r9NGLiIjUCVX6Fuzbty8LFizgueee46uvvsLb25sOHTqwdOlSrrjiiuquUaqJfQVo9f+IiIiTq/JpgD59+tCnT5/qrEUusLL+H80AExERZ1elHqC1a9eyevXqCttXr17Nn3/+ed5FSfWz2Yy/XQNM/T8iIuLcqhSAhg0bRmJiYoXtSUlJDBs27LyLkuq372gu2QUleLq50DLM3+xyRERETFWlALR161Y6duxYYfvFF1/M1q1bz7soqX5lDdAXRQbi7qoFwEVExLlV6ZvQ09OTlJSUCtuPHDmCm5tmF9VGZRdAVQO0iIhIFQPQtddey7hx48jMzLRvy8jI4Mknn+Saa66ptuKk+iScOAOk/h8REZEqzgJ76aWXuPzyy2nSpAkXX3wxAAkJCYSFhfHxxx9Xa4Fy/opKbGw9XLpCd5xmgImIiFQtAEVGRrJp0yY+/fRTNm7ciLe3N0OGDOHOO+/E3d29umuU87Q9OYsiq40gH3ca1/cxuxwRERHTVblhx9fXl0svvZTGjRtTVFQEwP/+9z8AbrzxxuqpTqpFWQN0bKMgLBaLucWIiIjUAlUKQHv37uXmm29m8+bNWCwWDMMo98VqtVqrrUA5fwllCyDqAqgiIiJAFZugR44cSdOmTUlNTcXHx4ctW7bwyy+/0LlzZ5YvX17NJcr52mRfADHI1DpERERqiyqdAVq1ahU//fQTwcHBuLi44OrqyqWXXsq0adN45JFH2LBhQ3XXKVWUXVDM7rQcADpoCryIiAhQxTNAVqsVf//S1YSDg4M5fPgwAE2aNGHHjh3VV52ct81JmRgGRAZ5E+LvaXY5IiIitUKVzgBddNFFbNy4kaZNm9K1a1deeOEFPDw8eOedd2jWrFl11yjnoewCqJr+LiIiclKVAtCECRPIzc0FYOrUqdxwww1cdtllNGjQgDlz5lRrgXJ+NmoBRBERkQqqFIDi4+Ptt5s3b8727ds5duwY9erV0zTrWqbsCvDq/xERETmp2i7cVb9+/eo6lFST1KwCjmQW4GKB9pE6AyQiIlJGlwWvwzaeuABqi1B/fD11kVoREZEyCkB1mPp/REREKqcAVIdt1AKIIiIilVIAqqNsNqPcNcBERETkJAWgOmr/0VyyCkrwdHOhVbi/2eWIiIjUKgpAdVTZ8Fe7iADcXfUxi4iI/J2+GeuoshWg1f8jIiJSkQJQHVV2BkiXwBAREalIAagOKiqx8dfhLEAN0CIiIpVRAKqDdiRnU1RiI9DbnSYNfMwuR0REpNZRAKqDEv62/o+uzSYiIlJRrQhAr7/+OtHR0Xh5edG1a1fWrFlzyn2Li4uZOnUqMTExeHl5ERsby6JFi8rtEx0djcViqfAzbNiwC/1SaoWT6/9oBWgREZHKmB6A5syZw5gxY5g8eTLr168nNjaW+Ph4UlNTK91/woQJvP3228ycOZOtW7fy4IMPcvPNN7Nhwwb7PmvXruXIkSP2nyVLlgBw22231chrMtumsjNA6v8RERGplMUwDMPMArp27UqXLl2YNWsWADabjaioKEaMGMHYsWMr7B8REcH48ePLnc3p378/3t7efPLJJ5U+x6hRo/j+++/ZtWvXWQ0JZWVlERgYSGZmJgEBAVV8ZebIKSyh/ZTFGAasGX81of5eZpckIiJSI87l+9vUM0BFRUWsW7eOXr162be5uLjQq1cvVq1aVeljCgsL8fIq/6Xu7e3NihUrTvkcn3zyCUOHDnWKfpjNhzIxDIgM8lb4EREROQVTA1B6ejpWq5WwsLBy28PCwkhOTq70MfHx8bzyyivs2rULm83GkiVLmDdvHkeOHKl0/wULFpCRkcHgwYNPWUdhYSFZWVnlfhzVyQugqv9HRETkVEzvATpXr776Ki1atKB169Z4eHgwfPhwhgwZgotL5S/lvffe4/rrryciIuKUx5w2bRqBgYH2n6ioqAtV/gWnC6CKiIicmakBKDg4GFdXV1JSUsptT0lJITw8vNLHhISEsGDBAnJzczlw4ADbt2/Hz8+PZs2aVdj3wIEDLF26lPvuu++0dYwbN47MzEz7T2JiYtVflMnKAlAHBSAREZFTMjUAeXh40KlTJ5YtW2bfZrPZWLZsGd26dTvtY728vIiMjKSkpISvv/6afv36Vdjngw8+IDQ0lD59+pz2WJ6engQEBJT7cUSp2QUczizAYoH2mgIvIiJySm5mFzBmzBgGDRpE586dueSSS5gxYwa5ubkMGTIEgIEDBxIZGcm0adMAWL16NUlJScTFxZGUlMSUKVOw2Ww8/vjj5Y5rs9n44IMPGDRoEG5upr/MGrHpxAVQW4T64efpHK9ZRESkKkz/lhwwYABpaWlMmjSJ5ORk4uLiWLRokb0x+uDBg+X6ewoKCpgwYQJ79+7Fz8+P3r178/HHHxMUFFTuuEuXLuXgwYMMHTq0Jl+OqTZq/R8REZGzYvo6QLWRo64DdM97q/ltVzrP3HQRd/+ridnliIiI1CiHWQdIqo9hGPYG6LioIFNrERERqe0UgOqI/UfzyCoowcPNhVbh/maXIyIiUqspANURZWd/2kUE4O6qj1VEROR09E1ZR6gBWkRE5OwpANUR6v8RERE5ewpAdUCx1caWw6XXL4tVABIRETkjBaA6YEdyNkUlNgK83Ihu4GN2OSIiIrWeAlAdkFB2AdSoICwWi7nFiIiIOAAFoDpAV4AXERE5NwpAdYB9Bpj6f0RERM6KApCDyyksYVdqDgCxugK8iIjIWVEAcnBbkjIxDIgI9CI0wMvsckRERByCApCD2/i3BmgRERE5OwpADk79PyIiIudOAcjBbUzMBKCD+n9ERETOmgKQA0vLLiQpIx+LBdpHKgCJiIicLQUgB7bpxPBX8xA//L3czS1GRETEgSgAOTA1QIuIiFSNApADSzhU2v+jACQiInJuFIAclGEY9jNAcboEhoiIyDlRAHJQB47mkZlfjIebC63C/c0uR0RExKEoADmosvV/2jYMwMNNH6OIiMi50Dengypb/ydO/T8iIiLnTAHIQZ1cAVrr/4iIiJwrBSAHVGy1sSXpxAwwNUCLiIicMwUgB7QjOZvCEhsBXm5EN/A1uxwRERGHowDkgP5+AVQXF4u5xYiIiDggBSAHVLb+jy6AKiIiUjUKQA6obAaY+n9ERESqRgHIweQWlrArNRvQFHgREZGqUgByMFuSMrEZ0DDQi9AAL7PLERERcUgKQA7G3gCt4S8REZEqUwByMPb+Hw1/iYiIVJkCkINJODEDLFYzwERERKpMAciBpOcUkpSRj8UCFykAiYiIVJkCkAPZdKL/JybEjwAvd3OLERERcWAKQA4kQev/iIiIVAsFIAdStgJ0nK4ALyIicl4UgByEYRjlrgEmIiIiVacA5CAOHssjI68YD1cXWocHmF2OiIiIQ1MAchBl09/bRATg4aaPTURE5Hzom9RBbDpU2gAdp+nvIiIi500ByEGUNUCr/0dEROT8KQA5gGKrjS2HdQkMERGR6qIA5AB2pmRTUGzD38uNpg18zS5HRETE4SkAOYCNf1sA0cXFYnI1IiIijk8ByAGU9f90UAO0iIhItVAAcgBaAFFERKR6KQDVcnlFJexMyQYgTgFIRESkWigA1XJbkrKwGRAe4EVYgJfZ5YiIiNQJCkC13Mn1f9T/IyIiUl0UgGq5BPX/iIiIVDsFoFqu7AxQXKMgU+sQERGpSxSAarGjOYUcOp4PwEWaAi8iIlJtFIBqsbILoMaE+BLg5W5yNSIiInWHAlAtlqALoIqIiFwQCkC1WNkCiFr/R0REpHopANVShmGcnAKvBmgREZFqpQBUSyUey+d4XjEeri60buhvdjkiIiJ1igJQLVW2/k+bhv54urmaW4yIiEgdowBUS21UA7SIiMgFowBUS20qWwFa/T8iIiLVzvQA9PrrrxMdHY2Xlxddu3ZlzZo1p9y3uLiYqVOnEhMTg5eXF7GxsSxatKjCfklJSdx99900aNAAb29v2rdvz59//nkhX0a1KrHa2JxUugaQzgCJiIhUP1MD0Jw5cxgzZgyTJ09m/fr1xMbGEh8fT2pqaqX7T5gwgbfffpuZM2eydetWHnzwQW6++WY2bNhg3+f48eP06NEDd3d3/ve//7F161Zefvll6tWrV1Mv67ztTMmhoNiGv6cbzYJ9zS5HRESkzrEYhmGY9eRdu3alS5cuzJo1CwCbzUZUVBQjRoxg7NixFfaPiIhg/PjxDBs2zL6tf//+eHt788knnwAwduxYVq5cyW+//VblurKysggMDCQzM5OAgIAqH6eqPl9zkHHzNtOjeQM+ve9fNf78IiIijuhcvr9NOwNUVFTEunXr6NWr18liXFzo1asXq1atqvQxhYWFeHl5ldvm7e3NihUr7Pe//fZbOnfuzG233UZoaCgXX3wx77777mlrKSwsJCsrq9yPmcoaoDuo/0dEROSCMC0ApaenY7VaCQsLK7c9LCyM5OTkSh8THx/PK6+8wq5du7DZbCxZsoR58+Zx5MgR+z579+7lzTffpEWLFixevJiHHnqIRx55hA8//PCUtUybNo3AwED7T1RUVPW8yCpK0AKIIiIiF5TpTdDn4tVXX6VFixa0bt0aDw8Phg8fzpAhQ3BxOfkybDYbHTt25LnnnuPiiy/mgQce4P777+ett9465XHHjRtHZmam/ScxMbEmXk6l8opK2JWaA+gSGCIiIheKaQEoODgYV1dXUlJSym1PSUkhPDy80seEhISwYMECcnNzOXDgANu3b8fPz49mzZrZ92nYsCFt27Yt97g2bdpw8ODBU9bi6elJQEBAuR+z/HU4C6vNICzAk/BArzM/QERERM6ZaQHIw8ODTp06sWzZMvs2m83GsmXL6Nat22kf6+XlRWRkJCUlJXz99df069fP/rsePXqwY8eOcvvv3LmTJk2aVO8LuEB0/S8REZELz83MJx8zZgyDBg2ic+fOXHLJJcyYMYPc3FyGDBkCwMCBA4mMjGTatGkArF69mqSkJOLi4khKSmLKlCnYbDYef/xx+zFHjx5N9+7dee6557j99ttZs2YN77zzDu+8844pr/FcJWgFaBERkQvO1AA0YMAA0tLSmDRpEsnJycTFxbFo0SJ7Y/TBgwfL9fcUFBQwYcIE9u7di5+fH7179+bjjz8mKCjIvk+XLl2YP38+48aNY+rUqTRt2pQZM2Zw11131fTLq5KNJ1aAVv+PiIjIhWPqOkC1lVnrAB3NKaTTM0sB2Dj5WgK93WvsuUVERBydQ6wDJBVtOnH5i2Yhvgo/IiIiF5ACUC1S1gAdpwZoERGRC0oBqBbZqAZoERGRGqEAVEsYhsHGQ7oCvIiISE1QAKolDh3P51huEe6uFto09De7HBERkTpNAaiWKFv/p03DADzdXM0tRkREpI5TAKoltAK0iIhIzVEAqiU2qf9HRESkxigA1QIlVhubT6wBFBcVaHI1IiIidZ8CUC2wKzWH/GIrfp5uNAv2M7scERGROk8BqBYo6//p0CgQFxeLucWIiIg4AQWgWqDsAqgd1AAtIiJSIxSAaoGERPX/iIiI1CQFIJPlF1nZmZINaAaYiIhITVEAMtlfhzOx2gxC/T0JD/AyuxwRERGnoABksoS/XQDVYlEDtIiISE1QADJZ2QVQ4zT8JSIiUmMUgEymS2CIiIjUPAUgEx3LLeLgsTwA2jfSDDAREZGaogBkorL1f5oF+xLo7W5uMSIiIk5EAchEmxJ1AVQREREzKACZqOwMUKyGv0RERGqUApBJDMM42QCtM0AiIiI1SgHIJIeO53M0twh3VwttGgaYXY6IiIhTUQAySdnwV+vwALzcXc0tRkRExMkoAJnk5PCX+n9ERERqmgKQScpWgNYCiCIiIjVPAcgEJVYbm3UJDBEREdMoAJlgd1oO+cVW/DzdaBbiZ3Y5IiIiTkcByARl/T/tIwNxddEV4EVERGqaApAJErQCtIiIiKkUgExw8grwmgEmIiJiBgWgGlZQbGVHSjagM0AiIiJmUQCqYX8dzsRqMwjx96RhoJfZ5YiIiDglBaAaZu//aRSExaIGaBERETMoANWwsv6fOK0ALSIiYhoFoBpWdg0w9f+IiIiYRwGoBh3PLeLA0TwAOkQGmVuMiIiIE1MAqkFlZ3+aBvsS6ONubjEiIiJOTAGoBh3LLcLf003r/4iIiJjMzewCnMktHRtxU1wkuUUlZpciIiLi1HQGqIa5uFjw99Lwl4iIiJkUgERERMTpKACJiIiI01EAEhEREaejACQiIiJORwFIREREnI4CkIiIiDgdBSARERFxOgpAIiIi4nQUgERERMTpKACJiIiI01EAEhEREaejACQiIiJORwFIREREnI6b2QXURoZhAJCVlWVyJSIiInK2yr63y77HT0cBqBLZ2dkAREVFmVyJiIiInKvs7GwCAwNPu4/FOJuY5GRsNhuHDx/G398fi8VSrcfOysoiKiqKxMREAgICqvXYcu70edQu+jxqF30etY8+k9MzDIPs7GwiIiJwcTl9l4/OAFXCxcWFRo0aXdDnCAgI0B/eWkSfR+2iz6N20edR++gzObUznfkpoyZoERERcToKQCIiIuJ0FIBqmKenJ5MnT8bT09PsUgR9HrWNPo/aRZ9H7aPPpPqoCVpEREScjs4AiYiIiNNRABIRERGnowAkIiIiTkcBSERERJyOAlANev3114mOjsbLy4uuXbuyZs0as0tyWtOmTaNLly74+/sTGhrKTTfdxI4dO8wuS4Dnn38ei8XCqFGjzC7FqSUlJXH33XfToEEDvL29ad++PX/++afZZTklq9XKxIkTadq0Kd7e3sTExPD000+f1fWu5NQUgGrInDlzGDNmDJMnT2b9+vXExsYSHx9Pamqq2aU5pV9++YVhw4bxxx9/sGTJEoqLi7n22mvJzc01uzSntnbtWt5++206dOhgdilO7fjx4/To0QN3d3f+97//sXXrVl5++WXq1atndmlOafr06bz55pvMmjWLbdu2MX36dF544QVmzpxpdmkOTdPga0jXrl3p0qULs2bNAkqvNxYVFcWIESMYO3asydVJWloaoaGh/PLLL1x++eVml+OUcnJy6NixI2+88QbPPPMMcXFxzJgxw+yynNLYsWNZuXIlv/32m9mlCHDDDTcQFhbGe++9Z9/Wv39/vL29+eSTT0yszLHpDFANKCoqYt26dfTq1cu+zcXFhV69erFq1SoTK5MymZmZANSvX9/kSpzXsGHD6NOnT7n/T8Qc3377LZ07d+a2224jNDSUiy++mHfffdfsspxW9+7dWbZsGTt37gRg48aNrFixguuvv97kyhybLoZaA9LT07FarYSFhZXbHhYWxvbt202qSsrYbDZGjRpFjx49uOiii8wuxyl98cUXrF+/nrVr15pdigB79+7lzTffZMyYMTz55JOsXbuWRx55BA8PDwYNGmR2eU5n7NixZGVl0bp1a1xdXbFarTz77LPcddddZpfm0BSAxOkNGzaMLVu2sGLFCrNLcUqJiYmMHDmSJUuW4OXlZXY5Quk/Cjp37sxzzz0HwMUXX8yWLVt46623FIBMMHfuXD799FM+++wz2rVrR0JCAqNGjSIiIkKfx3lQAKoBwcHBuLq6kpKSUm57SkoK4eHhJlUlAMOHD+f777/n119/pVGjRmaX45TWrVtHamoqHTt2tG+zWq38+uuvzJo1i8LCQlxdXU2s0Pk0bNiQtm3bltvWpk0bvv76a5Mqcm6PPfYYY8eO5Y477gCgffv2HDhwgGnTpikAnQf1ANUADw8POnXqxLJly+zbbDYby5Yto1u3biZW5rwMw2D48OHMnz+fn376iaZNm5pdktO6+uqr2bx5MwkJCfafzp07c9ddd5GQkKDwY4IePXpUWBZi586dNGnSxKSKnFteXh4uLuW/rl1dXbHZbCZVVDfoDFANGTNmDIMGDaJz585ccsklzJgxg9zcXIYMGWJ2aU5p2LBhfPbZZ3zzzTf4+/uTnJwMQGBgIN7e3iZX51z8/f0r9F75+vrSoEED9WSZZPTo0XTv3p3nnnuO22+/nTVr1vDOO+/wzjvvmF2aU+rbty/PPvssjRs3pl27dmzYsIFXXnmFoUOHml2aQ9M0+Bo0a9YsXnzxRZKTk4mLi+O1116ja9euZpfllCwWS6XbP/jgAwYPHlyzxUgFPXv21DR4k33//feMGzeOXbt20bRpU8aMGcP9999vdllOKTs7m4kTJzJ//nxSU1OJiIjgzjvvZNKkSXh4eJhdnsNSABIRERGnox4gERERcToKQCIiIuJ0FIBERETE6SgAiYiIiNNRABIRERGnowAkIiIiTkcBSERERJyOApCIyFlYvnw5FouFjIwMs0sRkWqgACQiIiJORwFIREREnI4CkIg4BJvNxrRp02jatCne3t7Exsby1VdfASeHpxYuXEiHDh3w8vLiX//6F1u2bCl3jK+//pp27drh6elJdHQ0L7/8crnfFxYW8sQTTxAVFYWnpyfNmzfnvffeK7fPunXr6Ny5Mz4+PnTv3r3CVdNFxDEoAImIQ5g2bRofffQRb731Fn/99RejR4/m7rvv5pdffrHv89hjj/Hyyy+zdu1aQkJC6Nu3L8XFxUBpcLn99tu544472Lx5M1OmTGHixInMnj3b/viBAwfy+eef89prr7Ft2zbefvtt/Pz8ytUxfvx4Xn75Zf7880/c3Nx0RW4RB6WLoYpIrVdYWEj9+vVZunQp3bp1s2+/7777yMvL44EHHuDKK6/kiy++YMCAAQAcO3aMRo0aMXv2bG6//Xbuuusu0tLS+PHHH+2Pf/zxx1m4cCF//fUXO3fupFWrVixZsoRevXpVqGH58uVceeWVLF26lKuvvhqAH374gT59+pCfn4+Xl9cFfhdEpDrpDJCI1Hq7d+8mLy+Pa665Bj8/P/vPRx99xJ49e+z7/T0c1a9fn1atWrFt2zYAtm3bRo8ePcodt0ePHuzatQur1UpCQgKurq5cccUVp62lQ4cO9tsNGzYEIDU19bxfo4jULDezCxAROZOcnBwAFi5cSGRkZLnfeXp6lgtBVeXt7X1W+7m7u9tvWywWoLQ/SUQci84AiUit17ZtWzw9PTl48CDNmzcv9xMVFWXf748//rDfPn78ODt37qRNmzYAtGnThpUrV5Y77sqVK2nZsiWurq60b98em81WrqdIROounQESkVrP39+fRx99lNGjR2Oz2bj00kvJzMxk5cqVBAQE0KRJEwCmTp1KgwYNCAsLY/z48QQHB3PTTTcB8J///IcuXbrw9NNPM2DAAFatWsWsWbN44403AIiOjmbQoEEMHTqU1157jdjYWA4cOEBqaiq33367WS9dRC4QBSARcQhPP/00ISEhTJs2jb179xIUFETHjh158skn7UNQzz//PCNHjmTXrl3ExcXx3Xff4eHhAUDHjh2ZO3cukyZN4umnn6Zhw4ZMnTqVwYMH25/jzTff5Mknn+Thhx/m6NGjNG7cmCeffNKMlysiF5hmgYmIwyuboXX8+HGCgoLMLkdEHIB6gERERMTpKACJiIiI09EQmIiIiDgdnQESERERp6MAJCIiIk5HAUhEREScjgKQiIiIOB0FIBEREXE6CkAiIiLidBSARERExOkoAImIiIjTUQASERERp/P/AYhDcoVtlQrNAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 537ms/step - loss: 0.0012 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 541ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       1.00      0.98      0.99       423\n",
            "           1       0.97      1.00      0.98       270\n",
            "\n",
            "    accuracy                           0.99       693\n",
            "   macro avg       0.98      0.99      0.99       693\n",
            "weighted avg       0.99      0.99      0.99       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 109s 2s/step - loss: 0.0267 - accuracy: 0.9968 - val_loss: 0.0139 - val_accuracy: 0.9948\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0310 - accuracy: 0.9876 - val_loss: 3.5579e-04 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0104 - accuracy: 0.9973 - val_loss: 5.4546e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0111 - accuracy: 0.9946 - val_loss: 1.5325e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0065 - accuracy: 0.9984 - val_loss: 5.6925e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 96s 2s/step - loss: 0.0017 - accuracy: 1.0000 - val_loss: 1.4518e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0011 - accuracy: 0.9995 - val_loss: 7.7750e-05 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 3.7108e-04 - accuracy: 1.0000 - val_loss: 5.6525e-05 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0015 - accuracy: 0.9995 - val_loss: 1.0158e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0550 - accuracy: 0.9833 - val_loss: 0.0015 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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Ar+BwQEFu9b+vfzCYTKU61c/Pj+HDhzN79myefPJJTEXPmz9/PjabjTvuuIP58+fz+OOPEx4ezqJFi7jzzjtp3rw53bt3v+jr2+12/va3vxETE8NPP/1EZmZmsX4hl7CwMGbPnk39+vX59ddfuffeewkLC+Oxxx5j6NChbNu2jcWLF7N06VIAIiIiznmNnJwcEhIS6NWrFxs2bCAtLY177rmHBx54oFjAW7ZsGfXq1WPZsmXs2bOHoUOHEh8fz7333luqPzMREakce9M8bwRIAagyFOTCi/Wr/32f+AOspf+P6e9//ztTp05lxYoV9O/fH3Be/rrpppto3Lgx48aNc587evRovvvuOz799NNSBaClS5eyY8cOvvvuO+rXd/5ZvPjii+f07Tz11FPu+02aNGHcuHHMnTuXxx57jKCgIEJDQ/Hz8yM2Nva87zVnzhxOnz7Nhx9+SEiI8/PPmDGD66+/nilTphATEwNArVq1mDFjBhaLhdatWzNo0CASExMVgEREqlFufiF/ZBZtgqoeIDFC69at6d27N++99x4Ae/bsYeXKlYwcORKbzcbzzz9Phw4dqF27NqGhoXz33XckJSWV6rW3b99OXFycO/wA9OrV65zz5s2bR58+fYiNjSU0NJSnnnqq1O9x9nt16tTJHX4A+vTpg91uZ+fOne5j7dq1w2KxuL+vV68eaWlpZXovERGpGNf6P7WC/akVYjW4mjM0AlQZ/IOdozFGvG8ZjRw5ktGjRzNz5kzef/99mjdvTr9+/ZgyZQr/+c9/mD59Oh06dCAkJISHHnqI/Pz8Sit37dq13H777Tz77LMkJCQQERHB3LlzmTZtWqW9x9n8/YvvNmwymbDb7VXyXiIiUjJPnAEGCkCVw2Qq06UoIw0ZMoQxY8YwZ84cPvzwQ+677z5MJhOrV6/mxhtv5I477gCcPT27du2ibdu2pXrdNm3akJyczJEjR6hXrx4A69atK3bOmjVraNy4MU8++aT72MGDB4udY7VasdlsF32v2bNnk5OT4x4FWr16NWazmVatWpWqXhERqR5ntsDwrN+THnEJbObMmTRp0oTAwEB69OjB+vXrL3j+/Pnzad26NYGBgXTo0IFvvvmm2OMjRoxwzyJy3c63Bo6vCQ0NZejQoUyYMIEjR44wYsQIAFq2bMmSJUtYs2YN27dv5x//+Aepqamlft0BAwZwySWXcNddd/Hzzz+zcuXKYkHH9R5JSUnMnTuXvXv38tprr/Hll18WO6dJkybs37+frVu3kp6eTl5e3jnvdfvttxMYGMhdd93Ftm3bWLZsGaNHj+bOO+909/+IiIhn2OueAu9ZI0CGB6B58+YxduxYJk2axObNm+nUqRMJCQnn7dVYs2YNw4YNY+TIkWzZsoXBgwczePBgtm3bVuy8gQMHcuTIEfftYlO6fcnIkSM5ceIECQkJ7p6dp556iksvvZSEhAT69+9PbGwsgwcPLvVrms1mvvzyS06dOkX37t255557eOGFF4qdc8MNN/Dwww/zwAMPEB8fz5o1a5g4cWKxc2666SYGDhzIFVdcQZ06dUr8uQUHB/Pdd99x/PhxunXrxs0338xVV13FjBkzyv6HISIiVWpfetEu8B40AwzA5HA4HEYW0KNHD7p16+b+5WW324mLi2P06NGMHz/+nPOHDh1KTk4OCxcudB/r2bMn8fHxzJo1C3COAGVkZJR764SsrCwiIiLIzMwkPDy82GOnT59m//79NG3alMDAwHK9vngm/WxFRCqXw+Gg/aTvyMm3sXRsP1rUrdpRoAv9/v4zQ0eA8vPz2bRpEwMGDHAfM5vNDBgwgLVr15b4nLVr1xY7HyAhIeGc85cvX07dunVp1aoV9913H8eOHTtvHXl5eWRlZRW7iYiISMWkZuWRk2/DYjbRyEM2QXUxNAClp6djs9nO6duIiYkhJSWlxOekpKRc9PyBAwfy4YcfkpiYyJQpU1ixYgXXXHPNeZtrJ0+eTEREhPsWFxdXwU8mIiIiri0wGtUOxupneNdNMV45C+zWW2913+/QoQMdO3akefPmLF++nKuuuuqc8ydMmMDYsWPd32dlZSkEiYiIVJC7AdrDZoCBwSNA0dHRWCyWc2Ybpaamnncl4NjY2DKdD9CsWTOio6PZs2dPiY8HBAQQHh5e7CYiIiIVs7doCnzzKu79KQ9DA5DVaqVLly4kJia6j9ntdhITE0tcRRicqwuffT7AkiVLzns+wKFDhzh27Jh7fZrKYHDvuFQB/UxFRCqXaxNUjQCVYOzYsbzzzjt88MEHbN++nfvuu4+cnBzuvvtuAIYPH86ECRPc548ZM4bFixczbdo0duzYwTPPPMPGjRt54IEHAOfu5o8++ijr1q3jwIEDJCYmcuONN9KiRQsSEhIqXK9rdeHcXAM2P5Uq5fqZ/nkFaRERKZ99HroGEHhAD9DQoUM5evQoTz/9NCkpKcTHx7N48WJ3o3NSUhJm85mc1rt3b+bMmcNTTz3FE088QcuWLVmwYAHt27cHwGKx8Msvv/DBBx+QkZFB/fr1ufrqq3n++ecJCAiocL0Wi4XIyEj3OkXBwcHundWlZnI4HOTm5pKWlkZkZGSx/cNERKR8ThfYOJxxCvCsXeBdDF8HyBNdbB0Bh8NBSkoKGRkZ1V+cVJnIyEhiY2MVaEVEKsH2I1lc85+VhAf68fOkq6vl79ayrANk+AhQTWQymahXrx5169aloKDA6HKkEvj7+2vkR0SkEu07qwHaE/9hqQBUARaLRb80RURESuDu/4n2vP4f8IAmaBEREfE+7hlgHtj/AwpAIiIiUgVciyB62iaoLgpAIiIiUqkcDseZHiAPnAIPCkAiIiJSyY6ezCM7rxCzCRpFedYmqC4KQCIiIlKpXFtgxNUOJsDPMycLKQCJiIhIpdqX7rmboLooAImIiEil2pvmmgHmmf0/oAAkIiIilcw1AuSpDdCgACQiIiKVzDUDzFPXAAIFIBEREalEeYU2Dp3IBRSARERExEccPJaL3QFhAX7UCQ0wupzzUgASERGRSrM3rWgGWJ0Qj9wE1UUBSERERCqNaw8wT26ABgUgERERqUSuPcA8uf8HFIBERESkEp2ZAaYRIBEREfEBzk1QNQIkIiIiPiQ9O5+s04WYTNAkSgFIREREfIBr9KdhrSAC/T1zE1QXBSARERGpFK4ZYM2iPbv/BxSAREREpJLUlP4fUAASERGRSrK3hswAAwUgERERqSSuEaDmGgESERERX5BfaCf5xCnA81eBBgUgERERqQRJx3Ow2R2EWC3UDfPcTVBdFIBERESkws7u//HkTVBdFIBERESkwmrKHmAuCkAiIiJSYa49wGpC/w8oAImIiEglqElrAIECkIiIiFSCmrQKNCgAiYiISAUdz8knI7cAgKbRGgESERERH+BqgG4QGUSQ1bM3QXVRABIREZEKqWn9P6AAJCIiIhVU02aAgQKQiIiIVNCZRRA1AiQiIiI+Yl960SWwGjIDDBSAREREpAIKbHaSjuUCGgESERERH5F0PJdCu4Ngq4XY8ECjyyk1BSAREREpN1cDdNPoEMxmz98E1UUBSERERMrtzBT4mtP/AwpAIiIiUgHuXeBryArQLgpAIiIiUm7uNYDqagRIREREfMSZTVA1AiQiIiI+ICM3n+M5+UDNmgIPCkAiIiJSTq4VoOtFBBJs9TO4mrJRABIREZFy2VsDN0F1UQASERGRcqmJm6C6KACJiIhIueyroVPgQQFIREREysk9A0wjQOUzc+ZMmjRpQmBgID169GD9+vUXPH/+/Pm0bt2awMBAOnTowDfffHPec//5z39iMpmYPn16JVctIiLiuwptdg4ecwUgjQCV2bx58xg7diyTJk1i8+bNdOrUiYSEBNLS0ko8f82aNQwbNoyRI0eyZcsWBg8ezODBg9m2bds553755ZesW7eO+vXrV/XHEBER8SnJJ05RYHMQ6G+mfkSQ0eWUmeEB6NVXX+Xee+/l7rvvpm3btsyaNYvg4GDee++9Es//z3/+w8CBA3n00Udp06YNzz//PJdeeikzZswodt7hw4cZPXo0H3/8Mf7+/tXxUURERHyGq/+naXRojdoE1cXQAJSfn8+mTZsYMGCA+5jZbGbAgAGsXbu2xOesXbu22PkACQkJxc632+3ceeedPProo7Rr165qihcREfFhrhlgNfHyF4Chqxalp6djs9mIiYkpdjwmJoYdO3aU+JyUlJQSz09JSXF/P2XKFPz8/HjwwQdLVUdeXh55eXnu77Oyskr7EURERHzSvnTnCFDzGjgDDDzgElhl27RpE//5z3+YPXs2JlPphuQmT55MRESE+xYXF1fFVYqIiNRse4/W3BlgYHAAio6OxmKxkJqaWux4amoqsbGxJT4nNjb2guevXLmStLQ0GjVqhJ+fH35+fhw8eJBHHnmEJk2alPiaEyZMIDMz031LTk6u+IcTERHxYvtq8CrQYHAAslqtdOnShcTERPcxu91OYmIivXr1KvE5vXr1KnY+wJIlS9zn33nnnfzyyy9s3brVfatfvz6PPvoo3333XYmvGRAQQHh4eLGbiIiIlCzzVAHp2a5NUGvmCJDhO5eNHTuWu+66i65du9K9e3emT59OTk4Od999NwDDhw+nQYMGTJ48GYAxY8bQr18/pk2bxqBBg5g7dy4bN27k7bffBiAqKoqoqKhi7+Hv709sbCytWrWq3g8nIiLihVyjPzHhAYQGGB4lysXwqocOHcrRo0d5+umnSUlJIT4+nsWLF7sbnZOSkjCbzwxU9e7dmzlz5vDUU0/xxBNP0LJlSxYsWED79u2N+ggiIiI+xT0DLLpmjv4AmBwOh8PoIjxNVlYWERERZGZm6nKYiIjIn7y8eAdvLN/L7T0a8cJfOxhdjltZfn973SwwERERqVo1eRd4FwUgERERKRPXGkA1dQYYKACJiIhIGdjsDg4cywU0AiQiIiI+4vCJU+QX2rH6makfWfM2QXVRABIREZFS2+vaBDUqBEsN3ATVRQFIRERESs0VgJrXrbn9P6AAJCIiImWwL73mrwEECkAiIiJSBjV9DzAXBSAREREptX01fBd4FwUgERERKZWTpwtIO5kHaARIREREfIRr9KdOWADhgf4GV1MxCkAiIiJSKu4VoKNr9ugPKACJiIhIKXlL/w8oAImIiEgpndkEVSNAIiIi4iP2eskUeFAAEhERkVKw2x3sT3eNAOkSmIiIiPiAwxmnyCu0Y7WYaVgr2OhyKkwBSERERC7KtQVG46jgGr0JqosCkIiIiFzU3jTv6f8BBSAREREpBdcaQN7Q/wMKQCIiIlIK3rQGECgAiYiISCmcCUC6BCYiIiI+IDuvkJSs0wA0j9YIkIiIiPiA/UWjP1EhViKCa/YmqC4KQCIiInJB3tYADQpAIiIichF7vaz/BxSARERE5CL2edEeYC4KQCIiInJB7hlgXtIADQpAIiIicgF2u8PdA6QRIBEREfEJR7JOc7rAjr/FRFztmr8JqosCkIiIiJyXq/+nUe1g/C3eExu855OIiIhIpfO2LTBcFIBERETkvLxxBhgoAImIiMgFuNYA8pYtMFwUgEREROS8XCNAzetqBEhERER8QG5+IX9kOjdB9aY1gEABSERERM5jf7rz8letYH9qhVgNrqZyKQCJiIhIifZ66QwwUAASERGR83D3/3jZDDBQABIREZHz8NY1gEABSERERM7DvQdYtEaARERExAc4HA6NAImIiIhvSck6TW6+DYvZRCMv2gTVRQFIREREzuEa/WlcOxirn/fFBe/7RCIiIlJh3roHmIsCkIiIiJzDm9cAAgUgERERKcG+olWgvXEGGCgASTk4HA4OHsshv9BudCkiIlJF9qa5LoFpBEiEn/YdY8hba+k3dTlPfPmr0eWIiEgVOF1g44/MU4B3rgIN4Gd0AVIz/Hook6nf7+THXUfdxxZsOcxjA1tRNyzQwMpERKSy7U/PweGAiCB/anvZJqguHjECNHPmTJo0aUJgYCA9evRg/fr1Fzx//vz5tG7dmsDAQDp06MA333xT7PFnnnmG1q1bExISQq1atRgwYAA//fRTVX4Er7U79ST//H+buH7GKn7cdRQ/s4nbezSifYNwCu0OPtt0yOgSRUSkkp1ZADEEk8lkcDVVw/AANG/ePMaOHcukSZPYvHkznTp1IiEhgbS0tBLPX7NmDcOGDWPkyJFs2bKFwYMHM3jwYLZt2+Y+55JLLmHGjBn8+uuvrFq1iiZNmnD11Vdz9OjREl9TzpV0LJex87Zy9fQfWfxbCiYT/K1zAxIf6ccLf+3AXb2aADB3fTJ2u8PYYkVEpFK5p8BHe2f/D4DJ4XAY+turR48edOvWjRkzZgBgt9uJi4tj9OjRjB8//pzzhw4dSk5ODgsXLnQf69mzJ/Hx8cyaNavE98jKyiIiIoKlS5dy1VVXXbQm1/mZmZmEh4eX85PVTKlZp3n9h93MXZ9MYVGwSWgXwyNXt+KSmDD3eafybXR/cSknTxfy0cgeXNYy2qiSRUSkkj00dwsLtv7BowmtuP+KFkaXU2pl+f1t6AhQfn4+mzZtYsCAAe5jZrOZAQMGsHbt2hKfs3bt2mLnAyQkJJz3/Pz8fN5++20iIiLo1KlT5RXvZY7n5PPiN9vp+/IyPlqXRKHdweUto/nq/j68dWfXYuEHIMhq4a+dGwDwyfokI0oWEZEq4poC39xLZ4CBwU3Q6enp2Gw2YmJiih2PiYlhx44dJT4nJSWlxPNTUlKKHVu4cCG33norubm51KtXjyVLlhAdXfIoRV5eHnl5ee7vs7KyyvNxaqSTpwt4d9V+/rtyP9l5hQB0aVyLcVe3olfzqAs+99Zujfhw7UG++y2FoyfzqBMWUB0li4hIFTp7E1RvnQEGHtADVFWuuOIKtm7dypo1axg4cCBDhgw5b1/R5MmTiYiIcN/i4uKqudrqd7rAxts/7qXvy8uYvnQ32XmFtK0XzvsjuvHZP3tdNPwAtK0fTnxcJIV2B59vVjO0iIg3OHoyj+y8QswmaBTlfZuguhgagKKjo7FYLKSmphY7npqaSmxsbInPiY2NLdX5ISEhtGjRgp49e/Luu+/i5+fHu+++W+JrTpgwgczMTPctOTm5Ap/Ks+UX2vl/6w7Sb+oyXvxmBydyC2hWJ4SZt13KwtGXcUXrumXq+L+teyMA5q5PUjO0iIgX2FPUAB1XO5gAP4vB1VQdQwOQ1WqlS5cuJCYmuo/Z7XYSExPp1atXic/p1atXsfMBlixZct7zz37dsy9znS0gIIDw8PBiN29jszv4YvMhrnp1ORMXbCM1K48GkUG8fHNHvn+oL4M61sNsLvtUx+s61SM0wI8Dx3JZt+9YFVQuIiLV6czlL+/t/wEPWAhx7Nix3HXXXXTt2pXu3bszffp0cnJyuPvuuwEYPnw4DRo0YPLkyQCMGTOGfv36MW3aNAYNGsTcuXPZuHEjb7/9NgA5OTm88MIL3HDDDdSrV4/09HRmzpzJ4cOHueWWWwz7nEZxOBx891sK077fxe6iZc2jQwMYfWULbu0eV+F0H2z1Y3Dn+ny0Lok565Po3UKzwUREajL3GkBeugeYi+EBaOjQoRw9epSnn36alJQU4uPjWbx4sbvROSkpCbP5zEBV7969mTNnDk899RRPPPEELVu2ZMGCBbRv3x4Ai8XCjh07+OCDD0hPTycqKopu3bqxcuVK2rVrZ8hnNILD4eDH3elM+34nvxzKBJwrev6jXzNG9G5CsLXyfvTDujfio3VJfPdbCsey84gKVTO0iEhNtS/du/cAcynXOkAffPAB0dHRDBo0CIDHHnuMt99+m7Zt2/LJJ5/QuHHjSi+0OtX0dYA2HDjO1O92sn7/cQCCrRZGXtaUey5vRkSQf5W8540zVvHzoUyeuLY1o/o2r5L3EBGRqtf35WUkHc9l7qie9Gx28QkxnqTK1wF68cUXCQoKApzr8sycOZOXX36Z6OhoHn744fK8pFSCbYczufv99dwyay3r9x/H6mdm5GVN+fGxK3jk6lZVFn7AOQoE8Mn6ZAxeW1NERMrpdIGN5BO5gHMbDG9WrusgycnJtGjhXBlywYIF3HTTTYwaNYo+ffrQv3//yqxPSmFPWjb/XrKLRb8eAcBiNjGka0NGX9mS+pFB1VLD9Z3q8/zC39mfnsO6fcdLNY1eREQ8y8FjuTgcEBboRx0vb2coVwAKDQ3l2LFjNGrUiO+//56xY8cCEBgYyKlTpyq1QDm/5OO5/CdxN19sPoTdASYT3NCpPg8NuISm1dy8FhLgx42dGzDnpyQ+WZ+kACQiUgO59wCrE+q1m6C6lCsA/eUvf+Gee+6hc+fO7Nq1i2uvvRaA3377jSZNmlRmfVKCtJOnmfnDHuasT6LA5rzc9Je2MTxy9SW0jjWuZ2lYt0bM+SmJxdtSOJGTT60Qq2G1iIhI2bm3wPDyGWBQzgA0c+ZMnnrqKZKTk/n888+JinL+a3/Tpk0MGzasUguUMzJy85m1Yh+z1+zndIEdgD4tohh3dSs6N6plcHXQoWEE7RuEs+1wFp9vPsQ9lzczuiQRESmDve4RIAWgEkVGRrp3bz/bs88+W+GC5FzZeYW8v2o/b/+4j5NF+3V1bhTJo1e38rh1d4Z1b8STX27jk/VJjLysqdcPoYqIeJO9rjWAvHwKPJRzFtjixYtZtWqV+/uZM2cSHx/PbbfdxokTJyqtOF93usDGf1fuo+/Ly5i2ZBcn8wppHRvGf4d35Yv7entc+AFnD1Kw1cLeozlsOKD/FkREagrnJqjOESBvXwUayhmAHn30UfeO6b/++iuPPPII1157Lfv373c3REv5FdjszPkpif5Tl/OvRds5npNP0+gQXhvWmW8evJwBbWM8dmQlLNCfGzrVB+CT9UkGVyMiIqWVnp3PydOFmEzQ2Is3QXUp1yWw/fv307ZtWwA+//xzrrvuOl588UU2b97sboiWsrPbHfzvlz94dckuDh5zrsNQPyKQMQNactOlDfGzGLp1W6kN696IuRuSWfTrESZd35bIYDVDi4h4OtfoT8NaQQT6e+8mqC7lCkBWq5XcXOcv6KVLlzJ8+HAAateu7R4ZktJzOBws+T2Vad/vYmfqSQCiQqzcf0ULbuvRqMb9h9ixYQRt64Xz+5Esvth8mL9f1tTokkRE5CJcM8CaRXv/5S8oZwC67LLLGDt2LH369GH9+vXMmzcPgF27dtGwYcNKLdDbrd6Tzsvf7eTn5AzAufjUP/s1Z0TvJoQEGL5VW7mYTCaG9WjExAXOZui7+zTx2Et2IiLitDfNd2aAQTl7gGbMmIGfnx+fffYZb775Jg0aNADg22+/ZeDAgZVaoLfadPAEw95ex+3//YmfkzMI8rdw/xXNWfXYldx/RYsaG35cboyvT5C/hd1p2Ww6qGZoERFP514DyAcaoKGcI0CNGjVi4cKF5xz/97//XeGCvN3vf2Qx7fudJO5IA8BqMXNbj0bcf0UL6oR5z7Lj4YH+XN+pHp9uPMSc9Ul0bVLb6JJEROQC9vnQGkBQzgAEYLPZWLBgAdu3bwegXbt23HDDDVgsNatfpTq9vHgHbyzfC4DZBLd0iePBAS1pUE37dVW3Yd0b8enGQyz65QiTrmtHRHDVbcYqIiLll1doI/mEcysrjQBdwJ49e7j22ms5fPgwrVq1AmDy5MnExcWxaNEimjdvXqlFeosODSIAuK5jPR7+yyVe/x9ZfFwkrWPD2JFyki+3HGJEHzVDi4h4oqRjudjsDkKsFup60dWICylXD9CDDz5I8+bNSU5OZvPmzWzevJmkpCSaNm3Kgw8+WNk1eo2B7WNZ8nBfZtx2qdeHH3A2Q9/WoxEAn6xPxuFwGFyRiIiUxLUCdPO63r8Jqku5AtCKFSt4+eWXqV37TF9HVFQUL730EitWrKi04ryNyWSiZUyY0WVUqxvjGxDob2Zn6kk2J2UYXY6IiJRgX3pR/48PbILqUq4AFBAQwMmTJ885np2djdWqRe/kjIggf67rqJWhRUQ82T4f2gPMpVwB6LrrrmPUqFH89NNPOBwOHA4H69at45///Cc33HBDZdcoNdyw7s7LYAt/+YPMUwUGVyMiIn/mazPAoJwB6LXXXqN58+b06tWLwMBAAgMD6d27Ny1atGD69OmVXKLUdJc2iqRVTBinC+x8tfWw0eWIiMhZHA7HmV3gfWQVaCjnLLDIyEi++uor9uzZ454G36ZNG1q0aFGpxYl3MJlMDOsexzP/+505PyVxZ8/GPtNkJyLi6Y7n5JN5qgCTCZr6UA9QqQPQxXZ5X7Zsmfv+q6++Wv6KxCv9tXNDJn+7gx0pJ9manEHnRrWMLklERDizAnT9iCCCrL6zll+pA9CWLVtKdZ7+ZS8liQj2Z1DHenyx+TCfrE9SABIR8RC+2P8DZQhAZ4/wiJTHbd0b8cXmw/zv5yM8dV1bwgO1MrSIiNFcM8B8YX26s5WrCVqkPLo0rkXLuqGcKrDx1dY/jC5HRESAvT46AqQAJNXG2QztnBI/56ckrQwtIuIBNAIkUg3+dmkDrH5mth/J4pdDmUaXIyLi0wpsdpKO5wIaARKpUpHBVgZ1qAdoZWgREaMlHc+l0O4g2GohNjzQ6HKqlQKQVDvXZbCvf/6Dk6e1MrSIiFFcl7+aRof43CxuBSCpdt2a1KJ5nRBy8218/bOaoUVEjHKmAdq3+n9AAUgMcHYztC6DiYgYx7UGUHMf6/8BBSAxyE2XNsRqMbPtcBa/qhlaRMQQvrgLvIsCkBiiVoiVazrEAjBHo0AiIoZwbYPRzIf2AHNRABLDuJuhtx4mO6/Q4GpERHzLiZx8jufkA743BR4UgMRAPZrWpll0CDn5Nv6nZmgRkWq1L93Z/1MvIpBga6l3xvIaCkBiGDVDi4gYZ6+PrgDtogAkhrqpi7MZ+pdDmWw7rGZoEZHqcqYB2vcuf4ECkBisdoiVhPbOZmiNAomIVB/XFHhfbIAGBSDxAMO6xwHw1dY/yFEztIhItfDlRRBBAUg8QK9mUTSJCiY7r5CFv6gZWkSkqhWetQlq87oKQCKGOLsZes76ZIOrERHxfsknTlFgcxDob6aej22C6qIAJB7hpi4N8beY+Dk5g9/+UDO0iEhVcvX/NI0OxWz2rU1QXRSAxCNEhwZwdTtnM/RcjQKJiFQpX58BBgpA4kFuK7oMtmDLYXLz1QwtIlJVXA3QzX10BhgoAIkH6dUsisZRwZzMK2ThL0eMLkdExGu5RoB8tQEaFIDEg5jNJm7t5hwFmqs1gUREqoxrG4xm0QpAIh7h5i4N8TOb2JyUwY6ULKPLERHxOpmnCkjPdm6C2lQ9QCKeoU5YAFe3iwHUDC0iUhVcM8BiwgMIDfC9TVBdFIDE47jWBPpi8yFO5dsMrkZExLu4NkH15ctfoAAkHqhP82jiageRdbqQb35VM7SISGVyjQA1r+u7l79AAUg80NnN0NogVUSkcu3TCBDgIQFo5syZNGnShMDAQHr06MH69esveP78+fNp3bo1gYGBdOjQgW+++cb9WEFBAY8//jgdOnQgJCSE+vXrM3z4cP74Q3tM1SS3dGmIxWxi48ET7Eo9aXQ5IiJewz0DzIcboMEDAtC8efMYO3YskyZNYvPmzXTq1ImEhATS0tJKPH/NmjUMGzaMkSNHsmXLFgYPHszgwYPZtm0bALm5uWzevJmJEyeyefNmvvjiC3bu3MkNN9xQnR9LKqhueCAD2tQFNAokIlJZbHYHB9KLNkH10V3gXUwOh8NhZAE9evSgW7duzJgxAwC73U5cXByjR49m/Pjx55w/dOhQcnJyWLhwoftYz549iY+PZ9asWSW+x4YNG+jevTsHDx6kUaNGF60pKyuLiIgIMjMzCQ8PL+cnk4pavjONEe9vICLIn5+euIpAf4vRJYmI1GgHj+XQb+pyrH5mtj83EIuX7QNWlt/fho4A5efns2nTJgYMGOA+ZjabGTBgAGvXri3xOWvXri12PkBCQsJ5zwfIzMzEZDIRGRlZ4uN5eXlkZWUVu4nxLm9ZhwaRQWSeKuDbbWqGFhGpqDP9PyFeF37KytAAlJ6ejs1mIyYmptjxmJgYUlJSSnxOSkpKmc4/ffo0jz/+OMOGDTtvGpw8eTIRERHuW1xcXDk+jVQ2i9nErd2cP4tPftKaQCIiFeXaA8zX+3/AA3qAqlJBQQFDhgzB4XDw5ptvnve8CRMmkJmZ6b4lJ+uXrae4pWscFrOJ9QeOsydNzdAiIhWxL10zwFwMDUDR0dFYLBZSU1OLHU9NTSU2NrbE58TGxpbqfFf4OXjwIEuWLLngtcCAgADCw8OL3cQzxEYEcmVrVzO0gqmISEXsTdMIkIuhAchqtdKlSxcSExPdx+x2O4mJifTq1avE5/Tq1avY+QBLliwpdr4r/OzevZulS5cSFRVVNR9AqsVtRStDf775EKcLtDK0iEh5uUaAfH0GGHjAJbCxY8fyzjvv8MEHH7B9+3buu+8+cnJyuPvuuwEYPnw4EyZMcJ8/ZswYFi9ezLRp09ixYwfPPPMMGzdu5IEHHgCc4efmm29m48aNfPzxx9hsNlJSUkhJSSE/P9+QzygV0/eSOtSPCCQjt4Dvfiu510tERC7s5OkCjp7MAzQCBB4QgIYOHcorr7zC008/TXx8PFu3bmXx4sXuRuekpCSOHDkzA6h3797MmTOHt99+m06dOvHZZ5+xYMEC2rdvD8Dhw4f5+uuvOXToEPHx8dSrV899W7NmjSGfUSrGYjYxtGhl6Dk/aU0gEZHycM0AqxMWQFigv8HVGM/wdYA8kdYB8jxHMk/R56UfsDsg8ZF+Gr4VESmjL7cc4uF5P9OjaW3m/aPkNpOarsasAyRSWvUigtzN0HO1MrSISJntTSuaAaZ/QAIKQFKDDCtqhv5s0yHyCtUMLSJSFq49wJqr/wdQAJIapN8ldagXEciJ3AK++y314k8QERE3Vw+QWgicFICkxvCzmBnS1bUytC6DiYiUlt3uYL9rEUSNAAEKQFLDDOkWh9kEa/cdY1/Rku4iInJhhzNOkVdox2ox07BWsNHleAQFIKlRGkQG0b+Vsxl63gatDC0iUhquPcAaRwX7/CaoLgpAUuO4mqHnqxlaRKRU1P9zLgUgqXGuaFWHmPAAjufks+R3NUOLiFyMawaY+n/OUACSGsfPYmaoqxlaawKJiFyUawRIawCdoQAkNdKQbnGYTLB6zzEOFM1sEBGRkp0JQBoBclEAkhqpYa1g+l1SB4C5aoYWETmv7LxCUrJOA9A8WiNALgpAUmOdWRk6mfxCu8HViIh4pv1Foz/RoVYigrUJqosCkNRYV7auS92wANKz81m6Xc3QIiIlcTdAa/SnGAUgqbH8z14ZWs3QIiIl2qv+nxIpAEmNNrSoGXrl7nSSjuUaXY6IiMdxLYKoAFScApDUaHG1g7m8pasZWqNAIiJ/pkUQS6YAJDXebd2dl8E+3XiIApuaoUVEXJyboLpGgBSAzqYAJDXeVW1iiA4NID07j0Q1Q4uIuB3JOs3pAjv+FhNxtYKMLsejKABJjedshm4IwJz1WhNIRMRlX1H/T6PawfhZ9Cv/bPrTEK9wazfnmkArdx8l+biaoUVEAPam6fLX+SgAiVdoFBXM5S2jcThgnlaGFhEBYF+6GqDPRwFIvIZrZehPNyarGVpEBO0BdiEKQOI1BrSJITrUStrJPH7YkWZ0OSIihnP1ADVXADqHApB4DaufmZu7aGVoERGA3PxC/sh0boKqbTDOpQAkXuXWbs4AtGLXUQ6dUDO0iPgu1+WvWsH+1AqxGlyN51EAEq/SJDqEPi2icDicCyOKiPgqNUBfmAKQeB13M/SGZArVDC0iPmqf9gC7IAUg8TpXt40lKsRKStZplu88anQ5IiKGODMDTCNAJVEAqm5HfoGC00ZX4dWczdDOlaHVDC0ivmqfaw+waI0AlUQBqDotnwJv94M1rxldidcbWtQMvWxnGn9knDK4GhGR6uVwODQCdBEKQNUpugU47LByGpw4YHQ1Xq1ZnVB6NYvC7nAujCgi4ktSsk6Tm2/Dz2yicVSw0eV4JAWg6tTub9C0LxSehsUTjK7G6w3r4WyGnrchGZvdYXA1IiLVxzX606h2MP7aBLVE+lOpTiYTXDsNzP6w8xvYudjoirxaQrsYagX7cyTzNCt2aWVoEfEdmgF2cQpA1a3OJdDrfuf9bx+DAvWnVJUAPws3Xepshp7zky6DiYjv2Kv+n4tSADJC30chvAFkHIRV/za6Gq92a9GaQD/sSCUlU7PvRMQ37NUeYBelAGSEgFAYONl5f9V0OLbX0HK8WYu6oXRvWlvN0CLiUzQD7OIUgIzS5gZofiXY8uDbx8GhJt2qclt3NUOLiO84XWDjj0xne4XWADo/BSCjmExwzVSwWGHPEtixyOiKvNbA9rFEBPlzOOMUP+7WytAi4t32p+fgcEBEkD+1tQnqeSkAGSm6BfR+0Hl/8XjI1+7lVSHQ/0wz9Cc/aWVoEfFue8+aAWYymQyuxnMpABnt8kcgIg4yk50LJEqVGNbduTJ04o40UrPUDC0i3svV/6Nd4C9MAcho1mAY+JLz/prXIH2PsfV4qZYxYXRrUgub3cF8NUOLiBfTGkClowDkCVoPgpZXgy0fvn1UDdFVZFhRM/Qn65OxqxlaRLzUvvSiGWDRGgG6EAUgT2AywTVTwBIAe3+A7V8bXZFXurZDPcID/TiccYqVe9KNLkdEpNKdvQmq1gC6MAUgT1G7GVz2kPP+4gmQl21oOd4o0N/C39QMLSJeLO1kHtl5hZhN0EiboF6QApAnuexhiGwMWYfhx6lGV+OVXJfBlm5PJU3N0CLiZVwzwBrVDibAz2JwNZ5NAciT+AfBNS8776+dAUd3GluPF2oVG0aXxrUotDuYv+mQ0eWIiFQqrQBden5GFyB/0mogXHIN7PoWvhkHw7929ghJpRnWvRGbDp5g7oYk7uvXHLPZ8/98HQ4HWacLOZ6Tz7HsPI7l5HMsO5/jOXmkZ+dzIjeftvXCGd6rCUFW/atPxFe5A5BWgL4oBSBPdM1LsG8Z7P8RfvsC2t9kdEVeZVCHejz7v99IPn6K1XvTubxlnWqvweFwkJ3nDDTp2fklBhvX/WM5eRzPyafAduGZa19t/YPZaw7waEIrBsc3qBHBTkQq17501xR4jQBdjAKQJ6rVxLlA4rIX4LsnnVPkA8KMrsprBFkt/K1zAz5Ye5BP1idVWgDKzS8sCiwlhBnX8Zw8jmfnk56TT36hvczvERrgR+0QK1GhVqJCrESFBBAVaiXI38LcDckczjjF2E9/5r3V+3ny2rb0ah5VKZ9NRGqGvVoDqNQUgDxV7wdh6xw4sR+WvwQJLxhdkVcZ1qMRH6w9yPe/pXL0ZB51wgLOOed0ge2cMHMsO++sUZviozSnC8oeaIKtlqJAE1AUaKzUDrUSHRJwVtBxhpzaIVYC/c9/eevevs14f/UB3li2h22Hsxj2zjoGtIlhwrWttSKsiA84XWDj0AnnJqj6f/7iTA6HsavuzZw5k6lTp5KSkkKnTp14/fXX6d69+3nPnz9/PhMnTuTAgQO0bNmSKVOmcO2117of/+KLL5g1axabNm3i+PHjbNmyhfj4+DLVlJWVRUREBJmZmYSHh5f3o1Xc7qXw8U1gssA/V0FMW+Nq8UJ/fWM1W5Iy6N+qDnXDAs4ZpcnJt5X5NQP8zESHngkvtUOsZ74/K9C4Hg+2Vv6/QY5l5/GfxN18/FMSNrsDi9nE7T0aMeaqlkSFnhv0RMQ77Ew5ScL0HwkL9OOXSVf75D5gZfn9begI0Lx58xg7diyzZs2iR48eTJ8+nYSEBHbu3EndunXPOX/NmjUMGzaMyZMnc9111zFnzhwGDx7M5s2bad++PQA5OTlcdtllDBkyhHvvvbe6P1LlajkAWl8HOxY6G6JHLFJDdCUa1r0RW5IyWL7z/DvEWy3mksPMny5Bub4GWy2G/6UTFRrAcze2Z3ivJrz07XaWbk/jw7UH+XLzYe6/sgUjeje54EiSiNRMZ7bACDX876GawNARoB49etCtWzdmzJgBgN1uJy4ujtGjRzN+/Phzzh86dCg5OTksXLjQfaxnz57Ex8cza9asYuceOHCApk2b1uwRIICMZJjRDQpPwd/egY5DjK3HixTY7Lz+wx5Oni4oeZQm1EpYgF+N/4tkzd50Xli0nd/+yAKgQWQQj1/Tmus71qvxn01Ezpjxw25e+X4Xf+vcgFeHxhtdjiFqxAhQfn4+mzZtYsKECe5jZrOZAQMGsHbt2hKfs3btWsaOHVvsWEJCAgsWLKhQLXl5eeTl5bm/z8rKqtDrVarIOOj3KCQ+B98/BZckQGCE0VV5BX+LmbF/ucToMqpc7+bR/O+By/hyy2GmfreTwxmnePCTLby7aj8TB7Wha5PaRpcoIpXAvQVGXfX/lIZhCyGmp6djs9mIiYkpdjwmJoaUlJQSn5OSklKm80tr8uTJREREuG9xcXEVer1K1+sBiGoB2amwbLLR1UgNZDabuKlLQ5aN688jf7mEYKuFn5MzuHnWWu77aBMHj+UYXaKIVNDedK0BVBZaCRqYMGECmZmZ7ltycrLRJRXnFwDXFm2Nsf4tSPnV2HqkxgqyWhh9VUuWP9qfYd0bYTbBt9tSGPDqCp773+9k5OYbXaKIlINzE1StAVQWhgWg6OhoLBYLqampxY6npqYSGxtb4nNiY2PLdH5pBQQEEB4eXuzmcZpfCW0Hg8MOi8aBsZP3pIarGxbI5L914Nsxfel3SR0KbA7eW72fflOX89+V+8q1RpGIGCc9O5+TpwsxmaCxNkEtFcMCkNVqpUuXLiQmJrqP2e12EhMT6dWrV4nP6dWrV7HzAZYsWXLe871OwovgHwLJ6+DnT4yuRrxAq9gwPvh7dz78e3dax4aReaqAfy3azl/+vYJvfz2CwatkiEgpuRZAbFgrSLM8S8nQS2Bjx47lnXfe4YMPPmD79u3cd9995OTkcPfddwMwfPjwYk3SY8aMYfHixUybNo0dO3bwzDPPsHHjRh544AH3OcePH2fr1q38/vvvAOzcuZOtW7dWuE/II0Q0gP6PO+9/PxFOZRhajniPvpfUYdGDlzPlpg7UCQvg4LFc7vt4M7fMWsuWpBNGlyciF+FugNblr1IzNAANHTqUV155haeffpr4+Hi2bt3K4sWL3Y3OSUlJHDlyxH1+7969mTNnDm+//TadOnXis88+Y8GCBe41gAC+/vprOnfuzKBBgwC49dZb6dy58znT5GusHvdBdCvITYcf/mV0NeJFLGYTQ7s1Yvm4/jx4VUsC/c1sPHiCv76xhtGfbCH5eK7RJYrIebj7f6IVgErL8JWgPZFHrQNUkv0/wgfXg8kM9y6D+vFGVyReKCXzNNO+38lnmw/hcDgXhby7TxP+74oWRAT5G12eiJzl77M38MOONP41uD139GxsdDmGKcvvb80Cq4ma9oX2Nzsbor8ZB3Y1rErli40IZOotnVg4+jL6tIgi32bnrR/30X/qMj5Yc4ACm/67E/EU+7QJapkpANVUV/8LrKFwaANs/cjoasSLtasfwUcje/DeiK60qBvKidwCJn39GwnTf2TJ76lqlBYxWF6hjaSiS9TqASo9BaCaKrwe9C9qEF8yCXKPG1uPeDWTycSVrWNYPOZy/jW4PVEhVvYdzeHeDzcy7J11/Hoo0+gSRXxW0rFc7A4IDfCjbpg2PC4tBaCarMc/oG5bOHUcfnje6GrEB/hZzNzRszHLH+3P//VvjtXPzLp9x7l+xirGztvKHxmnjC5RxOfsLZoB1qxOiPb3KwMFoJrM4g/XvuK8v/F9OLzJ2HrEZ4QF+vPYwNYsG9efwfH1Afhiy2GueGU5U7/bQXZeocEViviOfemuGWDq/ykLBaCarkkf6DgUcMCiR8BuM7oi8SENIoOYfmtnvrq/D92b1Cav0M7MZXvpP3UZH/90kEI1SotUuX3uESD1/5SFApA3+MvzEBAOf2yBzR8aXY34oE5xkcz7R0/eurMLTaNDSM/O58kvt3HNf1aybGeaGqVFqtBezQArFwUgbxAWA1c86byf+CzkHDO2HvFJJpOJhHaxfPdQXyZd35bIYH92p2Vz9/sbuPPd9fz+R5bRJYp4HecmqFoFujwUgLxFt3sgpgOcOgGJzxhdjfgwq5+Zu/s0ZcW4KxjVtxlWi5lVe9IZ9PpKHvvsZ1KzThtdoojXOJ6TT+apAkwmaKoeoDJRAPIWFj8YVNQQvflDSN5gbD3i8yKC/Xni2jYsHduPQR3r4XDApxsP0X/qcqYv3UVuvhqlRSpqX7pz9Kd+hDZBLSsFIG/SqCfE3+68/40aosUzNIoKZuZtl/L5fb25tFEkpwpsTF+6m/5Tl/PphmRsdvUHiZTX3jT1/5SXApC3GfAsBEbAkZ9h43tGVyPi1qVxLT6/rzczb7uUuNpBpJ3M47HPf2HQaytZtTvd6PJEaiTXCJD6f8pOAcjbhNaBKyc67//wPGQfNbYekbOYTCYGdazH0rH9ePLaNoQH+rEj5SR3vPsTI95fz67Uk0aXKFKjuPYAa64RoDJTAPJGXf8OsR3hdCYsnWR0NSLnCPCzcG/fZqx49Aru7tMEP7OJ5TuPMnD6jzz55a8cz8k3ukSRGkFrAJWfApA3Mltg0KvO+1s/hqR1xtYjch61QqxMur4dS8b2I6FdDHYHfPxTknvHeS2kKHJ+BTa7exNU9QCVnQKQt4rrBpcOd95f9AjYNONGPFfT6BDeurMrc0f1pHVsGFmnC5n09W9c9/oq1u7VulYiJTl4LJdCu4Ngq4XY8ECjy6lxFIC82VXPQGAkpG6DDf81uhqRi+rZLIqFoy/j+cHtiQz2Z0fKSYa9s47752zmsDZaFSlm31krQGsT1LJTAPJmIVEwoKgHaNkLcDLV2HpESsHPYubOno1Z9kh/7uzZGLMJFv1yhKumLee1xN2cLtDyDiJwZgZYs2j1/5SHApC3u/QuqH8p5GXBkolGVyNSarVCrDw/uD0LR19O96a1OV1g59Uluxjw6goWb0vR/mLi8/ZpD7AKUQDydmZL0QrRJvhlHhxYbXRFImXStn4480b15PVhnakXEcihE6f450ebuPPd9ezWtHnxYZoBVjEKQL6gQRfoMsJ5/5txYCswtByRsjKZTFzfqT6Jj/Rj9JUtsPo59xcb+J+VPPe/38k8pf+mxfe4d4HXHmDlogDkK656GoJqQ9rv8NNbRlcjUi7BVj8euboVSx/ux9VtY7DZHby3ej9XvrKceRuSsGtbDfERJ3LyOZHrDP66BFY+CkC+Irg2/OVZ5/3lkyHriLH1iFRAo6hg3h7elQ//3p1mdUI4lpPP45//yuA3VrM56YTR5YlUuX3pztGf+hGBBFv9DK6mZlIA8iXxd0DDbpCfDd8/ZXQ1IhXW95I6LB7Tl6cGtSE0wI9fDmXytzfW8MinP5OWddro8kSqzF71/1SYApAvMZvh2lfAZIZtn8G+FUZXJFJhVj8z91zejB/G9eOWLg0B+HzzIa6ctoK3Vuwlv1CrSYv3OdMArctf5aUA5Gvqx0PXkc773zwKhdpzSbxD3bBApt7SiQX396FTXCTZeYVM/nYHA6f/yPKdaUaXJ1Kp1ABdcQpAvujKpyA4GtJ3wro3jK5GpFLFx0Xy5X29mXpzR6JDrexLz2HE+xu454MNHChaOE6kpnPvAl9Xl8DKSwHIFwVFwtXPO++veBkyDxlajkhlM5tN3NI1jh/G9efey5viZzaxdHsaV//7R15evIOcPO2NJzVXYbFNUBWAyksByFd1vBXiekJBDnz3pNHViFSJ8EB/nhzUlsUP9eXyltHk2+y8sXwvV05bzldbD2s1aamRkk+cosDmINDfTD1tglpuCkC+ymyGQdPAZIHfF8CeRKMrEqkyLeqG8uHfu/PO8K40qh1MalYeY+Zu5ZZZa9l2ONPo8kTKZG+a8/JX0+hQzGZtglpeCkC+LLY9dB/lvP/tY1CYZ2w9IlXIZDLxl7YxfP9wX8ZdfQlB/hY2HjzB9TNW8cSXv3I8RxMCpGZwrQHUXDPAKkQByNddMQFCY+DYHlg7w+hqRKpcoL+FB65syQ/j+nFDp/o4HDDnpyT6T13GB2sOUGjTtHnxbNoDrHIoAPm6wAi4+l/O+yumQkaSsfWIVJN6EUG8Nqwz80b1pHVsGFmnC5n09W9c9/oq1u49ZnR5IuflCkAaAaoYBSCBDrdA4z5QeAoWTzC6GpFq1aNZFAtHX8bzg9sTGezPjpSTDHtnHffP2czhjFNGlydyDtclsGbRGgGqCAUgAZOpaIVoC+xYCLuXGF2RSLXys5i5s2djlj3Snzt7NsZsgkW/HOGqact5LXE3pwtsRpcoAkBmbgHp2c5+taYaAaoQBSBximkLPe9z3v/mUSjQPkrie2qFWHl+cHsWjr6c7k1rc7rAzqtLdjHg1RUs3paiafNiuL1Foz+x4YGEBmgT1IpQAJIz+o+HsHpwYj+sec3oakQM07Z+OPNG9eT1YZ2pFxHIoROn+OdHm7jz3fXsTj1pdHniw7QHWOVRAJIzAsLONESvnAYnDhhajoiRTCYT13eqT+Ij/Rh9ZQusfmZW7Uln4H9W8tz/fifzVIHRJYoPcm2BoQBUcQpAUlz7m6BpXyg8Dd+ON7oaEcMFW/145OpWLH24H1e3jcFmd/De6v1c+cpy5m1Iwm7XZTGpPu4RIDVAV5gCkBTnaog2+8Gub2Hnt0ZXJOIRGkUF8/bwrnz49+40qxPCsZx8Hv/8Vwa/sZrNSSeMLk98xF6NAFUaBSA5V51W0Ot+5/1vH4cCTQUWcel7SR0Wj+nLU4PaEBrgxy+HMvnbG2t45NOfScvS5AGpOja7g4PHnJugNtciiBWmACQl6/sYhDeAjIOw6t9GVyPiUax+Zu65vBk/jOvHLV0aAvD55kNcOW0Fb63YS36hVpOWynfoRC75NjsBfmYaRAYZXU6NpwAkJQsIhYQXnfdXTYdjew0tR8QT1Q0LZOotnVhwfx86xUWSnVfI5G93MHD6j3y6MZlVu9PZdjiTQydyyckr1DR6qRBX/0/T6BBtgloJtIiAnF/bG6HZFbBvmfNS2O3znT1CIlJMfFwkX97Xm883H2LK4h3sS8/hsc9+Oec8q8VMZLB/0c1KrWB/agVbiSj6WqvoeGSQP7VCrM7zgqxY/fRvVfGi/h9bIRzfB4HhEBZrWBkKQHJ+roboN3rCniWwYxG0uc7oqkQ8ktls4paucSS0j2XW8r1sPHiCjNx8TuQWkJGbT4HNQb7NTtrJPNJO5pXptUOsFmdgCikKTEF/CkxFAersr+GB/holqIEcDgcZuQUcOJZD0vFcDqTncvBYDgeP57IrxbkGVY2ZAeZwQNYfkPa785b6O6T9Bkd3gS0PrpoEl481rDwFILmw6BbQ50HnukCLx0PzK8EabHRVIh4rPNCfxwa2LnbM4XCQm2/jRG4+GbkFZOQWFN3PL7pfUBSW8sk4debxzFMFOByQk28jJ/9UmfYmM5twB6WIPwekIH8iQ84agSoacaoV7E+QvwWTRnqrlMPh4OjJPA4cy3UGnaKvB485w07W6cLzPtfqZ6ZfqzrVWG0pnToBadvPCjpFt9OZJZ/vHwwFudVb458oAMnFXf4I/PIpZCbDylfgqqeNrkikRjGZTIQE+BES4EfDWqV/ns3u4ORpZ0A6kZtPZtFXV2A6E6QKzgpX+eTk27A7KHpe2RZstPqZnZfgigJT7RArdcICqBMaQHTR1zphzltUqJUAP0sZ/zR8g83u4I+MU85Qc9wZbg6kO0d1Dh7L5dRF9peLDQ+kUVQwTaKCaRwVQuOoYJpEhdAkOsTYLTAKTkP6TmfYSf3tTOA5+UfJ55ssEN0S6rZ13mKKvkY2BrOxl3ZNDnXlnSMrK4uIiAgyMzMJDw83uhzPsH0hzLsdzP7wf+ucI0Mi4pHyCm1kukaScpyBKfNUvjtIZeQUkHGqeJDKyC0g31b22WsRQf7nDUjRodYzYSkkAIuXXZLLL7STfCL3nBGcg8dyST6RS4Ht/L9ezSZoUCuIJlEhNKrtDDeNi8JOo9rBBFkNDpZ2m3M3gNTfikZ2ir4e2wuO84S3iLiioNMGYto570e3BL+Aaiu7LL+/FYBKoABUAocDPr7F2QvU/Eq44ws1RIt4kfNdpjuek096dh5HTzpv7vvZeRf8Bf9nZhPUDikeiuqcHZhCXaEpgMhgf4+5DJebX+juxUk6nsOBs0LOHxmnuNBC4FaLmbjaQcVGcBoVfW0QGeQZze0OB2SnnhV0fnfeP7oTCs9zyTWoFtRtVxR02hbdbw2BEdVbewkUgCpIAeg8ju2FN3o5m9du+QDaDTa6orKz28CWX3QrcH61BIA1xPmvFA/5S9cnOBxQmAf52ZB3suirc5YLAWHOpRisRV+r8V+QUjoOh4PMUwXuMOQKSEez80g/mV/s2PGcvAsGhT/zt5iIPisQFR9VCigWoEKsFe9ZyjxVcNYojmskx/n9xRrWg/wt7nDjGsFpEhVMo6hg6kUEedao1+msMyHn7F6dU8dLPt8vEOq0LhrNaVN0CasdhMZ47N+VNS4AzZw5k6lTp5KSkkKnTp14/fXX6d69+3nPnz9/PhMnTuTAgQO0bNmSKVOmcO2117ofdzgcTJo0iXfeeYeMjAz69OnDm2++ScuWLUtVjwLQBSx7EVZMcS6SeP96Z3CwF/4pVBQUDxgXu2+/0PnnO3ax1z7r2Nn1OS4wxG/2c34ea2jJXwNCzzrmOn6Rx/ys1fezqQ62Qsg/6QwqrsBS5u/PCjz28zd7FmOxOv883aEo7MyfeUAoBISfdT/sTHCyFn0fEHbmcf9gj/3L21vZ7A6O5+QXC0tnjyq5g1N2Hhll7FkK8rcQHWYtOSSdFaIC/M0ku2ZVHXeO4hw4lkvSsZyL9kmFB/rRJDrkTLipHVz0fTB1QgM8ZrTKrTAf0neduXSV+rvzfmZSyeebzFC7+Zn+HFfQqdUEzDWrx6tGBaB58+YxfPhwZs2aRY8ePZg+fTrz589n586d1K1b95zz16xZQ9++fZk8eTLXXXcdc+bMYcqUKWzevJn27dsDMGXKFCZPnswHH3xA06ZNmThxIr/++iu///47gYGBF61JAegCCk7BzO6QkeRsbjvfteCawuxX+l/C5Xp9/6KAFHZWOApx/oI++/tij58dps4OWEXfW/xL//52OxTknBs8Sv39nwJMYRVt9eB/VojEceb9qmKWiMlcQkA6T1g6J2z9+fHQGvcLwtPlFdo4lp1/bkgqITjl5Ffe3z/RoQHFGo7PHs2JDPbQf8jY7c7V+v88onNsz/n/XgurXxR02jgvXcW0hehLwN87VpauUQGoR48edOvWjRkzZgBgt9uJi4tj9OjRjB9/7m7kQ4cOJScnh4ULF7qP9ezZk/j4eGbNmoXD4aB+/fo88sgjjBs3DoDMzExiYmKYPXs2t95660VrUgC6iN1LYc4t5x9NsViLbv5n7pv9SjjuX/K559wv7fklHDP7X/h5JpPzslh+zlm3k2fu5508/2PugHDW9/lF31dVUIAzl+z+HI7stnMDTH521dVwdig4OxCcfemqNN9bQ84fImyFZz5HniugnSwe2M7+zO77J0sOd1TBX3dnh7ezA5J/oDNsmczOfyy475vOuv+nm9ly4ceLPd9ykcfPfs2LnHPBGk2A6axRs/Lcp2znw5n3vcD9U4U2TuQUcjw3j+M5BUW3fI7lFnIsJ5/jufkczy7gWNE6TPXCrNSPDCSuViANIgNpEBFA/YhA6kUGEOJvcf6d5nAU/d3mKOG+o+j+hc6zn3VeSa9xoedw8dfOzznrMtYO5z9wShIQcdaITlFTcp3WEFz7wv8913Bl+f1t6DT4/Px8Nm3axIQJE9zHzGYzAwYMYO3atSU+Z+3atYwdW3zhpISEBBYsWADA/v37SUlJYcCAAe7HIyIi6NGjB2vXri0xAOXl5ZGXd+Y6b1ZWVkU+lvdrOQDG7XE2yJUUdDxtOPhizBbniqSBlRh2bYVnjbz8KRydE57O8/XPz7XlF712HpzKO/91+5KYLOcJIiUFmIt8X52X9ix+EBTpvFWU3e4cUXKHpaw/BaSs4iNfJYYt14jYyTP/wi7IKfollFrxGqVMgopu9S92ol/RLR9IK7p5C4vVuYG1uym5aPZVeP2a93dxNTM0AKWnp2Oz2YiJiSl2PCYmhh07dpT4nJSUlBLPT0lJcT/uOna+c/5s8uTJPPvss+X6DD4rJMroCjybxQ8sEZU7K6Iw3/mL9pxwVPTVZC45vASEOZsZff0vQ7O5qEcoFMIq+Fp/buAuNtpU9H1hXtG/5s93czhH7S70uMPuvMx8wcft53mdsx4/5zUc555f7DX+9Lhr5Mw1slHq+5TjuUXPKdV9yna+yYxztMk1ynXW6NY5j5lLeOzs5/z5PPOfHuM8r3G+16eE1yjheRar85KVa/ZV7WbOv2+kzPSnBkyYMKHYqFJWVhZxcXEGViRSAj+r8xZUhpX0pGqYTM5LXP6BEBJtdDUiUg6GLkIQHR2NxWIhNbX40HFqaiqxsSVvkBYbG3vB811fy/KaAQEBhIeHF7uJiIiI9zI0AFmtVrp06UJiYqL7mN1uJzExkV69epX4nF69ehU7H2DJkiXu85s2bUpsbGyxc7Kysvjpp5/O+5oiIiLiWwy/BDZ27FjuuusuunbtSvfu3Zk+fTo5OTncfffdAAwfPpwGDRowefJkAMaMGUO/fv2YNm0agwYNYu7cuWzcuJG3334bAJPJxEMPPcS//vUvWrZs6Z4GX79+fQYPHmzUxxQREREPYngAGjp0KEePHuXpp58mJSWF+Ph4Fi9e7G5iTkpKwnzWhmm9e/dmzpw5PPXUUzzxxBO0bNmSBQsWuNcAAnjsscfIyclh1KhRZGRkcNlll7F48eJSrQEkIiIi3s/wdYA8kdYBEhERqXnK8vvbA3ZiExEREaleCkAiIiLicxSARERExOcoAImIiIjPUQASERERn6MAJCIiIj5HAUhERER8jgKQiIiI+BwFIBEREfE5hm+F4Ylci2NnZWUZXImIiIiUluv3dmk2uVAAKsHJkycBiIuLM7gSERERKauTJ08SERFxwXO0F1gJ7HY7f/zxB2FhYZhMpkp97aysLOLi4khOTtY+Yx5APw/Pop+HZ9HPw7Po53FxDoeDkydPUr9+/WIbqZdEI0AlMJvNNGzYsErfIzw8XP8BexD9PDyLfh6eRT8Pz6Kfx4VdbOTHRU3QIiIi4nMUgERERMTnKABVs4CAACZNmkRAQIDRpQj6eXga/Tw8i34enkU/j8qlJmgRERHxORoBEhEREZ+jACQiIiI+RwFIREREfI4CkIiIiPgcBaBqNHPmTJo0aUJgYCA9evRg/fr1RpfkkyZPnky3bt0ICwujbt26DB48mJ07dxpdlhR56aWXMJlMPPTQQ0aX4tMOHz7MHXfcQVRUFEFBQXTo0IGNGzcaXZZPstlsTJw4kaZNmxIUFETz5s15/vnnS7XflZyfAlA1mTdvHmPHjmXSpEls3ryZTp06kZCQQFpamtGl+ZwVK1Zw//33s27dOpYsWUJBQQFXX301OTk5Rpfm8zZs2MBbb71Fx44djS7Fp504cYI+ffrg7+/Pt99+y++//860adOoVauW0aX5pClTpvDmm28yY8YMtm/fzpQpU3j55Zd5/fXXjS6tRtM0+GrSo0cPunXrxowZMwDnfmNxcXGMHj2a8ePHG1ydbzt69Ch169ZlxYoV9O3b1+hyfFZ2djaXXnopb7zxBv/617+Ij49n+vTpRpflk8aPH8/q1atZuXKl0aUIcN111xETE8O7777rPnbTTTcRFBTERx99ZGBlNZtGgKpBfn4+mzZtYsCAAe5jZrOZAQMGsHbtWgMrE4DMzEwAateubXAlvu3+++9n0KBBxf4/EWN8/fXXdO3alVtuuYW6devSuXNn3nnnHaPL8lm9e/cmMTGRXbt2AfDzzz+zatUqrrnmGoMrq9m0GWo1SE9Px2azERMTU+x4TEwMO3bsMKgqAedI3EMPPUSfPn1o37690eX4rLlz57J582Y2bNhgdCkC7Nu3jzfffJOxY8fyxBNPsGHDBh588EGsVit33XWX0eX5nPHjx5OVlUXr1q2xWCzYbDZeeOEFbr/9dqNLq9EUgMSn3X///Wzbto1Vq1YZXYrPSk5OZsyYMSxZsoTAwECjyxGc/zDo2rUrL774IgCdO3dm27ZtzJo1SwHIAJ9++ikff/wxc+bMoV27dmzdupWHHnqI+vXr6+dRAQpA1SA6OhqLxUJqamqx46mpqcTGxhpUlTzwwAMsXLiQH3/8kYYNGxpdjs/atGkTaWlpXHrppe5jNpuNH3/8kRkzZpCXl4fFYjGwQt9Tr1492rZtW+xYmzZt+Pzzzw2qyLc9+uijjB8/nltvvRWADh06cPDgQSZPnqwAVAHqAaoGVquVLl26kJiY6D5mt9tJTEykV69eBlbmmxwOBw888ABffvklP/zwA02bNjW6JJ921VVX8euvv7J161b3rWvXrtx+++1s3bpV4ccAffr0OWdpiF27dtG4cWODKvJtubm5mM3Ff11bLBbsdrtBFXkHjQBVk7Fjx3LXXXfRtWtXunfvzvTp08nJyeHuu+82ujSfc//99zNnzhy++uorwsLCSElJASAiIoKgoCCDq/M9YWFh5/RfhYSEEBUVpb4sgzz88MP07t2bF198kSFDhrB+/Xrefvtt3n77baNL80nXX389L7zwAo0aNaJdu3Zs2bKFV199lb///e9Gl1ajaRp8NZoxYwZTp04lJSWF+Ph4XnvtNXr06GF0WT7HZDKVePz9999nxIgR1VuMlKh///6aBm+whQsXMmHCBHbv3k3Tpk0ZO3Ys9957r9Fl+aSTJ08yceJEvvzyS9LS0qhfvz7Dhg3j6aefxmq1Gl1ejaUAJCIiIj5HPUAiIiLicxSARERExOcoAImIiIjPUQASERERn6MAJCIiIj5HAUhERER8jgKQiIiI+BwFIBGRUli+fDkmk4mMjAyjSxGRSqAAJCIiIj5HAUhERER8jgKQiNQIdrudyZMn07RpU4KCgujUqROfffYZcOby1KJFi+jYsSOBgYH07NmTbdu2FXuNzz//nHbt2hEQEECTJk2YNm1ascfz8vJ4/PHHiYuLIyAggBYtWvDuu+8WO2fTpk107dqV4OBgevfufc6u6SJSMygAiUiNMHnyZD788ENmzZrFb7/9xsMPP8wdd9zBihUr3Oc8+uijTJs2jQ0bNlCnTh2uv/56CgoKAGdwGTJkCLfeeiu//vorzzzzDBMnTmT27Nnu5w8fPpxPPvmE1157je3bt/PWW28RGhparI4nn3ySadOmsXHjRvz8/LQjt0gNpc1QRcTj5eXlUbt2bZYuXUqvXr3cx++55x5yc3MZNWoUV1xxBXPnzmXo0KEAHD9+nIYNGzJ79myGDBnC7bffztGjR/n+++/dz3/sscdYtGgRv/32G7t27aJVq1YsWbKEAQMGnFPD8uXLueKKK1i6dClXXXUVAN988w2DBg3i1KlTBAYGVvGfgohUJo0AiYjH27NnD7m5ufzlL38hNDTUffvwww/Zu3ev+7yzw1Ht2rVp1aoV27dvB2D79u306dOn2Ov26dOH3bt3Y7PZ2Lp1KxaLhX79+l2wlo4dO7rv16tXD4C0tLQKf0YRqV5+RhcgInIx2dnZACxatIgGDRoUeywgIKBYCCqvoKCgUp3n7+/vvm8ymQBnf5KI1CwaARIRj9e2bVsCAgJISkqiRYsWxW5xcXHu89atW+e+f+LECXbt2kWbNm0AaNOmDatXry72uqtXr+aSSy7BYrHQoUMH7HZ7sZ4iEfFeGgESEY8XFhbGuHHjePjhh7Hb7Vx22WVkZmayevVqwsPDady4MQDPPfccUVFRxMTE8OSTTxIdHc3gwYMBeOSRR+jWrRvPP/88Q4cOZe3atcyYMYM33ngDgCZNmnDXXXfx97//nddee41OnTpx8OBB0tLSGDJkiFEfXUSqiAKQiNQIzz//PHXq1GHy5Mns27ePyMhILr30Up544gn3JaiXXnqJMWPGsHv3buLj4/nf//6H1WoF4NJLL+XTTz/l6aef5vnnn6devXo899xzjBgxwv0eb775Jk888QT/93//x7Fjx2jUqBFPPPGEER9XRKqYZoGJSI3nmqF14sQJIiMjjS5HRGoA9QCJiIiIz1EAEhEREZ+jS2AiIiLiczQCJCIiIj5HAUhERER8jgKQiIiI+BwFIBEREfE5CkAiIiLicxSARERExOcoAImIiIjPUQASERERn6MAJCIiIj7n/wOSUDREWpIzLQAAAABJRU5ErkJggg==",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 538ms/step - loss: 0.0059 - accuracy: 0.9985\n",
            "22/22 [==============================] - 15s 540ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.99      0.98      0.98       423\n",
            "           1       0.96      0.98      0.97       270\n",
            "\n",
            "    accuracy                           0.98       693\n",
            "   macro avg       0.98      0.98      0.98       693\n",
            "weighted avg       0.98      0.98      0.98       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 109s 2s/step - loss: 0.0391 - accuracy: 0.9881 - val_loss: 2.3284e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0052 - accuracy: 0.9978 - val_loss: 1.6125e-04 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0015 - accuracy: 0.9989 - val_loss: 1.9456e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0036 - accuracy: 0.9984 - val_loss: 4.3633e-05 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0060 - accuracy: 0.9978 - val_loss: 7.5731e-05 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0057 - accuracy: 0.9984 - val_loss: 6.0788e-05 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 6.1047e-04 - accuracy: 1.0000 - val_loss: 3.5328e-05 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 98s 2s/step - loss: 0.0043 - accuracy: 0.9984 - val_loss: 0.0417 - val_accuracy: 0.9948\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0231 - accuracy: 0.9941 - val_loss: 1.8820e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 7.4384e-04 - accuracy: 1.0000 - val_loss: 5.8891e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 524ms/step - loss: 6.6904e-05 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 544ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       1.00      0.97      0.99       423\n",
            "           1       0.96      1.00      0.98       270\n",
            "\n",
            "    accuracy                           0.98       693\n",
            "   macro avg       0.98      0.99      0.98       693\n",
            "weighted avg       0.98      0.98      0.98       693\n",
            "\n",
            "Acuuracy results of the 4 models :  [0.9523809523809523, 0.987012987012987, 0.9783549783549783, 0.9826839826839827]\n",
            "Avrage accuracy of this probability = 0.9751082251082251\n"
          ]
        }
      ],
      "source": [
        "# No preprocessing-NO Balancing-No Anonymisation (1)\n",
        "\n",
        "dff = df\n",
        "p = 0.9\n",
        "\n",
        "dff_pred = df_pred\n",
        "\n",
        "X_input_ids_pred = np.zeros((len(dff_pred), 256))\n",
        "X_input_ids_pred = generate_training_data(dff_pred , X_input_ids_pred , tokenizer)\n",
        "\n",
        "#-----------------------------------\n",
        "\n",
        "train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4 = K_fold(dff)\n",
        "\n",
        "#----------------------------------\n",
        "train_set_1 = making_dataset(train_1)\n",
        "train_size = int((len(train_1)/32)*p) \n",
        "train_1_dataset = train_set_1.take(train_size)\n",
        "val_1_dataset = train_set_1.skip(train_size)\n",
        "\n",
        "test_1_dataset = making_dataset(test_1)\n",
        "\n",
        "train_set_2 = making_dataset(train_2)\n",
        "train_size = int((len(train_2)/32)*p) \n",
        "train_2_dataset = train_set_2.take(train_size)\n",
        "val_2_dataset = train_set_2.skip(train_size)\n",
        "\n",
        "test_2_dataset = making_dataset(test_2)\n",
        "\n",
        "train_set_3 = making_dataset(train_3)\n",
        "train_size = int((len(train_3)/32)*p) \n",
        "train_3_dataset = train_set_3.take(train_size)\n",
        "val_3_dataset = train_set_3.skip(train_size)\n",
        "\n",
        "test_3_dataset = making_dataset(test_3)\n",
        "\n",
        "train_set_4 = making_dataset(train_4)\n",
        "train_size = int((len(train_4)/32)*p) \n",
        "train_4_dataset = train_set_4.take(train_size)\n",
        "val_4_dataset = train_set_4.skip(train_size)\n",
        "\n",
        "test_4_dataset= making_dataset(test_4)\n",
        "\n",
        "#------------------------------------\n",
        "acc_result = []\n",
        "\n",
        "for i in range (4):\n",
        "    \n",
        "    if i == 0 :\n",
        "        \n",
        "        the_model_1_1 = creating_model(train_1_dataset,val_1_dataset,test_1_dataset)\n",
        "        y_predict = the_model_1_1.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "        \n",
        "    if i == 1 :\n",
        "        the_model_1_2 = creating_model(train_2_dataset,val_2_dataset,test_2_dataset)\n",
        "        y_predict = the_model_1_2.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 2 :\n",
        "        the_model_1_3 = creating_model(train_3_dataset,val_3_dataset,test_3_dataset)\n",
        "        y_predict = the_model_1_3.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 3 :\n",
        "        the_model_1_4 = creating_model(train_4_dataset,val_4_dataset,test_4_dataset)\n",
        "        y_predict = the_model_1_4.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "        \n",
        "    \n",
        "print('Acuuracy results of the 4 models : ',acc_result)\n",
        "print('Avrage accuracy of this probability =' , sum(acc_result)/len(acc_result))\n",
        "\n",
        "probability_1 = sum(acc_result)/len(acc_result)\n"
      ]
    },
    {
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          "text": [
            "Epoch 1/10\n",
            "58/58 [==============================] - 118s 2s/step - loss: 0.1847 - accuracy: 0.9115 - val_loss: 0.0268 - val_accuracy: 0.9948\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0488 - accuracy: 0.9828 - val_loss: 0.0070 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0265 - accuracy: 0.9935 - val_loss: 0.0063 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 104s 2s/step - loss: 0.0144 - accuracy: 0.9968 - val_loss: 0.0066 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0121 - accuracy: 0.9968 - val_loss: 0.0049 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0105 - accuracy: 0.9968 - val_loss: 0.0103 - val_accuracy: 0.9948\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0231 - accuracy: 0.9908 - val_loss: 0.0185 - val_accuracy: 0.9896\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 107s 2s/step - loss: 0.0214 - accuracy: 0.9946 - val_loss: 0.0066 - val_accuracy: 0.9948\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0063 - accuracy: 0.9968 - val_loss: 0.0050 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0097 - accuracy: 0.9978 - val_loss: 0.0054 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 12s 585ms/step - loss: 0.0462 - accuracy: 0.9881\n",
            "22/22 [==============================] - 17s 600ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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eDBkyhJkzZ5KYmMikSZMYNWpUobtWQRKeEEIYp2foWZrh4eGYmJjQt29fMjMz8fPzY8GCBZr9pqambNmyhZEjR+Lt7Y21tTWBgYGEhITodB2VoihKcQdvaEV5db0QurDyaGvoEISRuJ/1b7GeL/NkpN7Hqht0KsZISo+08IQQwhg9Qy280iIJTwghjJCiGN/DoyXhCSGEMTLC1wPJsgQhhBBGQVp4QghhjGQMTwghhFEwwi5NSXhCCGGMjPCN55LwhBDCGEkLTwghhFEwwjE8maUphBDCKEgLTwghjJF0aQohhDAKRtilKQlPCCGMkSQ8IYQQxsAYn6Vp0Ekr9+/f54svvqBp06bY2NhgY2ND06ZNmTVrFtnZ2YYMTQghyrfcXP23MspgLbx79+7RqVMnYmJi6NixI+3atQPgzJkzTJgwgf/+979s374dS0tLQ4UohBCiHDFYwgsLC+PKlSscPXqURo0aae07duwYL7/8MmFhYUydOtUwAQohRHlmhLM0DdaluWbNGubMmZMv2QE0btyYWbNmsXr1agNEJoQQRkC6NEvP5cuX+c9//lPg/pYtWxIfH1+KEQkhhBGRFl7psbOzIykpqcD9iYmJ2NralmJEQghhRIywhWewhNe+fXs+++yzAveHhYXRvn37UoxICCGMiJKr/1ZGGaxLc8qUKbRo0YKWLVsSFBREvXr1UBSFM2fOEB4ezunTp9m/f7+hwhNCCFHOGCzheXl5ERkZybBhwxgwYAAqlQoARVGoV68e27dv5/nnnzdUeEIIUb6V4a5JfRn0SSstW7bk1KlTxMbGcu7cOQDq1KlDkyZNDBmWEEKUf5LwDKNJkyaPTXKHDh2iefPmpR+QEEKUd2V4LE5fBn8fXlpaGvfu3dMqi42NpUePHrRo0cJAUQkhRDknszRLz5UrV/D29sbe3h57e3uCgoK4e/cuAQEBtGjRAmtra/bt22eo8IQQQhSDhQsX0qhRI+zs7LCzs8Pb25tt27Zp9vv6+qJSqbS2t99+W+sc8fHx+Pv7U6FCBVxcXBg/fjz379/XORaDdWmOHz+ejIwM5s2bx4YNG5g3bx6///47LVq0IC4ujsqVKxsqNCGEKP9KqUuzcuXKhIWFUbt2bRRFYfny5fTs2ZOjR49qJiaOGDGCkJAQzTEVKlTQ/DsnJwd/f3/c3NzYt28fCQkJBAQEYG5u/sSlbY+jUhRFKZ7b0o2HhwcbNmygZcuWJCUl4ebmxpw5c3j//feLfO7sG38XPUAhCsHKo62hQxBG4n7Wv8V6vnsbw/Q+1qr3R0W6tpOTE1988QXDhg3D19eXJk2aMHfu3MfW3bZtG927d+fq1au4uroCsGjRIiZMmMD169exsLAo9HUN1qV57do1qlevDoCLiwsVKlSga9euhgpHCCGMSxEWnmdmZpKamqq1ZWZmPvWSOTk5rFmzhvT0dLy9vTXlq1atwtnZmQYNGhAcHMzdu3c1+2JiYmjYsKEm2QH4+fmRmprKqVOndLplg05aMTEx0fq3LplaCCFEERRh0kpoaKhm/kXeFhoaWuClTpw4gY2NDWq1mrfffpuNGzfi5eUFwGuvvcbKlSvZvXs3wcHBrFixgsGDB2uOTUxM1Ep2gOZzYmKiTrdssDE8RVGoU6eOZsF5WloaL7zwglYSBEhOTjZEeEIIUb4VYbZlcHAwQUFBWmVqtbrA+nXr1iU2Npbbt2+zfv16AgMDiY6OxsvLizfffFNTr2HDhri7u9OhQwfi4uKoWbOm3jE+jsES3rJlywx1aSGEEEWgVqufmOAeZWFhQa1atQBo1qwZBw8eZN68eSxevDhf3bzlaBcuXKBmzZq4ublx4MABrTrXrl0DwM3NTae4DZbwAgMDDXVpIYQQhpmvCEBubm6BY36xsbEAuLu7A+Dt7c2MGTNISkrCxcUFgMjISOzs7DTdooVlsDG8AwcOkJOTU+D+zMxMfvzxx1KMSAghjEgpLTwPDg5mz549XLp0iRMnThAcHExUVBSDBg0iLi6O6dOnc/jwYS5dusR///tfAgICaNeunebl4J07d8bLy4shQ4Zw7NgxfvvtNyZNmsSoUaN0amWCAROet7c3N2/e1Hy2s7Pj77//t5wgJSWFgQMHGiI0IYQo/0op4SUlJREQEEDdunXp0KEDBw8e5LfffqNTp05YWFiwY8cOOnfuTL169Rg3bhx9+/Zl8+bNmuNNTU3ZsmULpqameHt7M3jwYAICArTW7RWWQSetPOlzQWVCCCGKQSktPF+6dGmB+6pUqUJ0dPRTz+Hp6ckvv/xS5FieiYdHFyRvBqcQQohiVoafiakvgz88WgghhCgNBm3hnT59WrNwUFEU/vrrL9LS0gC4ceOGIUMTQojyzQiHjAya8Dp06KA1Tte9e3fgQVemoijSpSmEECXFCLs0DZbwLl68aKhLCyGEkIRXejw9PQ11aSGEEPLG89LToUMHNmzYUOD+GzduUKNGjVKMSAghjIeSq+i9lVUGS3i7d++mX79+TJky5bH7c3JyuHz5cilHJYQQorwy6LKEhQsXMnfuXHr37k16erohQxFCCONSSk9aeZYYNOH17NmT/fv3c+rUKVq2bKn1aDEhhBAlqAgvgC2rDL7wvH79+hw8eJAqVarw4osvsmPHDkOHJIQQ5V+uov9WRhk84QHY29uzdetWRowYQbdu3QgPDzd0SEIIUb4ZYZemwZYlPLqoXKVSERYWRpMmTRg+fDi7du0yUGRCCGEEynDi0pfBWngFvQlhwIAB7N27lxMnTpRyREIIIcozgy5LcHJyeuy+Jk2acPjwYZYtW6Yp++eff8g1wr9I8ny74kcatO5K2NxFBdZZ/99tBIz8gFZdXqVVl1cZ/l4wJ06fLfHYfvhpM537BtK0/csMHPG+1jVvp97hszkL6D5gOM3a96RjnwA+C1/InTSZlWtsPDzcWB4xn2sJJ7lz+wJHj+ygWdNGhg7LeCmK/lsZZbCE5+Pjg5lZwT2qFStWJCAgQPPZy8uLS5culUJkz54TZ86y7udfqFOr+hPrHTxynG6dfPlufhgrF8/BzaUSb46dyLXr+j+Ie9PWSIaO/rDA/dt2RDPzy28Y+cYg1n33JXVrVeetoEncvJUCQNKNmyTdSOaD0cPZuGIhMyYG8cefh5kcKuO0xsTBwZ49UZvIzr5P9x6Dadi4PR9+GMKtlNuGDs14yRjes8tYXwZ79+49Ppr2BVMnvMfi5T88se7nUydofZ720XtERu1l/6FYenbtCEBWVhbzvlnOtsho7qSlUatGNcaOfIP/6PmX9vdrN/JKj6709u8MwOTx77Jn30E2btnO8CH9qF2jGnM/m6SpX7WyB2PeDOSjkJncv5+DmZmpXtcVZcuH49/hn3+uMnxEkKbs0qUrBoxIlOXZlvp6JmZpioJ9Ovtr2nm/iPeLL+h8bEZGJvfv52BvZ6spmzFnIcdO/sUX0z7ip+UL6Ny+DW+Pm8TlK//qfP7s7GxOnz1PyxebaMpMTExo2bwJx06eKfC4O2np2FhXkGRnRLp378zhw8dZ88Nirv5zjIMHfmPYG68ZOizjJuvwxLPklx1RnDkXx/tvv67X8XMWfkclZye8mz9IlgmJSWz6ZTtzpn9MsyYNqFrZg9dfe4WmjZ5n49ZInc9/KyWVnJxcKjo5apVXdHLkRvKtAo65zeKIH3jl5a6635Aos2pUr8pbbw3hwoWLdOv+GosXf8/c8BCGDHnV0KEZLyNch1dmujQLkpmZSWZmplaZSWYmarXaQBEVj4Rr1wmbu5glcz9DrbbQ+fhvV/zIth3RLPtqpub4c39fIicnF/+Bw7XqZmdlY29n9+C6iUm8PPgtzb6cnBzu38/hxY69NWUjhvTnzcABOseUlp7OO+OnULN6Vd4ZNljn40XZZWJiwuHDx5n0SRgAsbGneP75urw1YggrVqwzcHTCWJSZhFfQy2BDQ0OZNm2aVtmk8WOY/OF7pRFWiTl99jzJt1Lo98ZoTVlOTi6HY0/yw4bNHNn9X0xNH98luGz1epau/JElcz+j7kMTXe7evYepqQk/Lv0SU1Ptxn0FK0sAKjlX5KeIrzXlO6L/IDLqDz6f8r+JK3ldpI4OdpiamnDzkdbczeRbOD/S6ktPv8tbQZ9gXcGKeZ99gvkTJiyJ8ichIYnTZ85plf311wX69O5moIiEUoYnn+irzPzWKWjSSnBwMEFBQVplJnd0H4961rRs1oSNKxZqlU2aMYfqnlUYNvjVApPdd6vW8c3yNSye8ykN6tfR2le/Tk1ycnJJvpVCsyYNHnu8mZkpVSt7aD47OTigVltoleUxNzfHq25t/jwUS4d2rQDIzc3lz8OxDOz7sqZeWno6b42dhLmFOV9+PkWvFqso2/bFHKRunZpaZXVq1yA+vuz/f7XMKsNdk/oyaMLLzs7GysqK2NhYGjR4/C/gPKdPn8bDI/8vXbVana/7MjtL/2n4zwpr6wrUrlFNq8zKyhIHO1tNefD0Wbg4V2TsyAdjfEtX/shX365g5pQJPOfuyo2byQBUsLKiQgUrqlWtjH/n9nz86Sw+GD2C+nVqcivlNvsPxVKnVnV8Wv1H5zgD+vdm4ozZPF+vNg286rLyx03cy8ikl38n4EGye/P9idzLzGTe5PGkp98lPf0uAI4O9gUmblG+zJu3hN/3/MxHE95l3frNvPhiE4YPH8Tb7xS85EWUsDI8+URfBk145ubmVK1alZycnKfWrVKlSilEVLYkXEvC5KGu3rUbt5KdfZ+xk2Zo1Rv5xiBG/f+Y2acTg1gc8QOzvlrCtes3cbS3o9Hz9fBprXuyA+ja0YdbKbf56tuV3EhOpl7tmiyaPV3TpXn6bBzH/38herf+w7SO/W19BM+5u+p1XVG2HDp8jFdeHc6nn37EpInvc/HSFYLGTeGHHzYaOjTjZYQtPJVi4AVuS5cuZcOGDaxYsaLAJ6/oKvuGvGZIlA4rj7aGDkEYiftZxdv9mz51oN7HWk998prgZ5XBx/C++uorLly4gIeHB56enlhbW2vtP3LkiIEiE0IIUZ4YPOH16tXL0CEIIYTxMcIuTYMnvClTphg6BCGEMD6lNGll4cKFLFy4UPMs5Oeff57JkyfTteuDh09kZGQwbtw41qxZQ2ZmJn5+fixYsABX1/+N78fHxzNy5Eh2796NjY0NgYGBhIaGPvF5zI/zTDxpJSUlhW+//Zbg4GCSkx/MLDxy5Aj//itTloUQokSU0pNWKleuTFhYGIcPH+bQoUO89NJL9OzZk1OnTgEwduxYNm/ezLp164iOjubq1av06dNHc3xOTg7+/v5kZWWxb98+li9fTkREBJMnT9b5lg0+aeX48eN07NgRe3t7Ll26xNmzZ6lRowaTJk0iPj6e77//XudzyqQVUVpk0oooLcU9aSUtuK/ex5pPXZ3vCVePWyJWECcnJ7744gteeeUVKlWqxOrVq3nllVcA+Ouvv6hfvz4xMTG0bNmSbdu20b17d65evapp9S1atIgJEyZw/fp1LCwKv67X4C28oKAghg4dyvnz57G0tNSUd+vWjT179hgwMiGEKMeK0MILDQ3F3t5eawsNDX3qJXNyclizZg3p6el4e3tz+PBhsrOz6dixo6ZOvXr1qFq1KjExMQDExMTQsGFDrS5OPz8/UlNTNa3EwjL4GN7BgwdZvHhxvvLnnnuOxMREA0QkhBDiSR73hKsnte5OnDiBt7c3GRkZ2NjYsHHjRry8vIiNjcXCwgIHBwet+q6urprf/4mJiVrJLm9/3j5dGDzhqdVqUlNT85WfO3eOSpUqGSAiIYQwAkWYpalL9yVA3bp1iY2N5fbt26xfv57AwECio6P1vr6+DN6l+fLLLxMSEkJ2djbw4CHR8fHxTJgwgb599e9jFkII8QSl+D48CwsLatWqRbNmzQgNDaVx48bMmzcPNzc3srKySElJ0ap/7do13NzcAHBzc+PatWv59uft04XBE97s2bNJS0vDxcWFe/fu4ePjQ61atbC1tWXGjBlPP4EQQgjdGfB9eLm5uWRmZtKsWTPMzc3ZuXOnZt/Zs2eJj4/H29sbAG9vb06cOEFSUpKmTmRkJHZ2dnh5eel0XYN3adrb2xMZGcnevXs5fvw4aWlpNG3aVGsQUwghRPFSSmnheXBwMF27dqVq1arcuXOH1atXExUVxW+//Ya9vT3Dhg0jKCgIJycn7OzsePfdd/H29qZly5YAdO7cGS8vL4YMGcLMmTNJTExk0qRJjBo1Suf3nho84eVp06YNbdq0MXQYQghhHEop4SUlJREQEEBCQgL29vY0atSI3377jU6dHrxRJTw8HBMTE/r27au18DyPqakpW7ZsYeTIkXh7e2NtbU1gYCAhISE6x2LwdXgAO3fuZOfOnSQlJZH7yEsJv/vuO53PJ+vwRGmRdXiitBT3Orw7Y7rrfazt/C3FGEnpMXgLb9q0aYSEhNC8eXPc3d0LfLO5EEKIYiRvPC99ixYtIiIigiFDhhg6FCGEMB7y8OjSl5WVRatWrQwdhhBCGBcjTHgGX5YwfPhwVq9ebegwhBDCqCiKovdWVhm8hZeRkcE333zDjh07aNSoEebm5lr758yZY6DIhBCiHDPCFp7BE97x48dp0qQJACdPntTaJxNYhBBCFBeDJ7zdu3cbOgQhhDA+0sITQghhDErrSSvPEoMnvPT0dMLCwgpceP7337KIXAghip0kvNI3fPhwoqOjGTJkiCw8F0KI0mJ8684Nn/C2bdvG1q1bad26taFDEUIIo2GMXZoGX4fn6OiIk5OTocMQQghRzhk84U2fPp3Jkydz9+5dQ4cihBDGw4DvwzMUg3dpzp49m7i4OFxdXalWrVq+hedHjhwxUGRCCFGOyRhe6evVq5ehQxBCCKNjjGN4Bk94U6ZMMXQIQghhfKSFJ4QQwhhIC6+UODk5ce7cOZydnXF0dHzi2rvk5ORSjEwIIUR5ZZCEFx4ejq2tLQBz5841RAhCCGHcpEvz6X799VdsbGxo06YNAF9//TVLlizBy8uLr7/+GkdHx6eeIzAwUPPvnTt34uvri4+PDzVr1tQ1HCGEEHpQjDDh6bwOb/z48aSmpgJw4sQJxo0bR7du3bh48SJBQUE6B6BWqwkLC6NOnTpUqVKFwYMH8+2333L+/HmdzyWEEKKQcouwlVEqRcfX19rY2HDy5EmqVavG1KlTOXnyJOvXr+fIkSN069aNxMREvQL5999/2bNnD9HR0URHR3Pu3Dnc3d35559/dD5X9g154LQoHVYebQ0dgjAS97P+Ldbz3ejqo/exztuiizGS0qNzC8/CwkLzVJQdO3bQuXNn4MFElLyWnz4cHR2pWLEijo6OODg4YGZmRqVKlfQ+nxBCiCcwwhaezmN4bdq0ISgoiNatW3PgwAHWrl0LwLlz56hcubLOAXz88cdERUVx9OhR6tevj4+PDx999BHt2rUr1HigEEIIURg6J7yvvvqKd955h/Xr17Nw4UKee+454MFbD7p06aJzAGFhYVSqVIkpU6bQp08f6tSpo/M5hBBC6MYYJ63oPIZX3I4dO0Z0dDRRUVH8/vvvWFhY4OPjg6+vL76+vnolQBnDE6VFxvBEaSnuMbykDvqP4bnsNJIxPIC4uDgmTZrEwIEDSUpKAh608E6dOqXzuRo3bsyYMWPYsGED169f55dffsHCwoJRo0ZRv359fcITQgjxFEqu/psuQkNDefHFF7G1tcXFxYVevXpx9uxZrTq+vr6oVCqt7e2339aqEx8fj7+/PxUqVMDFxYXx48dz//59nWLRuUszOjqarl270rp1a/bs2cOMGTNwcXHh2LFjLF26lPXr1+t0PkVROHr0KFFRUURFRbF3715SU1Np1KgRPj76/wUihBDiCZSCn3BVnKKjoxk1ahQvvvgi9+/f5+OPP6Zz586cPn0aa2trTb0RI0YQEhKi+VyhQgXNv3NycvD398fNzY19+/aRkJBAQEAA5ubmfPbZZ4WORecuTW9vb1599VWCgoKwtbXl2LFj1KhRgwMHDtCnTx+dlxE4OjqSlpZG48aNNV2Zbdu2xcHBQafzPEy6NEVpkS5NUVqKu0vzmq+v3se6RkXpfez169dxcXEhOjqadu3aAQ9aeE2aNCnwyVvbtm2je/fuXL16FVdXVwAWLVrEhAkTuH79OhYWFoW6ts5dmidOnKB37975yl1cXLhx44aup2PlypXcvHmTQ4cOMXv2bHr06FGkZCeEEOLpitKlmZmZSWpqqtaWmZlZqOvevn0beLCU7WGrVq3C2dmZBg0aEBwcrPVS8JiYGBo2bKhJdgB+fn6kpqbqNJSmc8JzcHAgISEhX/nRo0c1MzZ14e/vj52dnc7HCSGE0J+Sq9J7Cw0Nxd7eXmsLDQ196jVzc3N5//33ad26NQ0aNNCUv/baa6xcuZLdu3cTHBzMihUrGDx4sGZ/YmKiVrIDNJ91ediJzmN4AwYMYMKECaxbtw6VSkVubi5//PEHH3zwAQEBAbqeTgghhAEUZVlCcHBwvkdJqtXqpx43atQoTp48yd69e7XK33zzTc2/GzZsiLu7Ox06dCAuLq5Yn7Gscwvvs88+o169elSpUoW0tDS8vLxo164drVq1YtKkScUWmBBCiJKjKCq9N7VajZ2dndb2tIQ3evRotmzZwu7du5/6kJIWLVoAcOHCBQDc3Ny4du2aVp28z25uboW+Z70eLbZkyRLi4uLYsmULK1eu5K+//mLFihWYmprqejohhBAGUFrLEhRFYfTo0WzcuJFdu3ZRvXr1px4TGxsLgLu7O/BgsuSJEyc0y+AAIiMjsbOzw8vLq9Cx6P0+vKpVq1K1alV9DxdCCGEERo0axerVq/n555+xtbXVjLnZ29tjZWVFXFwcq1evplu3blSsWJHjx48zduxY2rVrR6NGjQDo3LkzXl5eDBkyhJkzZ5KYmMikSZMYNWpUobpS8+i8LOGNN9544v7vvvtOl9OVCFmWIEqLLEsQpaW4lyVcebGD3sdWObiz0HVVqsev91u2bBlDhw7lypUrDB48mJMnT5Kenk6VKlXo3bs3kyZN0prQePnyZUaOHElUVBTW1tYEBgYSFhaGmVnh2206t/Bu3bql9Tk7O5uTJ0+SkpLCSy+9pOvphBBCGEBpPVTyaW2qKlWqEB399EeVeXp68ssvvxQpFp0T3saNG/OV5ebmMnLkSHljuRBClBFKbuk8aeVZotezNPOdxMSEoKAgwsPDi+N0QgghSlhR1uGVVXpPWnlUXFyczg/yFEIIYRiGfU+OYeic8B5dbKgoCgkJCWzdupXAwMBiC0wIIYQoTjonvKNHj2p9NjExoVKlSsyePfupMziFEEI8G8py16S+dE54u3fvLok4hBBClCKllF4P9CwptjE8IYQQZUdRnqVZVhUq4b3wwgsFLh581JEjR4oUkBBCiJKXKy28x+vVq1cJhyGEEKI0SZdmAaZMmVLScQghhBAlSsbwhBDCCMkszULIyckhPDycH3/8kfj4eLKysrT2JycnF1twQgghSoYxLjzX+dFi06ZNY86cOfTv35/bt28TFBREnz59MDExYerUqSUQohBCiOJmjI8W0znhrVq1iiVLljBu3DjMzMwYOHAg3377LZMnT2b//v0lEaMQQohilquo9N7KKp0TXmJiIg0bNgTAxsaG27dvA9C9e3e2bt1avNEJIYQoEYqi0nsrq3ROeJUrVyYhIQGAmjVrsn37dgAOHjyo05tnhRBCiNKkc8Lr3bs3O3c+eNvtu+++yyeffELt2rUJCAiQZ2kKIUQZoSj6b2VVoWdpfvXVVwwePJiwsDBNWf/+/alatSoxMTHUrl2bHj16lEiQQgghildZHovTl0p52vvX/5+9vT3Z2dn07t2bYcOG8dJLL5V0bHrLvvG3oUMQRsLKo62hQxBG4n7Wv8V6vqNVe+p97AvxPxdjJKWn0F2aiYmJLFq0iKtXr9KpUyeqV6/O9OnTuXLlSknGJ4QQogQYY5dmoROelZUVAQEB7N69m/PnzzNkyBCWLl1K9erV6dKlC+vWrSM7O7skYxVCCFFMZFlCIdWoUYOQkBAuXrzItm3bqFixIkOHDuW5554r7viEEEKIYlGkZ2mqVCrMzMxQqVQoivLMtPBcqnU2dAjCSMQ3r2PoEITQS1leT6cvvVp4V65cISQkhBo1atCpUyeuXr3KkiVLNOvzhBBCPNuMsUuz0C28rKwsNmzYwHfffceuXbtwd3cnMDCQN954gxo1apRkjEIIIYpZGZ57ordCJzw3Nzfu3r1L9+7d2bx5M35+fpiY6NVAFEIIYWBluaWmr0JnrEmTJnHlyhXWr19P165dJdkJIUQZVlrP0gwNDeXFF1/E1tYWFxcXevXqxdmzZ7XqZGRkMGrUKCpWrIiNjQ19+/bl2rVrWnXi4+Px9/enQoUKuLi4MH78eO7fv69TLIXOWkFBQVSqVEmnkwshhDBu0dHRjBo1iv379xMZGUl2djadO3cmPT1dU2fs2LFs3ryZdevWER0dzdWrV+nTp49mf05ODv7+/mRlZbFv3z6WL19OREQEkydP1imWQj9ppSxxtKll6BCEkTjVqIqhQxBGwmPf7mI93+9ur+h9bNvE9Xofe/36dVxcXIiOjqZdu3bcvn2bSpUqsXr1al555UFMf/31F/Xr1ycmJoaWLVuybds2unfvztWrV3F1dQVg0aJFTJgwgevXr2NhYVGoa0u/pBBCGCEFld5bZmYmqampWltmZmahrpv3SjknJycADh8+THZ2Nh07dtTUqVevnuY5zQAxMTE0bNhQk+wA/Pz8SE1N5dSpU4W+Z0l4QghhhHIV/bfQ0FDs7e21ttDQ0KdfMzeX999/n9atW9OgQQPgwWMrLSwscHBw0Krr6upKYmKips7DyS5vf96+wirSwnMhhBBlUy76z9IMDg4mKChIq6ww70MdNWoUJ0+eZO/evXpfuygKlfAevbEnmTNnjt7BCCGEKB1KERKeWq3W+YXfo0ePZsuWLezZs4fKlStryt3c3MjKyiIlJUWrlXft2jXc3Nw0dQ4cOKB1vrxZnHl1CqNQCe/o0aOFOplKZXzrOoQQQhRMURTeffddNm7cSFRUFNWrV9fa36xZM8zNzdm5cyd9+/YF4OzZs8THx+Pt7Q2At7c3M2bMICkpCRcXFwAiIyOxs7PDy8ur0LEUKuHt3l28s4OEEEIYVm4pXWfUqFGsXr2an3/+GVtbW82Ym729PVZWVtjb2zNs2DCCgoJwcnLCzs6Od999F29vb1q2bAlA586d8fLyYsiQIcycOZPExEQmTZrEqFGjdGppyhieEEIYoaJ0aepi4cKFAPj6+mqVL1u2jKFDhwIQHh6OiYkJffv2JTMzEz8/PxYsWKCpa2pqypYtWxg5ciTe3t5YW1sTGBhISEiITrHotQ7v0KFD/Pjjj8THx5OVlaW1b8OGDbqertjJOjxRWmQdnigtxb0O71fXAXof2+XammKMpPTovCxhzZo1tGrVijNnzrBx40ays7M5deoUu3btwt7eviRiFEIIUcxyi7CVVTonvM8++4zw8HA2b96MhYUF8+bN46+//qJfv35UrVq1JGIUQghRzIqy8Lys0jnhxcXF4e/vD4CFhQXp6emoVCrGjh3LN998U+wBCiGEEMVB54Tn6OjInTt3AHjuuec4efIkACkpKdy9e7d4oxNCCFEiclX6b2WVzrM027VrR2RkJA0bNuTVV1/lvffeY9euXURGRtKhQ4eSiFEIIUQxK8qTVsoqnRPeV199RUZGBgATJ07E3Nycffv20bdvXyZNmlTsAQohhCh+5e41OYWgc8LLe8I1gImJCR999FGxBiSEEKLkleXZlvrSeQzP1NSUpKSkfOU3b97E1NS0WIISQghRsnJVKr23skrnhFfQOvXMzMxCv4RPCCGEKG2F7tKcP38+8OAB0d9++y02NjaafTk5OezZs4d69eoVf4RCCCGKnYzhPUF4eDjwoIW3aNEire5LCwsLqlWrxqJFi4o/QiGEEMXOGMfwCp3wLl68CED79u3ZsGEDjo6OJRaUEEKIklWW19PpS+dZmvKqICGEKPuMcR2ezpNW+vbty+eff56vfObMmbz66qvFEpQQQoiSpRRhK6t0Tnh79uyhW7du+cq7du3Knj17iiUoIYQQorjp3KWZlpb22OUH5ubmpKamFktQQgghSpYxjuHp3MJr2LAha9euzVe+Zs0avLy8iiUoIYQQJcsY34encwvvk08+oU+fPsTFxfHSSy8BsHPnTn744QfWrVtX7AEKIYQofmV5LE5fOie8Hj16sGnTJj777DPWr1+PlZUVjRo1YseOHfj4+JREjEIIIYqZMXZp6pzwAPz9/TUvgX3YyZMnadCgQZGDEkIIUbLKctekvnQew3vUnTt3+Oabb/jPf/5D48aNiyMmIYQQotjpnfD27NlDQEAA7u7uzJo1i5deeon9+/cXZ2xCCCFKiExaeYrExEQiIiJYunQpqamp9OvXj8zMTDZt2lTsMzQVReH69eu4uLgU63mFEEKAYoRjeIVu4fXo0YO6dety/Phx5s6dy9WrV/nyyy/1vnCFChW4fv265rO/vz8JCQmaz0lJSbi7u+t9fiGEEAWTFt4TbNu2jTFjxjBy5Ehq165d5AtnZGRovVtvz5493Lt3T6tOQe/eE0IIUTRlOXHpq9AtvL1793Lnzh2aNWtGixYt+Oqrr7hx40ZJxoaqDL9ZVwghnmXyLM0naNmyJUuWLCEhIYG33nqLNWvW4OHhQW5uLpGRkdy5c6ck4xRCCCGKROdZmtbW1rzxxhvs3buXEydOMG7cOMLCwnBxceHll18u9HlUKpVWC+7Rz0IIIUpOrkr/TRd79uyhR48eeHh4oFKp2LRpk9b+oUOHan7/521dunTRqpOcnMygQYOws7PDwcGBYcOGkZaWpvM9F2kdXt26dZk5cyb//PMPP/zwg07HKopCnTp1cHJywsnJibS0NF544QXN53r16hUlNCGEEE9QWpNW0tPTady4MV9//XWBdbp06UJCQoJmezSfDBo0iFOnThEZGcmWLVvYs2cPb775po6R6PmklUeZmprSq1cvevXqVehjli1bVhyXFkIIoYfSmrTStWtXunbt+sQ6arUaNze3x+47c+YMv/76KwcPHqR58+YAfPnll3Tr1o1Zs2bh4eFR6FiKJeHpIzAw0FCXFkIIo1eUySeZmZlkZmZqlanVatRqtV7ni4qKwsXFBUdHR1566SU+/fRTKlasCEBMTAwODg6aZAfQsWNHTExM+PPPP+ndu3ehr1PkR4sJIYQwLqGhodjb22ttoaGhep2rS5cufP/99+zcuZPPP/+c6OhounbtSk5ODvDggSePPoDEzMwMJycnEhMTdbqWwVp41atXf+okFZVKRVxcXClFJIQQxqMob0sIDg4mKChIq0zf1t2AAQM0/27YsCGNGjWiZs2aREVF0aFDB/2DfAyDJbz333+/wH2XLl1i8eLF+ZrMQgghikdRxvCK0n35NDVq1MDZ2ZkLFy7QoUMH3NzcSEpK0qpz//59kpOTCxz3K4jBEt57772Xryw5OZnp06ezcOFCWrRoweeff26AyIQQovx7VheQ//PPP9y8eVPzaElvb29SUlI4fPgwzZo1A2DXrl3k5ubSokULnc5tsIT3sHv37jFnzhxmzZqFp6cnGzZsoFu3boYOSwghyq3cUkp5aWlpXLhwQfP54sWLxMbGapagTZs2jb59++Lm5kZcXBwffvghtWrVws/PD4D69evTpUsXRowYwaJFi8jOzmb06NEMGDBApxmaYOCEl5OTw5IlS5g2bRqWlpbMnz+fwYMHywJ0IYQoYaW1LOHQoUO0b99e8zlv7C8wMJCFCxdy/Phxli9fTkpKCh4eHnTu3Jnp06drdZmuWrWK0aNH06FDB0xMTOjbty/z58/XORaDJbwff/yRSZMmkZKSwsSJExk5ciQWFhaGCkcIIUQJ8PX1feKLAH777bennsPJyYnVq1cXORaDJbwBAwZgZWXFwIEDuXz5Mh999NFj682ZM6eUIxNCiPLvWR3DK0kGS3jt2rV76rID6doUQoiSYYyvBzJYwouKijLUpYUQwugVZR1eWfVMzNIENO/Wc3Z2NnAkQghR/pXWLM1niUEfLZaSksKoUaNwdnbG1dUVV1dXnJ2dGT16NCkpKYYMTQghyjVjfAGswVp4ycnJeHt78++//zJo0CDq168PwOnTp4mIiGDnzp3s27cPR0dHQ4UohBCiHDFYwgsJCcHCwoK4uDhcXV3z7evcuTMhISGEh4cbKEIhhCi/jHHSisG6NDdt2sSsWbPyJTsANzc3Zs6cycaNGw0QmRBClH+5KHpvZZXBWngJCQk8//zzBe5v0KCBzq9+EEIIUThlN23pz2AtPGdnZy5dulTg/osXL+Lk5FR6AQkhhBHJLcJWVhks4fn5+TFx4kSysrLy7cvMzOSTTz6hS5cuBohMCCHKP+nSLEUhISE0b96c2rVrM2rUKOrVq4eiKJw5c4YFCxaQmZnJihUrDBWeEEKIcsZgCa9y5crExMTwzjvvEBwcrHm4qEqlolOnTnz11VdUqVLFUOEJIUS5Vnbbafoz6JNWqlevzrZt27h16xbnz58HoFatWo8du/vnn3/w8PDAxMSga+WFEKJcKMtjcfp6Jh4t5ujoyH/+858n1vHy8iI2NpYaNWqUUlRCCFF+KUbYxnsmEl5hPOl9SkIIIXQjLTwhhBBGoSzPttSXDIgJIYQwCtLCMyJjx71N95c7U7tODTIyMjmw/whTJ8/kwvmLmjrh86fj49saN3cX0tPvauqcP/e3ASMXJclmyGtY+rbFrGpVlKxMsk6cInXBN+TEXynwGKtufjhO+kirTMnMIqG9X4nGWqFPL2wG9cfUyYnsC3HcnjOf7DN/AaCytcV2+FAs/9McUzdXcm6lkPH7H9z55juU9PQSjassMr72XRlKePL286Jr1eY/fPvNSo4eOYGZqSmfTB3Hhp8jaNm8C3fv3gMg9uhJ1q39L1euXMXR0YGPPh7Dhp8jaPy8L7m5xtjrX/5ZvNCY9J82kX3mLJiaYvf2cCrOncn1115Hycgo8LjctDSSBgT8r6CIv0GtuvlRoVsXbo4e+9j9lh3aYz9mJClfhJN96gzW/V+hYvhMkgYGkHsrBdNKFTF1dub2V4u4f+kypm6uOIwfi6lzRW5NnFq04MohY+zSLDMJTyatFN2rvd/Q+vzO2xO4cOkATV5owL4/DgKwfNlazf4r8f8yI2QOe//cSlXPyly6GF+q8YrSkRw0QetzyqdhuP2yCfN6dciKPV7wgQrkJt8qeL+5OXZvDcOq00uobGy4//clUhcsJuvoMb3itBnwKnf/u5V7W38F4PbMOVi2akGF7l1JW/ED9/++xK2JUzT1c/69SuripThO+RhMTSBH/mB7mDH+NAw6hpednY2ZmRknT558at3Tp0/j6elZClEZDzs7WwBu3Up57P4KFax4bcgrXLoYz7//JJRiZMKQVNbWAOSmpj65npUVLht+wHXjWhw//xSz6tW09tuPG4NFg+e5NXk61wOGc29XFBXnzMS08nO6B2VmhnndOmQeOvy/MkUh8+ARzBsU/BB6ExtrctPvSrJ7DKUI/ymrDJrwzM3NqVq1Kjk5OU+tW6VKFUxNTUshKuOgUqkI/Xwi+/cd4szp81r7ho0YxJXEY/ybdIKOndvR++WhZGdnGyhSUapUKuzfH03msRPc//tSgdXux18h5bOZJE+YxK1pn6FSqXBe/CUmlZwBMHV1oUK3riRPmkrWsRPk/HuV9B9+JOv4CSr4d9U5LBMHe1RmpuQ80qLMTb6FaQEPmText8Pm9SHc/e8Wna9nDIzx4dEG79KcOHEiH3/8MStWrNDr7QiZmZlkZmZqlSmKImN+TzErfCr1verQtdOAfPvWrf2Z3bv24ubmwugxw1n2/Xy6dOxHZmb+B32L8sV+3HuY1ajOjbfffWK97JOnyT55WvM5+cRJXH5YjnWvHtxZsgyzmjVQmZniskb7ebgqC3Nybz9oOZq6ulBpVcT/9pmagpkpbjt+0ZSlfb+KtO9X6XwfqgoVcJoVxv2Ll7nzbcRT6wvjYPCE99VXX3HhwgU8PDzw9PTE+v+7U/IcOXLkiceHhoYybdo0rTK1uSNWFvJqoYLMnD0Fvy4v0c1vIFev5n/nYGpqGqmpafwdd5mDB2K5+M9hur/cmZ/WyV/K5Zl90BgsW3tz4533yL1+Q7eDc3LIPnde012psrJCuZ/D9Tfegkd6cJR7DyZI5dy4wfXA4ZpyK992WPq249bUTzVlual3Hvx3ym2U+zmYOjnycF+DiZMjOcnJWudXVbCiYvjnKHfvkhz8Sb7riwfKctekvgye8Hr16lWk44ODgwkKCtIqq+r+QpHOWZ7NnD0F/x6d6NF1EPGX/3lqfZVKhUqlwsLCohSiE4ZiHzQGS5823Bg1lpwEPV68bGKCWc0aZMb8CUD2ufOozEwxdXQg69iJxx+Tk0vOv1f/9/HWLZTMTK0yjfv3yT57DotmTcnY88eDMpUKdfOmpP+0UVNNVaECFefORMnKJvnDiZAlXfEFKctdk/oyeMKbMmXK0ys9gVqtRq1Wa5VJd+bjzQqfxiuv9uC1AW+TdicdF5cH4y2pqXfIyMjEs1oV+vT1Z9fO37l5IxmP59x4P+htMu5lELk9yrDBixJj/8H7WHXqQPKESSh372Li5AhAblo6/P/7Kh0+CSbn+nXuLPoWAJvXA8g+dZr7//yLiY0N1oP6Y+bmyq3/bgUg58o/3P0tEodPgkn9ciHZ585j4uCAunlTsuP+JnPffp3jTFuzDsdJH5H91zmyTz9YlqCytOTulgezNh8kuy9QWaofjCtaV0BlXeHBvaTcBllWoyW3lGa+79mzhy+++ILDhw+TkJDAxo0btRo6iqIwZcoUlixZQkpKCq1bt2bhwoXUrl1bUyc5OZl3332XzZs3Y2JiQt++fZk3bx42NjY6xWLwhAeQkpLC+vXriYuLY/z48Tg5OXHkyBFcXV157jk9ZnSJxxo2YhAAW39drVX+zlsf8sOqDWRmZOLdqjlvjxqKg4Md15Nusu+PA/h17MeN68mPO6UoB6z79ATAecFcrfJbn4Zx75ffgAfjbQ8nDBNbG+w/GoepkxO5d9LIPnuO62+N5v6ly5o6KZ9+ju3QIdi9OxLTSs7kptwm69RpMv6I0SvOjJ27ue1gj+2IoQ8Wnp+P42bQBHJvPZjIYl63NhYNvABwXac97netzwByEq/pdd3yqrQ6NNPT02ncuDFvvPEGffr0ybd/5syZzJ8/n+XLl1O9enU++eQT/Pz8OH36NJaWlgAMGjSIhIQEIiMjyc7O5vXXX+fNN99k9erV+c73JCrFwAvcjh8/TseOHbG3t+fSpUucPXuWGjVqMGnSJOLj4/n+++91PqejTa0SiFSI/E41knc2itLhsW93sZ7vNc/eeh+7+vLGp1d6DJVKpdXCUxQFDw8Pxo0bxwcffADA7du3cXV1JSIiggEDBnDmzBm8vLw4ePAgzZs3B+DXX3+lW7dumtfGFZbBn6UZFBTE0KFDOX/+vCabA3Tr1o09e/YYMDIhhBCPk5mZSWpqqtb26Gz5wrh48SKJiYl07NhRU2Zvb0+LFi2IiXnQExATE4ODg4Mm2QF07NgRExMT/vzzT52uZ/CEd/DgQd5666185c899xyJiXoMngshhHiqoiw8Dw0Nxd7eXmsLDQ3VOYa83/Gurq5a5a6urpp9iYmJuLi4aO03MzPDyclJ5xxh8DE8tVpN6mOe6HDu3DkqVapkgIiEEKL8K8oUnsfNjn908uCzyOAtvJdffpmQkBDNkzxUKhXx8fFMmDCBvn37Gjg6IYQon3JR9N7UajV2dnZamz4Jz83NDYBr17QnFF27dk2zz83NjaSkJK399+/fJzk5WVOnsAye8GbPnk1aWhouLi7cu3cPHx8fatWqha2tLTNmzDB0eEIIUS49C8/SrF69Om5ubuzcuVNTlpqayp9//om3tzcA3t7epKSkcPjw/56jumvXLnJzc2nRooVO1zN4l6a9vT2RkZHs3buX48ePk5aWRtOmTbUGMYUQQhSv0lqVmJaWxoULFzSfL168SGxsLE5OTlStWpX333+fTz/9lNq1a2uWJXh4eGhmctavX58uXbowYsQIFi1aRHZ2NqNHj2bAgAE6zdCEZyDh5WnTpg1t2rQxdBhCCCGK0aFDh2jfvr3mc97YX2BgIBEREXz44Yekp6fz5ptvkpKSQps2bfj111+1Zu2vWrWK0aNH06FDB83C8/nz5+sci8HX4QHs3LmTnTt3kpSUlO8lo999953O55N1eKK0yDo8UVqKex1e76o99D52Y/zmYoyk9Bi8hTdt2jRCQkJo3rw57u7u8lgwIYQoBfLGcwNYtGgRERERDBkyxNChCCGE0TDGJ4saPOFlZWXRqlUrQ4chhBBGxRhfD2TwZQnDhw/X+QGgQgghiqYo6/DKKoO38DIyMvjmm2/YsWMHjRo1wtzcXGv/nDlzDBSZEEKI8sTgCe/48eM0adIEgJMnT2rtkwksQghRMp6BCfqlzuAJb/fu4p1qK4QQ4ulk0ooQQgijYIyTVgye8NLT0wkLCytw4fnff/9toMiEEKL8KsuTT/Rl8IQ3fPhwoqOjGTJkiCw8F0KIUiJjeAawbds2tm7dSuvWrQ0dihBCiHLM4AnP0dERJycnQ4chhBBGxRi7NA2+8Hz69OlMnjyZu3fvGjoUIYQwGs/C+/BKm8FbeLNnzyYuLg5XV1eqVauWb+H5kSNHDBSZEEKUX7kyhlf68l7yJ4QQovQYX7p7BhLelClTDB2CEEIYHRnDE0IIIcopg7TwnJycOHfuHM7Ozjg6Oj5x7V1ycnIpRiaEEMbBGFt4Bkl44eHh2NraAjB37lxDhCCEEEZNFp6XksDAQM2/d+7cia+vLz4+PtSsWdMQ4QghhNExxhaewcfw1Go1YWFh1KlThypVqjB48GC+/fZbzp8/b+jQhBCi3DLGdXgGT3hLlizh3LlzxMfHM3PmTGxsbJg9ezb16tWjcuXKhg5PCCHKJUVR9N7KKoMnvDyOjo5UrFgRR0dHHBwcMDMzo1KlSoYOSwghRDlh8IT38ccf06pVKypWrMhHH31ERkYGH330EYmJiRw9etTQ4QkhRLmUi6L3VlYZfOF5WFgYlSpVYsqUKfTp04c6deoYOiQhhCj3ynLXpL4MnvCOHj1KdHQ0UVFRzJ49GwsLC3x8fPD19cXX11cSoBBClICy3FLTl0p5xtL8sWPHCA8PZ9WqVeTm5pKTk6PzORxtapVAZELkd6pRFUOHIIyEx77dxXq+Rm7eeh97PDGmGCMpPQYfw1MUhSNHjjBnzhxefvll2rdvz8qVK2nYsCFjxowxdHhCCFEu5SqK3psupk6dikql0trq1aun2Z+RkcGoUaOoWLEiNjY29O3bl2vXrhX37QLPQJemk5MTaWlpNG7cGB8fH0aMGEHbtm1xcHAwdGhCCCGKwfPPP8+OHTs0n83M/pd6xo4dy9atW1m3bh329vaMHj2aPn368McffxR7HAZPeCtXrqRt27bY2dkZOhQhhDAapbmA3MzMDDc3t3zlt2/fZunSpaxevZqXXnoJgGXLllG/fn32799Py5YtizUOg3dp+vv7S7ITQohSVpQuzczMTFJTU7W2zMzMAq91/vx5PDw8qFGjBoMGDSI+Ph6Aw4cPk52dTceOHTV169WrR9WqVYmJKf5xQoMnPCGEEKWvKI8WCw0Nxd7eXmsLDQ197HVatGhBREQEv/76KwsXLuTixYu0bduWO3fukJiYiIWFRb4hLFdXVxITE4v9ng3epSmEEKL06Tr55GHBwcEEBQVplanV6sfW7dq1q+bfjRo1okWLFnh6evLjjz9iZWWldwz6kBaeEEIInajVauzs7LS2ghLeoxwcHKhTpw4XLlzAzc2NrKwsUlJStOpcu3btsWN+RSUJTwghjJCh3paQlpZGXFwc7u7uNGvWDHNzc3bu3KnZf/bsWeLj4/H21n+dYEGkS1MIIYxQUbo0dfHBBx/Qo0cPPD09uXr1KlOmTMHU1JSBAwdib2/PsGHDCAoKwsnJCTs7O9599128vb2LfYYmSMITQgijVFrLEv755x8GDhzIzZs3qVSpEm3atGH//v2at+GEh4djYmJC3759yczMxM/PjwULFpRILM/co8WKgzxaTJQWebSYKC3F/Wix6hUb633sxZvHijGS0iMtPCGEMELG+PBombQihBDCKEgLTwghjFA5HM16Kkl4QghhhIyxS1MSnhBCGCFp4QkhhDAKpbUO71kiCU8IIYxQab4e6FkhszSFEEIYBWnhCSGEEZIxPCGEEEZBZmkKIYQwCtLCE0IIYRRklqYQQgijYIwtPJmlKYQQwihIC08IIYyQTFoRQghhFIyxS1MSnhBCGCGZtCKEEMIoGOOjxSThCSGEETLGFp7M0hRCCGEUpIUnhBBGSCatCCGEMAoyhieEEMIoSAtPCCGEUZCEJ4QQwigYX7qTWZpCCCGMhEoxxnatyCczM5PQ0FCCg4NRq9WGDkeUY/JdE4YiCU8AkJqair29Pbdv38bOzs7Q4YhyTL5rwlCkS1MIIYRRkIQnhBDCKEjCE0IIYRQk4QkA1Go1U6ZMkUkEosTJd00YikxaEUIIYRSkhSeEEMIoSMITQghhFCThCSGEMAqS8AwsIiICBwcHQ4chjJB894SxkYRnYP379+fcuXOGDuOpoqKiUKlUBW7t27cH4NKlSwXW2b9/P/DgF21emYmJCe7u7vTv35/4+Ph81z116hT9+vWjUqVKqNVq6tSpw+TJk7l7926p3n95VFa+e3muXLnCG2+8gYeHBxYWFnh6evLee+9x8+ZNrXq+vr6oVCrWrFmjVT537lyqVaum+fzw9/DhzdLSsjRuRxiAJDwDs7KywsXFxdBhkJWV9cT9rVq1IiEhId+2ePFiVCoV77zzjlb9HTt25KvbrFkzzX47OzsSEhL4999/+emnnzh79iyvvvqq1jn2799PixYtyMrKYuvWrZw7d44ZM2YQERFBp06dnhqzeLKy8t0D+Pvvv2nevDnnz5/nhx9+4MKFCyxatIidO3fi7e1NcnKyVn1LS0smTZpEdnb2E8+b9z18eLt8+XKR7kc8wxRR7DZv3qzY29sr9+/fVxRFUY4ePaoAyoQJEzR1hg0bpgwaNEhZtmyZYm9vrymfMmWK0rhxY+X7779XPD09FTs7O6V///5Kamqqpo6Pj4/y7rvvKuPHj1ccHR0VV1dXZcqUKVox3Lp1Sxk2bJji7Oys2NraKu3bt1diY2PzXWfJkiVKtWrVFJVKpfN9nj59WrG1tVUmTpyoKbt48aICKEePHi3wuEfvWVEUZf78+Qqg3L59W1EURcnNzVW8vLyU5s2bKzk5OVp1Y2NjFZVKpYSFhekcc3lXXr97Xbp0USpXrqzcvXtXqzwhIUGpUKGC8vbbb2vF+PrrrysVK1ZUvv76a015eHi44unpqfn8uO+hKN+khVcC2rZty507dzh69CgA0dHRODs7ExUVpakTHR2Nr6/vY4+Pi4tj06ZNbNmyhS1bthAdHU1YWJhWneXLl2Ntbc2ff/7JzJkzCQkJITIyUrP/1VdfJSkpiW3btnH48GGaNm1Khw4dtP4SvnDhAj/99BMbNmwgNjZWp3tMSUmhZ8+e+Pr6Mn36dJ2OfVRSUhIbN27E1NQUU1NTAGJjYzl9+jRBQUGYmGh/TRs3bkzHjh354YcfinTd8qg8fveSk5P57bffeOedd7CystLa5+bmxqBBg1i7dq3WC03t7OyYOHEiISEhpKenP/H8wnhIwisB9vb2NGnSRPNLJioqirFjx3L06FHS0tL4999/uXDhAj4+Po89Pjc3l4iICBo0aEDbtm0ZMmQIO3fu1KrTqFEjpkyZQu3atQkICKB58+aaOnv37uXAgQOsW7eO5s2bU7t2bWbNmoWDgwPr16/XnCMrK4vvv/+eF154gUaNGhX6/nJzc3nttdcwMzNj1apVqFSqfHVatWqFjY2N1vaw27dvY2Njg7W1Na6uruzevZtRo0ZhbW0NoBlbql+//mNjqF+/fpkafyot5fG7d/78eRRFeeJ34datW1y/fl2r/J133sHS0pI5c+YUeO687+HDW9euXZ8Yjyi75I3nJcTHx4eoqCjGjRvH77//TmhoKD/++CN79+4lOTkZDw8PateuzR9//JHv2GrVqmFra6v57O7uTlJSkladR39JPFzn2LFjpKWlUbFiRa069+7dIy4uTvPZ09OTSpUq6XxvH3/8MTExMRw4cEArzoetXbu2wF9QALa2thw5coTs7Gy2bdvGqlWrmDFjRr56ijwISGfl9bun63dBrVYTEhLCu+++y8iRIx9bJ+97+LBHW5Gi/JCEV0J8fX357rvvOHbsGObm5tSrVw9fX1+ioqK4detWgX9hA5ibm2t9VqlU5ObmFrpOWloa7u7uWt1YeR6ehp7XmtLFmjVrmDVrFlu3bqV27doF1qtSpQq1atUqcL+JiYlmf/369YmLi2PkyJGsWLECgDp16gBw5swZXnjhhXzHnzlzRlNHaCtv371atWqhUqk4c+YMvXv3zrf/zJkzODo6PjaBDh48mFmzZvHpp59qzdDM8/D3UJR/0qVZQvLGUsLDwzW/YPJ+6URFRRU4hlIcmjZtSmJiImZmZtSqVUtrc3Z21vu8sbGxDBs2jLCwMPz8/IoxYvjoo49Yu3at5q/tJk2aUK9ePcLDw/P9wj127Bg7duxg4MCBxRpDeVHevnsVK1akU6dOLFiwgHv37mntS0xMZNWqVfTv3/+xXesmJiaEhoaycOFCLl26pNf1RfkhCa+EODo60qhRI1atWqX5BdOuXTuOHDnCuXPnnvhXdlF17NgRb29vevXqxfbt27l06RL79u1j4sSJHDp0SK9z3rhxg169euHr68vgwYNJTEzU2h4dP7l582a+OhkZGQWev0qVKvTu3ZvJkycDD1oNS5cu5fTp0/Tt25cDBw4QHx/PunXr6NGjB97e3rz//vt63Ut5V96+ewBfffUVmZmZ+Pn5sWfPHq5cucKvv/5Kp06deO655x7bHZ7H39+fFi1asHjx4nz7FEXJ9z1NTEzM90eWKB8k4ZUgHx8fcnJyNL90nJyc8PLyws3Njbp165bYdVUqFb/88gvt2rXj9ddfp06dOgwYMIDLly/j6uqq1zm3bt3K5cuX+eWXX3B3d8+3vfjii1r1O3bsmK/Opk2bnniNsWPHsnXrVg4cOAA8mPiyf/9+TE1N6dq1K7Vq1SI4OJjAwEAiIyPl9TJPUJ6+ewC1a9fm0KFD1KhRg379+lGzZk3efPNN2rdvT0xMDE5OTk88/vPPP3/sH1ypqamP/T4/Om4pygd5PZAQQgijIC08IYQQRkESngAgPj4+33qkh7fHPedSiOIg3z1RWqRLUwBw//79J85iq1atGmZmsopFFD/57onSIglPCCGEUZAuTSGEEEZBEp4QQgijIAlPCCGEUZCEJ4QQwihIwhPlxtChQ+nVq5fms6+vr0EePxYVFYVKpSIlJaVEr6NSqZ769BohxP9IwhMlaujQoahUKlQqFRYWFtSqVYuQkBDu379f4tfesGFDoV9OW1pJKisrC2dn53wvVc0zffp0XF1dyc7OLtE4hDBGkvBEievSpQsJCQmcP3+ecePGMXXqVL744ovH1s3Kyiq26zo5ORX4vj5DsbCwYPDgwSxbtizfPkVRiIiIICAgIN8reIQQRScJT5Q4tVqNm5sbnp6ejBw5ko4dO/Lf//4X+F835IwZM/Dw8NA82PjKlSv069cPBwcHnJyc6Nmzp9bi5JycHIKCgnBwcKBixYp8+OGH+V4Q+miXZmZmJhMmTKBKlSqo1Wpq1arF0qVLuXTpEu3btwcevGlApVIxdOhQ4MEbwENDQ6levTpWVlY0btxY683dAL/88gt16tTBysqK9u3bP/U1NMOGDePcuXPs3btXqzw6Opq///6bYcOGcfDgQTp16oSzszP29vb4+Pjke1Hpwx7XQo2NjUWlUmnFs3fvXtq2bYuVlRVVqlRhzJgxpKena/YvWLCA2rVrY2lpiaurK6+88soT70WIskQSnih1VlZWWi25nTt3cvbsWSIjI9myZQvZ2dn4+flha2vL77//zh9//IGNjQ1dunTRHDd79mwiIiL47rvvNG/y3rhx4xOvGxAQwA8//MD8+fM5c+YMixcvxsbGhipVqvDTTz8BcPbsWRISEpg3bx4AoaGhfP/99yxatIhTp04xduxYBg8eTHR0NPAgMffp04cePXoQGxvL8OHD+eijj54YR8OGDXnxxRf57rvvtMqXLVtGq1atqFevHnfu3CEwMJC9e/eyf/9+ateuTbdu3bhz545uP+yHxMXF0aVLF/r27cvx48dZu3Yte/fuZfTo0QAcOnSIMWPGEBISwtmzZ/n1119p166d3tcT4pmjCFGCAgMDlZ49eyqKoii5ublKZGSkolarlQ8++ECz39XVVcnMzNQcs2LFCqVu3bpKbm6upiwzM1OxsrJSfvvtN0VRFMXd3V2ZOXOmZn92drZSuXJlzbUURVF8fHyU9957T1EURTl79qwCKJGRkY+Nc/fu3Qqg3Lp1S1OWkZGhVKhQQdm3b59W3WHDhikDBw5UFEVRgoODFS8vL639EyZMyHeuRy1atEixsbFR7ty5oyiKoqSmpioVKlRQvv3228fWz8nJUWxtbZXNmzdrygBl48aNBcZ/9OhRBVAuXryoifvNN9/UOu/vv/+umJiYKPfu3VN++uknxc7OTklNTS0wbiHKMmnhiRK3ZcsWbGxssLS0pGvXrvTv35+pU6dq9jds2BALCwvN52PHjnHhwgVsbW01DxB2cnIiIyODuLg4bt++TUJCAi1atNAcY2ZmRvPmzQuMITY2FlNTU51efnrhwgXu3r1Lp06dtB5m/P333xMXFwfAmTNntOIA8Pb2fuq5Bw4cSE5ODj/++CMAa9euxcTEhP79+wNw7do1RowYQe3atbG3t8fOzo60tLQiPUj52LFjREREaN2Ln58fubm5XLx4kU6dOuHp6UmNGjUYMmQIq1at4u7du3pfT4hnjTyRVZS49u3bs3DhQiwsLPDw8Mj3IGBra2utz2lpaTRr1oxVq1blO1elSpX0isHKykrnY9LS0oAHL7997rnntPYV9eWzdnZ2vPLKKyxbtow33niDZcuW0a9fP2xsbAAIDAzk5s2bzJs3D09PT9RqNd7e3gVO6jExefC3q/LQOOajMz3T0tJ46623GDNmTL7jq1atioWFBUeOHCEqKort27czefJkpk6dysGDB3FwcCjS/QrxLJCEJ0qctbU1tWrVKnT9pk2bsnbtWlxcXLCzs3tsHXd3d/7880/NGNP9+/c5fPgwTZs2fWz9hg0bkpubS3R0NB07dsy3P6+FmZOToynz8vJCrVYTHx9fYMuwfv36mgk4efbv3//0m+TB5BVfX1+2bNnCvn37tGau/vHHHyxYsIBu3boBD8YKb9y4UeC58v4QSEhIwNHREXjQqn1Y06ZNOX369BP/tzAzM6Njx4507NiRKVOm4ODgwK5du+jTp0+h7kmIZ5l0aYpnzqBBg3B2dqZnz578/vvvXLx4kaioKMaMGcM///wDwHvvvUdYWBibNm3ir7/+4p133nniGrpq1aoRGBjIG2+8waZNmzTnzOtS9PT0RKVSsWXLFq5fv05aWhq2trZ88MEHjB07luXLlxMXF8eRI0f48ssvWb58OQBvv/0258+fZ/z48Zw9e5bVq1cTERFRqPts164dtWrVIiAggHr16tGqVSvNvtq1a7NixQrOnDnDn3/+yaBBg57YSq1VqxZVqlRh6tSpnD9/nq1btzJ79mytOhMmTGDfvn2MHj2a2NhYzp8/z88//6yZtLJlyxbmz59PbGwsly9f5vvvvyc3N1czc1aIMs/Qg4iifHt40oou+xMSEpSAgADF2dlZUavVSo0aNZQRI0Yot2/fVhTlwSSV9957T7Gzs1McHByUoKAgJSAgoMBJK4qiKPfu3VPGjh2ruLu7KxYWFkqtWrWU7777TrM/JCREcXNzU1QqlRIYGKgoyoOJNnPnzlXq1q2rmJubK5UqVVL8/PyU6OhozXGbN29WatWqpajVaqVt27bKd99999RJK3k+++wzBdCagKMoinLkyBGlefPmiqWlpVK7dm1l3bp1iqenpxIeHq6pw0OTVhRFUfbu3as0bNhQsbS0VNq2bausW7dOa9KKoijKgQMHlE6dOik2NjaKtbW10qhRI2XGjBmKojyYwOLj46M4OjoqVlZWSqNGjZS1a9c+9R6EKCvkfXhCCCGMgnRpCiGEMAqS8IQQQhgFSXhCCCGMgiQ8IYQQRkESnhBCCKMgCU8IIYRRkIQnhBDCKEjCE0IIYRQk4QkhhDAKkvCEEEIYBUl4QgghjML/AbisxR7ysCk3AAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.95      0.99      0.97       423\n",
            "           1       0.98      0.91      0.94       270\n",
            "\n",
            "    accuracy                           0.96       693\n",
            "   macro avg       0.96      0.95      0.96       693\n",
            "weighted avg       0.96      0.96      0.96       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 117s 2s/step - loss: 0.1354 - accuracy: 0.9521 - val_loss: 0.0152 - val_accuracy: 0.9948\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0171 - accuracy: 0.9946 - val_loss: 0.0012 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0136 - accuracy: 0.9941 - val_loss: 0.0015 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0231 - accuracy: 0.9925 - val_loss: 0.0052 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0111 - accuracy: 0.9978 - val_loss: 0.0028 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0263 - accuracy: 0.9892 - val_loss: 4.3864e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0114 - accuracy: 0.9968 - val_loss: 4.6127e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 105s 2s/step - loss: 0.0038 - accuracy: 0.9989 - val_loss: 4.0759e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 107s 2s/step - loss: 0.0029 - accuracy: 0.9995 - val_loss: 0.0012 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 107s 2s/step - loss: 0.0037 - accuracy: 0.9989 - val_loss: 2.5833e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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c7I47iL37D8PX2wNL50fjn888IcJd11CZAORlAj/9GyhIEbsaIqKG7bEXgBe+EO3t61UASktLg5eXl9ExLy8v5OXloaioCNnZ2dDpdFWec/Hixfted/HixfjPf/5jcl2CIKBIqzP59aZS2crMOnNp5syZ+PDDD9G0aVO4uLggJSUFvXv3xrvvvguFQoH1a9ei3z/74dJvO9DEtxGAiveW3PMc+M+yT/H+nKn4YM40rPzqG4yYPBtJR36Eq4vabLXWGokEkCkAm/rTukdEVC/JbEV9+3oVgGrLrFmzEB0dbfg6Ly8Pfn5+1X59kVaH1vP2PvxEMzu/MBJ2ZuyqWbhwIZ5++mnD166urggJCSn/oiQfb08Zjp3bt+C7//2GyVOjAXsPQCYH1L6AT6jhdWNenIDhr5a3wi0K7YUVX2zG0ZQiPNvGwluBiosBjRKYeAioR92bRERUc/UqAHl7eyM9Pd3oWHp6OpycnKBSqSCTySCTyao8594uoL9TKBRQKBS1UnN9EhYWZvR1QUEBFsyfj90/fIebaWkoK9OhqLgEybdLAAfP+16nXbt2huf29vZwcnKy+kHoREQ1VdG7kF2oRbamFNmFpSgoLoOD0gYudnK42MvhYmdr9t4Aa1GvAlCXLl3w448/Gh2LjY1Fly5dAAByuRwdO3ZEXFycYTC1Xq9HXFwcJk+eXGt1qWxlOL8wstau/6D3NSd7e3ujr1+Pno7Y2L34cM5UNAvwg8rZCy+8OBWlugePm7e1NW7WlEgk0Ov1Zq2ViKg+EQQB+SVld4KMFtmFpYbnOYWluK0pRU6hFrfvBJ2cQi1uF5aitOzh/3bKbaRwtZPD2c4WLnZyuNrffV4Rku597mwnh5PSxupDk6gBqKCgAJcvXzZ8ffXqVZw+fRqurq5o0qQJZs2ahdTUVKxfvx4A8MorryAmJgYzZszAuHHj8PPPP2Pr1q3YvXu34RrR0dGIiopCWFgYOnfujOXLl0Oj0WDs2LG1dh8SicSsXVEWoSgHhw7sx5gX+mJg7whA7YcCvRzXrl0TuzIiIlHp9AJyi4xDzP0CTXbh3UBTpjdt0rWtTAJnOzlc7eRwUNqgoLjMcF2tTkBpmR5pecVIyyuu9jVtpBI43wlD94an+wUmV3s51CpbyKQNJzSJ+ql9/PhxPPnkk4avK8bhREVFYe3atbh58yaSk5MN3w8MDMTu3bsxffp0fPTRR2jcuDE+//xzREbebX0ZOnQoMjMzMW/ePKSlpSE0NBR79uypNDCa7kOvL5/hVZiF5oF+2LFnP/oNHQNJRgrmzp3LlhwialBKy/TIKawcYioFmsK7gSa3SAtTF5BR2crKA4a9HC53gkd5i0152Lj3eUUIsZdX3cUlCAI0pTpD99i94avKIHbneJFWhzK9gKyCUmQVlFa7dokEcFLaGrcwVdRqf/d5RWCqeC63scxNJ0QNQD179sSDliGqapXnnj174tSpUw+87uTJk2u1y6vB0hYBWTeBsvL/i1j23iKMm/YWuvboCXd3d7z55psNcokAImq48ou1+C0+CyeSsnFbU4LbfwsGBSWmr2fm+LexOPcGAuc7x8pbV+RwsS//vtKMQxckEgkcFDZwUNjAz7X6G3QXa3V3AtHdcJddqEWOxjjo3RsG84vLIAhAbpEWuUU12zDaQWFTKei52MkR6ueMAe19a3rbZmMxCyFakoa4EOIDCQJQeAvITQWgB6Q2gLM/oHzwIlINTYP83RJZoZTbhYi7kI59FzJw5OotaB8yblEqAZztataq4WxnC1uZZbZs1AatTo+cqlqYKgLTPa1QFeEpt0iLB/X6/TPEByuGtzdrnQ12IUSqBfoyICcFKM4p/1ruCLj4i74+AxFRden1Ak5fzykPPeczcCk93+j7Td3t0aOFBxq7qO62QNwTbpyUtpA2oLEttcFWJoWHowIejtWfMa3XC8gr1t63S66lt2MtVvxwDEDWrFQDZF8DdKUAJIBTI8Des7yjl4jIghWWluFAQhb2nU/HL5cyjMayyKQShPm7IKKVF3q18kRTDwcRK7VeUqnkTmuZXOxSqsQAZI0EAShIB/Jvln8tkwMuAYDc/oEvIyIS083cIsRdyMC+C+n4/cotoynijgobPNHSAxGtvNCzpYfFfuiS5WAAsja6UiA7CSgtKP9a6QI4+wFS864pRET0qARBwLnUPOy7kI59F9Lx1w3jSRh+ripEtPJCRCsvdApwtdjZRmSZGICsSXEukJNcPu5HIgXUjQGVK7u8iMhiFGt1+P1KFvZdyEDchXSk593dqFoiAdr7OSOidXnoae7pYPWL+ZHpGICsgaAH8m4Amszyr21U5V1etpzpRETiy8gvxi8XMxB7PgOHLmcZbS5tJ5ehR3MP9GrliSeDPeHuwG2LyDwYgBo6bXH5QOeyovKv7T0ARx9AyqZisizXswvx5vY/cVujxVdjOsFbzYDeUAmCgItp+Yi7kI7YCxk4k5Jj9P1GaqVhAPM/mrqZde0cogoMQA1Z4S0g93p5C5BEVj69XakWuyqiSuIupCN66xnDAmsvbTiOrS934QdfA1JSpsORxNuG9XlSc4qMvh/SWI1ed0JP60ZO7NqiWscA1BDpdUBuClCUXf613OHO2j6cFUGWRavT48O9l7Dmt0QAQLvGaqTcLsSf13PxxrY/sWJYKD8I67HbmlL8cjEDcRfT8eulTGhK73ZtKWykeLy5O3q18sJTwZ7wcmKLH9UtBqCGxmhtHwCOjQAHL7MMdO7ZsydCQ0OxfPlyAEBAQACmTZuGadOm3fc1EokEO3fuxIABAx7pvc11HbIcN3OLMPnrUziRVB7Ux3QNwFu9W+FEUjZGfXEE35+5gZZeDpj8VHORK6XqEgQBVzILsO9CBvadT8fJ5GyjlYA9HBWIaOWJXsFe6NbMHSo5W/hIPAxADYUgAJoMIO8mAKG8tcfZH1CULwDWr18/aLVa7Nmzp9JLDxw4gB49euDMmTNo165dtd/y2LFjsLc379pBCxYswK5du3D69Gmj4zdv3oSLi4tZ34vEs/9SBqZvOY3sQi0cFTZ4/4V2eK5tIwBAlyA3LOz/GN7aeRYf/i8ezTwd8exj3iJXTPej1elx7Nptw/o8SbcKjb7fqpETnm7liV6tvNDWV80Vl8liMAA1BDotkJMElNxZ/l2pBpyblO/pdceLL76IQYMG4fr162jcuLHRy7/66iuEhYXVKPwAgIeHxyOXXl3e3vwAbAjKdHr83754rPrlCgDgMV8nrPpXB/i7GQfpf4U3QXx6Ptb+fg3Tt5yGn2sXtPHh+DVLkVuoxf74DMRdyMD+SxnIK767oahcJkWXIDdEtPLEU6284OusErFSovvjVKD6rjgPyLx4J/xIALUf4BJoFH4AoG/fvvDw8MDatWuNjhcUFODbb7/FgAEDMHz4cPj6+sLOzg5t27bF5s2bH/jWAQEBhu4wAEhISECPHj2gVCrRunVrxMbGVnrNm2++iRYtWsDOzg5NmzbF3LlzodWWD3xdu3Yt/vOf/+DMmTOQSCSQSCSGeiUSCXbt2mW4ztmzZ/HUU09BpVLBzc0NL730EgoKCgzfHzNmDAYMGIAPP/wQjRo1gpubGyZNmmR4L6p76XnFGPH5EUP4GfUPf2x7pWul8FNhTp9W6N7MHUVaHSasO47M/JIqz6O6cS1Lg88PJGL4p3+gwzuxmPrNaXx35gbyisvgai/HCx0b45ORHXBy3tNYN64zRnUJYPghi8YWIHMQBEBb+PDzzPqe+vKFDQ1r+yjvrO1T9T84NjY2GD16NNauXYvZs2cbBpZ+++230Ol0GDlyJL799lu8+eabcHJywu7duzFq1CgEBQWhc+fODy1Hr9fj+eefh5eXF44cOYLc3NwqxwY5Ojpi7dq18PHxwdmzZzFhwgQ4OjpixowZGDp0KM6dO4c9e/Zg3759AAC1uvL/9Ws0GkRGRqJLly44duwYMjIyMH78eEyePNko4P3yyy9o1KgRfvnlF1y+fBlDhw5FaGgoJkyY8ND7IfM6dDkLU785hayCUtjLZXhvUDv0C/F54GtsZFKs+lcHDPj4EK5mafDKxhP4ekI4FDYcN1JXUnOKsP7wNew7n44rmRqj7zX3dLizIKEnQv1cIGPXFtUzDEDmoC0EFj34H/NaMfan8sBj5wY4+T50O4tx48bhgw8+wK+//oqePXsCKO/+GjRoEPz9/fH6668bzp0yZQr27t2LrVu3VisA7du3DxcvXsTevXvh41P+s1i0aBGee+45o/PmzJljeB4QEIDXX38d33zzDWbMmAGVSgUHBwfY2Ng8sMvr66+/RnFxMdavX28YgxQTE4N+/fphyZIl8PLyAgC4uLggJiYGMpkMwcHB6NOnD+Li4hiA6pBOL2BFXAJW/JwAQQCCvR3x8YgO1d6cUm1ni8+jwjBg1SGcSMrG7J3n8MEL7TgzrA4k3yrE4DW/G1ZitpFK0DnQ1bD1RBM3O5ErJHo0DED1mURW3uqjqt7g4ODgYHTt2hVffvklevbsicuXL+PAgQNYuHAhdDodFi1ahK1btyI1NRWlpaUoKSmBnV31/pG7cOEC/Pz8DOEHALp06VLpvC1btmDFihW4cuUKCgoKUFZWBicnp2q9x73vFRISYjQAu1u3btDr9bh06ZIhALVp0wYy2d1Q2KhRI5w9e7ZG70Wmy8wvwbQtp3Do8i0AwLBOfljwzzY1XtsnyMMBq/7VAWO+OoptJ66jpZcjJvRoWhsl0x1pucUY8cUfSM8rQTNPB0zt1Rw9WnhArbIVuzQis2EAMgdbO+CtG7X7HnodkJ8KFN5Z28fWHvBoWePtLF588UVMmTIFq1atwldffYWgoCA88cQTWLJkCT766CMsX74cbdu2hb29PaZNm4bS0lKz3cLhw4cxYsQI/Oc//0FkZCTUajW++eYbLF261GzvcS9bW+N/rCUSCfR6/X3OJnM6fOUWXvvmFDLzS6CylWHR849hYPvGD3/hffRo4YG5fVvjP9+fx6KfLqCZpwOeDPY0Y8VU4VZBCUZ8/gdSbhfB380OX48PhyfX6KEGiAHIHCQSQG7e6eBGtIVA3nWgrKS8y8vBq3x9HxO6AYYMGYKpU6fi66+/xvr16zFx4kRIJBIcOnQI/fv3x8iRIwGUj+mJj49H69atq3XdVq1aISUlBTdv3kSjRuXTmf/44w+jc37//Xf4+/tj9uzZhmNJSUlG58jlcuh0OjxIq1atsHbtWmg0GkMr0KFDhyCVStGyZctq1Uu1Q68X8PH+y1gWGw+9UD5O5OMRHdDcy/GRrz2mawAupeXjm2MpmLL5FHa+2tUs16W7cou0GP3lUVzJ1KCRWomNLzL8UMPFWWCWTBCAgkwgM748/EhtAbdmgJOPyQsbOjg4YOjQoZg1axZu3ryJMWPGAACaN2+O2NhY/P7777hw4QJefvllpKenV/u6ERERaNGiBaKionDmzBkcOHDAKOhUvEdycjK++eYbXLlyBStWrMDOnTuNzgkICMDVq1dx+vRpZGVloaSk8syfESNGQKlUIioqCufOncMvv/yCKVOmYNSoUYbuL6p7twpKMGbtMXz4v/LwM6hDY/x3cjezhRSJRIKF/R9D5wBXFJSU4cV1x5GtMV8LpbUrLC3DuLXH8NeNPLg7yLFxfDj8XDnOhxouBiBLpSsDbl8tb/mBACicAI9gQPHoHyYvvvgisrOzERkZaRizM2fOHHTo0AGRkZHo2bMnvL29a7TqslQqxc6dO1FUVITOnTtj/PjxePfdd43O+ec//4np06dj8uTJCA0Nxe+//465c+canTNo0CA8++yzePLJJ+Hh4VHlVHw7Ozvs3bsXt2/fRqdOnfDCCy+gV69eiImJqfkPg8zi2LXb6LPiIH6Lz4TCRor3X2iHpUNCYCc3byOz3EaK1SM7oLGLCsm3CzFx0wlodezWfFTFWh1eWn8CJ5Ky4aS0wfpx4Qiq5kB1ovpKIgiC8PDTrEteXh7UajVyc3MrDdAtLi7G1atXERgYCKWylpqGS/KB7CRArwUgKW/xsfcwy3YWdH918rttYPR6AZ8eSMQHey9BpxfQ1MMeH4/ogGDvmg1sr6mLaXkY9PHv0JTqMCK8Cd4d2LZW368h0+r0eHXTScSeT4edXIaN48PRoQlXXaf66UGf33/HFiBLIgjlW1nculwefmQKwL0F4ODJ8EMWJ1tTivHrj+O9ny5CpxfQP9QH303uXuvhBwCCvZ2wfFh7SCTApiPJ2HD4Wq2/Z0Ok1wt4/dsziD2fDrmNFJ+PDmP4IavBAGQpykqBWwlAQVr51yrX8llecvbBk+U5mZyNvisP4ueLGZDbSLFoYFssHxoKB0Xdzat4urUXZkQGAwAWfH8ehy5n1dl7NwSCIGDOf8/hv6dvwEYqwcf/6oCuzdzFLouozjAAWYKinPLtLEo1gERavompi/9DFzYkqmuCIODzA4kY8slhpOYUIcDNDjtf7Yp/hTcRZXHCV55oioHtfaHTC3h100lczdI8/EUEQRCw+KeL+PpIMiQSYNnQUES05gQCsi4MQGLS64GcFCD7KiDoytcT8ggG7FzFroyoktxCLV7ecALv7L6AMr2APm0b4fsp3UXdpFQikWDx820R6ueM3CItXlx3DLlF3O/tYVb+fBmf/pYIAHjv+bb450O2JSFqiBiATPTIY8e1RUDWJaDwTrO9vSfg3hywUTx6cWQSzge4vz+v56DPygP43/l0yGVSLOzfBjH/ag9HpfgrAyttZfh0dEc0UiuRmKnBlM2nUMaZYff1xcGrWBYbDwCY27c1hnZqInJFROJgAKqhitWFCwtN3PxUEABN1p21fYrLd213DQLUvuXdXySait/p31eQtmaCIGDd79fwwurDuJ5dBD9XFbZN7ILRXQIsaj8uT0clPhsdBqWtFL/FZ2LxTxfFLskibTmWjLd/OA8AmB7RAi92DxS5IiLxcCXoGpLJZHB2dkZGRgaA8jVpqv1BoC8D8tKA0rzyr23tAUcfALZAcXHtFEwPJQgCCgsLkZGRAWdnZ6P9w6xZXrEWs7afxe6zNwEAz7T2wgeDQyx2P6jHfNVYOjgUk74+iS8OXkULLwe2btzj+zM3MHNH+V54Ex4PxGu9molcEZG4GIBMULFTeUUIqrbiHKA4D4AEUKoBhQ7IuW72+uqCVqeHXi9AKpVAKpFAKoFFtQiYwtnZ+YG70FuTv27kYtKmk7h2qxA2Uglm9W6Fcd0sq9WnKn3aNUJCRnMs35eAObvOIdDdAZ0DOabu54vpmL7lNAQBGN65Cd7q3crif5dEtY0LIVahugsp6XQ6aLU1GHCpLQb2zgHCxgDejz16oSJJuqXBuHXHgL/9ybGT28BRaQO1ytbw37vP5XBS2cJJaQOnO8edlDZQ2sos4h9iW1tbtvygvDXs66PJ+M/351Fapoevswor/9W+Xq0No9cLmLL5FHafvQlXezn+O6mbVW/p8PuVLIz56hhKy/ToH+qDZUNCIZOK/3eOqDbUZCFEtgA9AplMVrMPTaUSeKH+b9dw+kYGUvN0UNnKoJLLkFNYCr0AADoAlffuehCFjRQudnI429nC1V5u9NzZTg4XO1u43Dle8dxRYWMRoamhKSgpw1s7zuK7MzcAAL2CPbF0SAic7eQiV1YzUqkEHw4OQdJtDc6l5mHC+uPYNrFrna5RZClOJmdj/LrjKC3TI6KVFz4cHMLwQ3SH9f2LQI8sPr0AQHlT+rx+raHXC8gr1iK7UIvswlJka0qRXahFTmEpsgtLcVtz93m2pvycnEItSnV6lJTpkZZXjLS86o+BspFK4GxnC2c7OVzvBCYXO/mdoGT83NlODld7OdQqW/7D/wAX0/Lw6saTSMzSQCaVYEZkS0x4vCmk9fRnppLL8NnoMPwz5hAupuVj2jen8emojvX2fkxx4WYexnx5FIWlOnRr5oaYf7WHrYwTLYgqMABRjcWn5wMAWniVb5YolUrgbFfeYhMI+2pdQxAEaEp1yNaUh6HbhaXlIUlTituG8KS9E6bunKMpRZFWhzK9gKyCUmQVVH8ncIkEcFJWtCzdCUl3WpUC3O3R0d8FLbwcrS4kCYKAb49fx9z/nkNJmR7eTkrE/Ks9wgLq/7iZRmoVPh3VEUM//QP7LqTjw/9dwoxng8Uuq04kZhZg1BdHkFdchg5NnPHpqDAobdnFS3QvBiCqsYQ7LUDNvUzfmV4ikcBBYQMHhQ38avBZW6zVIedvLU1/b3W6XXjPc00p8ovLIAhAbpH2gYvkOShs0L6JMzo0cUFHfxeENnGGkwWsc1NbCkvLMGfXOew4mQoA6NHCA/83JARuDg1nLar2TVywZFBbTN9yBh/vv4IWXo4Y0N5X7LJq1fXsQoz8/AiyCkrRupETvhrbGfZW2P1H9DD8W0E1klukNXRXNb/TAlSXlLYyeKtl8FZXf7f2Mp0eOUVao8CUc6dr7ramBBfT8nEqOQcFJWU4kJCFAwnli1NKJEBLL0d08HdBxzuhyN+tBsseWLCE9Hy8uukkEjIKIJUA/36mJSY+EdQgu4gGtm+M+PQCrN5/BTO2/wl/Nzu0r0eDumsiI68YIz8/ghu5xQjysMeGFztb7LIFRGJjAKIauZxR3v3VSK2sN60jNjIp3B0UcH9Ay4ZOLyA+PR8nkrJxMikbJ5KzkXSrEBfT8nExLR9fH0kGALjZy8sD0Z1HW191veta2HHyOmbvPIcirQ4ejgqsGNYeXYLcxC6rVr3xTEskpOdj34UMvLThBL6b3A2N1CqxyzKrbE0pRn1xFNduFaKxiwobx4c3qNY8InPjNPgq1GQanbXZfDQZs3acRY8WHlg/rrPY5dSqzPwSnEy+E4iSsvFnai5Ky4y3WLCVSdDGR42O/i6GrrOatE7VpWKtDvP/+xe2HE8BAHRr5oblQ9vDw9E6PiQLSsow6OPfcSk9H2191dj6cheo5PUrvN5PfrEWIz8/gjPXc+HpqMC3r3SBv1v1xuMRNSScBk+1xjAA2rPuu7/qmoejApFtvBHZpnxxxJIyHf66kWcIRMeTspGZX4LTKTk4nZKDL3AVAODrrLrTbeaMjv6uaNXIETYiz75JzCzAq5tO4mJaPiQSYGqv5pjyVHOrGvTtoLDB51Fh6L/qEM6m5uL1bWcQM7x9ve/SLCrV4cV1x3Hmei5c7GyxcXw4ww9RNTAAUY1UDIBu8QgDoOsrhY0MHZqUt/SMf7x8BtX17CKcTC4PRCeSsnHhZh5Sc4qQmlOE7++sp6OylSHET23oNuvQxKVO19b57swNzNr+JzSlOrg7yLF8aHt0b+5eZ+9vSfxc7bB6RAeM/OIIdv95Ey29HPFar+Zil2Wy0jI9Jm46gaNXb8NRYYP148Kt8u8mkSkYgKhGKlqAxBgAbWkkEgn8XO3g52qH/qHlM4s0JWU4k5JTHojudJ/lFZfhj8Tb+CPxtuG1QR72hkDU0d8FTd0dzD4AuVirw9s/nMemO+OXwgNdsWJ4e3g5WWYXXV0Jb+qGdwY8hje3n8Wy2Hg093TAc20biV1WjZXp9Jj6zSnsv5QJpa0UX47thLaN1WKXRVRvMABRteUWapGRX77S86NMgW/I7BU26NrMHV2blbew6PUCrmQWGFqITiRnIzFTgyt3HluPl+8Fp1bZokMT5/IWIn8XhDR2fqSpy9eyNJj09Un8daN8491JTwZhekQL0bviLMXQTk1wKa0AXx66iuitZ+DnaofHfOtPeNDrBczccRY/nUuDXCbFp6PC0KkBrN1EVJcYgKja4u/MAPN1VlnltgKmkEolaO7liOZejhjWuXxn8tuaUpy6p9vszPUc5BZp8culTPxyKRMAIJNK0KqRIzo2cTHMOvN1VlVrvMpPZ29ixrY/kV9SBhc7W/zf0FD0bOlZq/dZH73VOxiXMwvwW3wmXlp/HLsmd4Ono+W3jgmCgIU/nMe2E9chk0qwYnh79GjhIXZZRPUOP8Wo2tj9ZR6u9nL0auWFXq28AABanR4XbuYZAtHJpGzcyC3GudQ8nEvNw7rDSQAALyeF0WyzNj5qyG3utuiUlOmw+MeLWPv7NQBAmL8LVv6rfYOb7m0uNjIpVg5vj4EfH0JipgYvbziBzRP+YfHLGiz9X7zhd/zBC+3w7GPe4hZEVE8xAFG1WfMA6NpkK5OiXWNntGvsjLHdAgEAN3LuDq4+mZSNv27kIT2vBD+eTcOPZ9MAAHIbKUIaq9HB3wWP+ajx+YFEnLmeCwB4+YmmeP2Zltz76SHUKlt8EdUJA1YdwqnkHLy18yyWDg6x2Jlhq/dfQcwvlwEAb/dvg+c7NBa5IqL6iwGIqs3QAmQFU+DF5uOsgo+zCn3b+QAon+r85/Ucw8DqE0nZyC7U4ti1bBy7lm14nVpli2VDQgytS/Rwge72WPWvDoj66ih2nExFSy9HvPxEkNhlVbLh8DUs2XMRADDzuWCM6hIgbkFE9RwDEFVbPFuARKOSyxDe1A3hTctXbBYEAVezNOUtRMnZOJWcA19nFf7Tvw0au9iJXG390725O+b1bY353/2F9/ZcRDNPB4sKkdtPXMfc//4FAJj8ZDO8YoEBjai+YQCiasnWlCKroHwGWDO2AIlOIpGgqYcDmno4YHCYn9jlNAiju/jjUnr5tievbT6FHa92Q0tv8cP+nnM38ca2MwCAMV0D8O9nWohcEVHDwAECVC0V3V+NXVTcWZoaJIlEgv/8sw3+0dQVmlIdxq8/htuaUlFr+jU+E1M2n4JeAF7o2Bjz+ra22PFJRPUNAxBVS3wGu7+o4bOVSbF6REc0cbVDyu0iTNx4otL+b3Xl6NXbeHnDcWh1Anq39cZ7z7c1+2KZRNaMAYiqJYFT4MlKuNjL8XlUGBwUNjhy9Tbmf/cX6nrP6D+v52Dc2mMo1urRs6UHlg9tz0UsicyMf6OoWu5ugsoWIGr4Wng5YsXwUEgkwOajyVh/Zy2muhCfno+oL4+ioKQM4YGu+GRkR6P1nojIPPi3iqqFawCRtXkq2AuzngsGACz84TwOJGTW+nsm3dJg5OdHkF2oRUhjNT6PCrP4hRmJ6isGIHqoWwUluKUphUTCGWBkXSY83hSDOjSGTi9g0qaTSMwsqLX3uplbhH99dgQZ+SVo6eWItWM7w1FpW2vvR2TtGIDooSrW//FzsYNKzv8bJeshkUiw6PnH0KGJM/KKyzB+3XHkFmrN/j5ZBSUY8fkRpOYUIcDNDhvGd4aLvdzs70NEdzEA0UMl3NkEtQUHQJMVUtjIsGZUGHzUSiRmaTB580mU6cw3Myy3UItRXxxFYqYGPmolNo4PrxebshLVdwxA9FB3N0Hl+B+yTh6OCnwWFQaVrQwHErLw7o8XzHJdTUkZxq49igs38+DuIMfG8eFcyZuojjAA0UPd3QKDLUBkvdr4qPF/Q0MAAF8duobNR5Mf6XrFWh1e2nAcJ5Nz4KS0wYYXw9HUg3/HiOoKAxA9kCAId9cA4hR4snLPPtYI/366fCuKubvO4Y/EWyZdR6vTY/LXJ3Ho8i3YyWVYN64zWjVyMmepRPQQogegVatWISAgAEqlEuHh4Th69Oh9z9VqtVi4cCGCgoKgVCoREhKCPXv2GJ2Tn5+PadOmwd/fHyqVCl27dsWxY8dq+zYarKyCUmQXaiHlDDAiAMDkp5qhX4gPyvQCJm48gZTbhTV6vU4v4N9bz2DfhQwobKT4PCoM7Zu41FK1RHQ/ogagLVu2IDo6GvPnz8fJkycREhKCyMhIZGRkVHn+nDlzsGbNGqxcuRLnz5/HK6+8goEDB+LUqVOGc8aPH4/Y2Fhs2LABZ8+exTPPPIOIiAikpqbW1W01KBWtP01c7bgeCRHKZ4Z98EI7tGusRnahFi+uO4b84urNDBMEAXN2ncV3Z27ARirB6pEd0DXIvZYrJqKqSIS6XuP9HuHh4ejUqRNiYmIAAHq9Hn5+fpgyZQpmzpxZ6XwfHx/Mnj0bkyZNMhwbNGgQVCoVNm7ciKKiIjg6OuK///0v+vTpYzinY8eOeO655/DOO+9Uq668vDyo1Wrk5ubCycm6m6XXHrqKBd+fx9OtvfDZ6DCxyyGyGGm5xfhnzEFk5JegV7AnPh0dBtkD9uoSBAHv7r6Azw9ehVQCrBjeHn3b+dRhxUQNX00+v0VrASotLcWJEycQERFxtxipFBERETh8+HCVrykpKYFSaTw9VKVS4eDBgwCAsrIy6HS6B55zv+vm5eUZPajc3U1Q2f1FdC9vtRKfjg6DwkaKuIsZ+GDvpQee/1FcAj4/eBUA8N7z7Rh+iEQmWgDKysqCTqeDl5eX0XEvLy+kpaVV+ZrIyEgsW7YMCQkJ0Ov1iI2NxY4dO3Dz5k0AgKOjI7p06YK3334bN27cgE6nw8aNG3H48GHDOVVZvHgx1Gq14eHn52e+G63nKrrAuAUGUWWhfs54/4V2AIBPfr2CHSevV3ne5wcSsXxfAgBgbt/WGNKJ/8YQiU30QdA18dFHH6F58+YIDg6GXC7H5MmTMXbsWEild29jw4YNEAQBvr6+UCgUWLFiBYYPH250zt/NmjULubm5hkdKSkpd3I7FEwTBMAWeM8CIqtY/1BeTn2wGAJi5/SxOJmcbfX/z0WS8s7t83aDop1vgxe6BdV4jEVUmWgByd3eHTCZDenq60fH09HR4e3tX+RoPDw/s2rULGo0GSUlJuHjxIhwcHNC0aVPDOUFBQfj1119RUFCAlJQUHD16FFqt1uicv1MoFHBycjJ6EJCZX4LcovIZYE097MUuh8hiRT/dAs+09kKpTo+X1p/AjZwiAMB3Z27grZ1nAQAv92iKKU81E7NMIrqHaAFILpejY8eOiIuLMxzT6/WIi4tDly5dHvhapVIJX19flJWVYfv27ejfv3+lc+zt7dGoUSNkZ2dj7969VZ5DD1bR+hPgZs8ZYEQPIJVK8H9DQxHs7YisghJMWH8c35+5gegtpyEIwIjwJpj5XDAkkvsPkiaiuiVqF1h0dDQ+++wzrFu3DhcuXMDEiROh0WgwduxYAMDo0aMxa9Ysw/lHjhzBjh07kJiYiAMHDuDZZ5+FXq/HjBkzDOfs3bsXe/bswdWrVxEbG4snn3wSwcHBhmtS9d3dAoMDoIkexl5hg8+jwuBmL8dfN/IwZfMplOkFDAj1wdv9H2P4IbIwNmK++dChQ5GZmYl58+YhLS0NoaGh2LNnj2FgdHJystHYneLiYsyZMweJiYlwcHBA7969sWHDBjg7OxvOyc3NxaxZs3D9+nW4urpi0KBBePfdd2Fra1vXt1fv3d0EleN/iKqjsYsd1ozqiOGf/QGtTsDTrb3wweAQSB8wPZ6IxCHqOkCWiusAlXv+40M4mZyDFcPb458hnLJLVF2Hr9zCmes5GNM1gN3HRHWoJp/forYAkeUq3wOMawARmaJLkBu6BLmJXQYRPUC9mgZPdSctrxj5JWWQSSUIdOcMMCIialgYgKhKd2eA2UFhwyZ8IiJqWBiAqEpcAZqIiBoyBiCq0t0p8AxARETU8DAAUZXiOQCaiIgaMAYgqkQQBFw27ALPFiAiImp4GICokhu5xSgoKYONVIIAN84AIyKihocBiCqpGP8T6G4PuQ3/iBARUcPDTzeqhDPAiIiooWMAokoqBkBzE1QiImqoGICoErYAERFRQ8cAREb0egEJGZwCT0REDRsDEBlJzSlCYakOtjIJ/DkDjIiIGigGIDKSkFHe/dXU3QG2Mv7xICKihomfcGSEA6CJiMgaMACRkXgOgCYiIivAAERGErgHGBERWQEGIDLQ6+/uAcZd4ImIqCFjACKD69lFKNLqIJdJ4e9qJ3Y5REREtYYBiAwqxv809bCHDWeAERFRA8ZPOTKIz+AAaCIisg4MQGTAAdBERGQtGIDIoKILjAOgiYiooWMAIgCA7p4ZYOwCIyKiho4BiAAAKbcLUVKmh8JGiiacAUZERA0cAxABuNv9FeThAJlUInI1REREtYsBiAAACXe6v1p6s/uLiIgaPgYgAnDvAGjOACMiooaPAYgA3N0FvoUnW4CIiKjhYwAi6PQCrmRyBhgREVkPBiBC0i0NSsv0UNnK0NhFJXY5REREtY4BiAzdX808HSDlDDAiIrICDECEBA6AJiIiK8MARIjnCtBERGRlGIDI0ALETVCJiMhaMABZuTKdHomZGgBAc06BJyIiK8EAZOWu3SpEqU4PO7kMvs6cAUZERNaBAcjKGQZAcwYYERFZEQYgK1cxBb45B0ATEZEVYQCycvEZHABNRETWhwHIyt1dA4gtQEREZD0YgKyYVqfH1azyGWBcA4iIiKwJA5AVu5algVYnwEFhAx+1UuxyiIiI6gwDkBW7dw8wiYQzwIiIyHowAFmxeK4ATUREVooByIolGGaAcfwPERFZFwYgK8Y1gIiIyFoxAFmp0jI9rhlmgLELjIiIrAsDkJW6mqVBmV6Ao8IG3k6cAUZERNaFAchKxRsWQOQMMCIisj4MQFYqIZ0DoImIyHoxAFkpDoAmIiJrxgBkpbgJKhERWTMGICtUUqZD0q1CAOwCIyIi68QAZIUSMzXQ6QU4KW3g6agQuxwiIqI6xwBkheLvGQDNGWBERGSNGICsUAIHQBMRkZVjALJC3ASViIisnegBaNWqVQgICIBSqUR4eDiOHj1633O1Wi0WLlyIoKAgKJVKhISEYM+ePUbn6HQ6zJ07F4GBgVCpVAgKCsLbb78NQRBq+1bqjYSM8hYgDoAmIiJrJWoA2rJlC6KjozF//nycPHkSISEhiIyMREZGRpXnz5kzB2vWrMHKlStx/vx5vPLKKxg4cCBOnTplOGfJkiVYvXo1YmJicOHCBSxZsgTvv/8+Vq5cWVe3ZdGKtTok3SrfA6w5W4CIiMhKSQQRm0bCw8PRqVMnxMTEAAD0ej38/PwwZcoUzJw5s9L5Pj4+mD17NiZNmmQ4NmjQIKhUKmzcuBEA0LdvX3h5eeGLL7647zkPk5eXB7VajdzcXDg5OT3KLVqcv27kos+Kg3C2s8WpuU9zEDQRETUYNfn8NqkF6JdffjGpsHuVlpbixIkTiIiIuFuMVIqIiAgcPny4yteUlJRAqTTeuFOlUuHgwYOGr7t27Yq4uDjEx8cDAM6cOYODBw/iueeeu28tJSUlyMvLM3o0VBUDoFt4cgYYERFZL5MC0LPPPougoCC88847SElJMemNs7KyoNPp4OXlZXTcy8sLaWlpVb4mMjISy5YtQ0JCAvR6PWJjY7Fjxw7cvHnTcM7MmTMxbNgwBAcHw9bWFu3bt8e0adMwYsSI+9ayePFiqNVqw8PPz8+ke6oP7t0ElYiIyFqZFIBSU1MxefJkbNu2DU2bNkVkZCS2bt2K0tJSc9dn5KOPPkLz5s0RHBwMuVyOyZMnY+zYsZBK797G1q1bsWnTJnz99dc4efIk1q1bhw8//BDr1q2773VnzZqF3Nxcw8PUUFcfVOwBxgHQRERkzUwKQO7u7pg+fTpOnz6NI0eOoEWLFnj11Vfh4+OD1157DWfOnKnWNWQyGdLT042Op6enw9vbu8rXeHh4YNeuXdBoNEhKSsLFixfh4OCApk2bGs554403DK1Abdu2xahRozB9+nQsXrz4vrUoFAo4OTkZPRqqhAy2ABERET3yLLAOHTpg1qxZmDx5MgoKCvDll1+iY8eOePzxx/HXX3/d93VyuRwdO3ZEXFyc4Zher0dcXBy6dOnywPdUKpXw9fVFWVkZtm/fjv79+xu+V1hYaNQiBAAymQx6vd7EO2w4ikp1SL7NPcCIiIhMDkBarRbbtm1D79694e/vj7179yImJgbp6em4fPky/P39MXjw4AdeIzo6Gp999hnWrVuHCxcuYOLEidBoNBg7diwAYPTo0Zg1a5bh/CNHjmDHjh1ITEzEgQMH8Oyzz0Kv12PGjBmGc/r164d3330Xu3fvxrVr17Bz504sW7YMAwcONPVWG4wrmQUQBMDVXg53B+4BRkRE1svGlBdNmTIFmzdvhiAIGDVqFN5//3089thjhu/b29vjww8/hI+PzwOvM3ToUGRmZmLevHlIS0tDaGgo9uzZYxgYnZycbNSaU1xcjDlz5iAxMREODg7o3bs3NmzYAGdnZ8M5K1euxNy5c/Hqq68iIyMDPj4+ePnllzFv3jxTbrVBMQyA9mT3FxERWTeT1gHq1asXxo8fj+effx4KRdUtCWVlZTh06BCeeOKJRy6yrjXUdYDe++kiPvn1Ckb9wx9vD3js4S8gIiKqR2ry+W1SC9C943bue2Ebm3oZfhqyBO4BRkREBMDEMUCLFy/Gl19+Wen4l19+iSVLljxyUVQ74g0zwDgAmoiIrJtJAWjNmjUIDg6udLxNmzb45JNPHrkoMj9NSRlSbhcB4AwwIiIikwJQWloaGjVqVOm4h4eH0arMZDku39kB3t1BDld7ucjVEBERicukAOTn54dDhw5VOn7o0KGHzvwicdydAcbWHyIiIpMGQU+YMAHTpk2DVqvFU089BaB8YPSMGTPw73//26wFknkkZFRsgcEB0ERERCYFoDfeeAO3bt3Cq6++atj/S6lU4s033zRauJAsx91NUNkCREREZFIAkkgkWLJkCebOnYsLFy5ApVKhefPm910TiMSXwE1QiYiIDEwKQBUcHBzQqVMnc9VCtaSgpAypORUzwNgFRkREZHIAOn78OLZu3Yrk5GRDN1iFHTt2PHJhZD4VCyB6OCrgbMcZYERERCbNAvvmm2/QtWtXXLhwATt37oRWq8Vff/2Fn3/+GWq12tw10iO62/3F1h8iIiLAxAC0aNEi/N///R++//57yOVyfPTRR7h48SKGDBmCJk2amLtGekScAk9ERGTMpAB05coV9OnTBwAgl8uh0WggkUgwffp0fPrpp2YtkB5dfAYHQBMREd3LpADk4uKC/PzyVgVfX1+cO3cOAJCTk4PCwkLzVUdmwU1QiYiIjJk0CLpHjx6IjY1F27ZtMXjwYEydOhU///wzYmNj0atXL3PXSI8gr1iLm7nFALgGEBERUQWTAlBMTAyKi8s/VGfPng1bW1v8/vvvGDRoEObMmWPWAunRVAyA9nJSQK2yFbkaIiIiy1DjAFRWVoYffvgBkZGRAACpVIqZM2eavTAyj7vdX2z9ISIiqlDjMUA2NjZ45ZVXDC1AZNni77QAcQYYERHRXSYNgu7cuTNOnz5t5lKoNiRkcAA0ERHR35k0BujVV19FdHQ0UlJS0LFjR9jb2xt9v127dmYpjh4dN0ElIiKqzKQANGzYMADAa6+9ZjgmkUggCAIkEgl0Op15qqNHklukRXpeCQCgOVuAiIiIDEwKQFevXjV3HVQLKgZAN1Ir4aTkDDAiIqIKJgUgf39/c9dBtcAwAJrdX0REREZMCkDr169/4PdHjx5tUjFkXhXjf1p4svuLiIjoXiYFoKlTpxp9rdVqUVhYCLlcDjs7OwYgC3F3BhhbgIiIiO5l0jT47Oxso0dBQQEuXbqE7t27Y/PmzeaukUx0twuMLUBERET3MikAVaV58+Z47733KrUOkThyCkuRmV8xA4wtQERERPcyWwACyleJvnHjhjkvSSaqaP3xdVbBQWFSTycREVGDZdIn43fffWf0tSAIuHnzJmJiYtCtWzezFEaP5u4CiOz+IiIi+juTAtCAAQOMvpZIJPDw8MBTTz2FpUuXmqMuekTcBJWIiOj+TApAer3e3HWQmd3dBJUtQERERH9n1jFAZDk4BZ6IiOj+TApAgwYNwpIlSyodf//99zF48OBHLooezW1NKbIKSgEAzdgCREREVIlJAei3335D7969Kx1/7rnn8Ntvvz1yUfRoKgZAN3ZRwZ4zwIiIiCoxKQAVFBRALpdXOm5ra4u8vLxHLooeDQdAExERPZhJAaht27bYsmVLpePffPMNWrdu/chF0aPhCtBEREQPZlL/yNy5c/H888/jypUreOqppwAAcXFx2Lx5M7799luzFkg1d3cTVLYAERERVcWkANSvXz/s2rULixYtwrZt26BSqdCuXTvs27cPTzzxhLlrpBpKyChvAWIXGBERUdVMHiHbp08f9OnTx5y1kBlkFZTgtqYUEglngBEREd2PSWOAjh07hiNHjlQ6fuTIERw/fvyRiyLTVXR/+bnYQSWXiVwNERGRZTIpAE2aNAkpKSmVjqempmLSpEmPXBSZLiGd3V9EREQPY1IAOn/+PDp06FDpePv27XH+/PlHLopMZxgAzRlgRERE92VSAFIoFEhPT690/ObNm7Cx4cJ7YmILEBER0cOZFICeeeYZzJo1C7m5uYZjOTk5eOutt/D000+brTiqGUEQEH9nDzCuAURERHR/JjXXfPjhh+jRowf8/f3Rvn17AMDp06fh5eWFDRs2mLVAqr7MghLkFGohlQBBHgxARERE92NSAPL19cWff/6JTZs24cyZM1CpVBg7diyGDx8OW1tbc9dI1VTR/eXvZg+lLWeAERER3Y/JA3bs7e3RvXt3NGnSBKWl5TuP//TTTwCAf/7zn+apjmqkYgB0c67/Q0RE9EAmBaDExEQMHDgQZ8+ehUQigSAIkEgkhu/rdDqzFUjVF88B0ERERNVi0iDoqVOnIjAwEBkZGbCzs8O5c+fw66+/IiwsDPv37zdziVRdFbvAcwA0ERHRg5nUAnT48GH8/PPPcHd3h1QqhUwmQ/fu3bF48WK89tprOHXqlLnrpIcQBOGeNYDYAkRERPQgJrUA6XQ6ODqWf8i6u7vjxo0bAAB/f39cunTJfNVRtWXklyCvuAwyqQRNPezFLoeIiMiimdQC9Nhjj+HMmTMIDAxEeHg43n//fcjlcnz66ado2rSpuWukaqho/fF3s4PChjPAiIiIHsSkADRnzhxoNBoAwMKFC9G3b188/vjjcHNzw5YtW8xaIFWPYQC0J7u/iIiIHsakABQZGWl43qxZM1y8eBG3b9+Gi4uL0WwwqjsJ3AOMiIio2sy2cZerq6u5LkUmMKwBxAHQRERED2XSIGiyLIIgcBNUIiKiGmAAagDS8oqRX1IGG6kEge6cAUZERPQwDEANQMUA6AB3e8ht+CslIiJ6GH5aNgAcAE1ERFQzFhGAVq1ahYCAACiVSoSHh+Po0aP3PVer1WLhwoUICgqCUqlESEgI9uzZY3ROQEAAJBJJpcekSZNq+1ZEcXcTVI7/ISIiqg7RA9CWLVsQHR2N+fPn4+TJkwgJCUFkZCQyMjKqPH/OnDlYs2YNVq5cifPnz+OVV17BwIEDjbbfOHbsGG7evGl4xMbGAgAGDx5cJ/dU17gJKhERUc1IBEEQxCwgPDwcnTp1QkxMDABAr9fDz88PU6ZMwcyZMyud7+Pjg9mzZxu15gwaNAgqlQobN26s8j2mTZuGH374AQkJCdVapygvLw9qtRq5ublwcnIy8c7qhiAIaLvgfygoKUPs9B6cBk9ERFarJp/forYAlZaW4sSJE4iIiDAck0qliIiIwOHDh6t8TUlJCZRKpdExlUqFgwcP3vc9Nm7ciHHjxjXIRRpv5BajoKQMtjIJAjgDjIiIqFpEDUBZWVnQ6XTw8vIyOu7l5YW0tLQqXxMZGYlly5YhISEBer0esbGx2LFjB27evFnl+bt27UJOTg7GjBlz3zpKSkqQl5dn9KgvKsb/BLrbw1Ymeo8mERFRvVDvPjE/+ugjNG/eHMHBwZDL5Zg8eTLGjh0LqbTqW/niiy/w3HPPwcfH577XXLx4MdRqteHh5+dXW+WbXQJXgCYiIqoxUQOQu7s7ZDIZ0tPTjY6np6fD29u7ytd4eHhg165d0Gg0SEpKwsWLF+Hg4FDlLvRJSUnYt28fxo8f/8A6Zs2ahdzcXMMjJSXF9JuqY9wElYiIqOZEDUByuRwdO3ZEXFyc4Zher0dcXBy6dOnywNcqlUr4+vqirKwM27dvR//+/Sud89VXX8HT0xN9+vR54LUUCgWcnJyMHvUF1wAiIiKqObNthmqq6OhoREVFISwsDJ07d8by5cuh0WgwduxYAMDo0aPh6+uLxYsXAwCOHDmC1NRUhIaGIjU1FQsWLIBer8eMGTOMrqvX6/HVV18hKioKNjai32at0OsFJGSUtwCxC4yIiKj6RE8GQ4cORWZmJubNm4e0tDSEhoZiz549hoHRycnJRuN7iouLMWfOHCQmJsLBwQG9e/fGhg0b4OzsbHTdffv2ITk5GePGjavL26lTqTlFKCzVQS6TIsDNTuxyiIiI6g3R1wGyRPVlHaCfL6Zj3NrjCPZ2xJ5pPcQuh4iISFT1Zh0gejQVA6DZ/UVERFQzDED1WMUaQC08OQCaiIioJhiA6rEEtgARERGZhAGontLrBVzOqNgElS1ARERENcEAVE9dzy5CkVYHuY0U/m7cA4yIiKgmGIDqqUt3xv8EeThAJm14m7wSERHVJgageiqeK0ATERGZjAGonrq7BQYHQBMREdUUA1A9ZVgDiFPgiYiIaowBqB7S6QVcyayYAcYWICIioppiAKqHkm8XoqRMD4WNFH6u3AOMiIiophiA6qGKAdDNPDkDjIiIyBQMQPUQB0ATERE9GgageujuJqgcAE1ERGQKBqB66O4mqGwBIiIiMgUDUD1TptMjMVMDgF1gREREpmIAqmeSbheiVKeHylaGxi4qscshIiKqlxiA6pmEe2aASTkDjIiIyCQMQPUMB0ATERE9OgageiaeU+CJiIgeGQNQPZOQXrEFBluAiIiITMUAVI9odXokZlVsgsoWICIiIlMxANUjSbc00OoE2Mll8HXmDDAiIiJTMQDVI4YB0JwBRkRE9EgYgOqRigHQzTkAmoiI6JEwANUjHABNRERkHgxA9QhbgIiIiMyDAaieKC3T42oW9wAjIiIyBwageuLaLQ3K9AIcFDbwUSvFLoeIiKheYwCqJ+Lv2QNMIuEMMCIiokfBAFRPxHMANBERkdkwANUTCdwDjIiIyGwYgOoJzgAjIiIyHwageqCkTIdrtwoBsAuMiIjIHBiA6oGrWRro9AIcFTbwduIMMCIiokfFAFQPGPYA8+IMMCIiInNgAKoHOACaiIjIvBiA6gEOgCYiIjIvBqB6gJugEhERmRcDkIUr1upw7Rb3ACMiIjInBiALl5ipgV4AnJQ28HRUiF0OERFRg8AAZOESMu4OgOYMMCIiIvNgALJwHABNRERkfgxAFo6boBIREZkfA5CF4xpARERE5scAZMGKtTok3S7fA6w5W4CIiIjMhgHIgl3OKIAgAM52tvBw4AwwIiIic2EAsmCGGWCenAFGRERkTgxAFuzeTVCJiIjIfBiALBgHQBMREdUOBiALxhYgIiKi2sEAZKGKSnVIyS6fAcYWICIiIvNiALJQFTPAXO3lcOcMMCIiIrNiALJQhi0wPNn9RUREZG4MQBYq/s4U+Jbe7P4iIiIyNwYgC5VgGADNAERERGRuDEAWqqILrAW7wIiIiMyOAcgCaUrKcD27CABngBEREdUGBiALdDmjvPvL3UEBF3u5yNUQERE1PKIHoFWrViEgIABKpRLh4eE4evTofc/VarVYuHAhgoKCoFQqERISgj179lQ6LzU1FSNHjoSbmxtUKhXatm2L48eP1+ZtmJWh+4sLIBIREdUKUQPQli1bEB0djfnz5+PkyZMICQlBZGQkMjIyqjx/zpw5WLNmDVauXInz58/jlVdewcCBA3Hq1CnDOdnZ2ejWrRtsbW3x008/4fz581i6dClcXFzq6rYeWcKdFiB2fxEREdUOiSAIglhvHh4ejk6dOiEmJgYAoNfr4efnhylTpmDmzJmVzvfx8cHs2bMxadIkw7FBgwZBpVJh48aNAICZM2fi0KFDOHDggMl15eXlQa1WIzc3F05OTiZfx1RjvjqK/Zcy8e7AxzAi3L/O35+IiKg+qsnnt2gtQKWlpThx4gQiIiLuFiOVIiIiAocPH67yNSUlJVAqlUbHVCoVDh48aPj6u+++Q1hYGAYPHgxPT0+0b98en332We3cRC2pmALPFiAiIqLaIVoAysrKgk6ng5eXl9FxLy8vpKWlVfmayMhILFu2DAkJCdDr9YiNjcWOHTtw8+ZNwzmJiYlYvXo1mjdvjr1792LixIl47bXXsG7duvvWUlJSgry8PKOHWApKypCac2cGmCcDEBERUW0QfRB0TXz00Udo3rw5goODIZfLMXnyZIwdOxZS6d3b0Ov16NChAxYtWoT27dvjpZdewoQJE/DJJ5/c97qLFy+GWq02PPz8/OridqqUcGcAtKejAmo7W9HqICIiashEC0Du7u6QyWRIT083Op6eng5vb+8qX+Ph4YFdu3ZBo9EgKSkJFy9ehIODA5o2bWo4p1GjRmjdurXR61q1aoXk5OT71jJr1izk5uYaHikpKY9wZ4+G3V9ERES1T7QAJJfL0bFjR8TFxRmO6fV6xMXFoUuXLg98rVKphK+vL8rKyrB9+3b079/f8L1u3brh0qVLRufHx8fD3//+g4kVCgWcnJyMHmIxbILKKfBERES1xkbMN4+OjkZUVBTCwsLQuXNnLF++HBqNBmPHjgUAjB49Gr6+vli8eDEA4MiRI0hNTUVoaChSU1OxYMEC6PV6zJgxw3DN6dOno2vXrli0aBGGDBmCo0eP4tNPP8Wnn34qyj3WVDynwBMREdU6UQPQ0KFDkZmZiXnz5iEtLQ2hoaHYs2ePYWB0cnKy0fie4uJizJkzB4mJiXBwcEDv3r2xYcMGODs7G87p1KkTdu7ciVmzZmHhwoUIDAzE8uXLMWLEiLq+PZMkcBFEIiKiWifqOkCWSqx1gPKKtWi34H8AgDPzn4FaxUHQRERE1VUv1gGiyioGQHs7KRl+iIiIahEDkAVJ4ABoIiKiOsEAZEHiOQWeiIioTjAAWZCEDA6AJiIiqgsMQBbk7hpAbAEiIiKqTQxAFiK3SIv0vBIAQHNPtgARERHVJgYgC1ExANpHrYSjkjPAiIiIahMDkIWoGADN7i8iIqLaxwBkIeK5AjQREVGdYQCyEBwATUREVHcYgCwE1wAiIiKqOwxAFiBbU4qsAs4AIyIiqisMQBagovvL11kFe4WNyNUQERE1fAxAFiA+o6L7i60/REREdYEByAIkGGaAcfwPERFRXWAAsgCcAUZERFS3GIAsQEI6u8CIiIjqEgOQyG4VlOCWphQA0IwzwIiIiOoEA5DIKtb/8XNVwU7OGWBERER1gQFIZAkZdwZAe3L8DxERUV1hABIZB0ATERHVPQYgkcVzADQREVGdYwASkSAIXAOIiIhIBAxAIsoqKEV2oRYSCRDkwRYgIiKiusIAJKKK1p8mrnZQyWUiV0NERGQ9GIBEZBgAzRlgREREdYoBSETcBJWIiEgcDEAi4gBoIiIicTAAiUQQBMMU+OZsASIiIqpTDEAiycwvQW6RFlLOACMiIqpzDEAiqWj98Xezh9KWM8CIiIjqEgOQSO7OAGPrDxERUV1jABKJYRNUDoAmIiKqcwxAIuEAaCIiIvEwAImgfAYYW4CIiIjEwgAkgvS8EuQXl0EmlaCph73Y5RAREVkdBiARVLT++LvZQWHDGWBERER1jQFIBIbuL+4BRkREJAoGIBEkpHMPMCIiIjExAIkg/s4U+OYcAE1ERCQKBqA6JggCLhtagBiAiIiIxMAAVMdu5hYjv6QMNlIJAt05A4yIiEgMDEB1rGIAdIC7PeQ2/PETERGJgZ/AdYwDoImIiMTHAFTH7m6CyvE/REREYmEAqmPxGRwATUREJDYGoDpUPgOsYg8wdoERERGJhQGoDqXmFEFTqoOtTIIAzgAjIiISDQNQHaoYAB3obg9bGX/0REREYuGncB3KKSqFg8KGK0ATERGJzEbsAqzJwPaNMSDUF0VandilEBERWTW2ANUxiUQCOzlzJxERkZgYgIiIiMjqMAARERGR1WEAIiIiIqvDAERERERWhwGIiIiIrA4DEBEREVkdBiAiIiKyOgxAREREZHUsIgCtWrUKAQEBUCqVCA8Px9GjR+97rlarxcKFCxEUFASlUomQkBDs2bPH6JwFCxZAIpEYPYKDg2v7NoiIiKieED0AbdmyBdHR0Zg/fz5OnjyJkJAQREZGIiMjo8rz58yZgzVr1mDlypU4f/48XnnlFQwcOBCnTp0yOq9Nmza4efOm4XHw4MG6uB0iIiKqB0QPQMuWLcOECRMwduxYtG7dGp988gns7Ozw5ZdfVnn+hg0b8NZbb6F3795o2rQpJk6ciN69e2Pp0qVG59nY2MDb29vwcHd3r4vbISIionpA1ABUWlqKEydOICIiwnBMKpUiIiIChw8frvI1JSUlUCqVRsdUKlWlFp6EhAT4+PigadOmGDFiBJKTk+9bR0lJCfLy8oweRERE1HCJGoCysrKg0+ng5eVldNzLywtpaWlVviYyMhLLli1DQkIC9Ho9YmNjsWPHDty8edNwTnh4ONauXYs9e/Zg9erVuHr1Kh5//HHk5+dXec3FixdDrVYbHn5+fua7SSIiIrI49W5b8o8++ggTJkxAcHAwJBIJgoKCMHbsWKMus+eee87wvF27dggPD4e/vz+2bt2KF198sdI1Z82ahejoaMPXubm5aNKkCVuCiIiI6pGKz21BEB56rqgByN3dHTKZDOnp6UbH09PT4e3tXeVrPDw8sGvXLhQXF+PWrVvw8fHBzJkz0bRp0/u+j7OzM1q0aIHLly9X+X2FQgGFQmH4uuIHyJYgIiKi+ic/Px9qtfqB54gagORyOTp27Ii4uDgMGDAAAKDX6xEXF4fJkyc/8LVKpRK+vr7QarXYvn07hgwZct9zCwoKcOXKFYwaNapadfn4+CAlJQWOjo6QSCTVvp/qyMvLg5+fH1JSUuDk5GTWa1PN8fdhWfj7sCz8fVge/k4eTBAE5Ofnw8fH56Hnit4FFh0djaioKISFhaFz585Yvnw5NBoNxo4dCwAYPXo0fH19sXjxYgDAkSNHkJqaitDQUKSmpmLBggXQ6/WYMWOG4Zqvv/46+vXrB39/f9y4cQPz58+HTCbD8OHDq1WTVCpF48aNzX+z93BycuIfXgvC34dl4e/DsvD3YXn4O7m/h7X8VBA9AA0dOhSZmZmYN28e0tLSEBoaij179hgGRicnJ0MqvTtWu7i4GHPmzEFiYiIcHBzQu3dvbNiwAc7OzoZzrl+/juHDh+PWrVvw8PBA9+7d8ccff8DDw6Oub4+IiIgskESozkghMpu8vDyo1Wrk5uYyvVsA/j4sC38floW/D8vD34n5iL4QorVRKBSYP3++0aBrEg9/H5aFvw/Lwt+H5eHvxHzYAkRERERWhy1AREREZHUYgIiIiMjqMAARERGR1WEAIiIiIqvDAFSHVq1ahYCAACiVSoSHh+Po0aNil2S1Fi9ejE6dOsHR0RGenp4YMGAALl26JHZZBOC9996DRCLBtGnTxC7FqqWmpmLkyJFwc3ODSqVC27Ztcfz4cbHLsko6nQ5z585FYGAgVCoVgoKC8Pbbb1drvyu6PwagOrJlyxZER0dj/vz5OHnyJEJCQhAZGYmMjAyxS7NKv/76KyZNmoQ//vgDsbGx0Gq1eOaZZ6DRaMQuzaodO3YMa9asQbt27cQuxaplZ2ejW7dusLW1xU8//YTz589j6dKlcHFxEbs0q7RkyRKsXr0aMTExuHDhApYsWYL3338fK1euFLu0eo3T4OtIeHg4OnXqhJiYGADle575+flhypQpmDlzpsjVUWZmJjw9PfHrr7+iR48eYpdjlQoKCtChQwd8/PHHeOeddxAaGorly5eLXZZVmjlzJg4dOoQDBw6IXQoB6Nu3L7y8vPDFF18Yjg0aNAgqlQobN24UsbL6jS1AdaC0tBQnTpxARESE4ZhUKkVERAQOHz4sYmVUITc3FwDg6uoqciXWa9KkSejTp4/R3xMSx3fffYewsDAMHjwYnp6eaN++PT777DOxy7JaXbt2RVxcHOLj4wEAZ86cwcGDB/Hcc8+JXFn9JvpeYNYgKysLOp3OsL9ZBS8vL1y8eFGkqqiCXq/HtGnT0K1bNzz22GNil2OVvvnmG5w8eRLHjh0TuxQCkJiYiNWrVyM6OhpvvfUWjh07htdeew1yuRxRUVFil2d1Zs6ciby8PAQHB0Mmk0Gn0+Hdd9/FiBEjxC6tXmMAIqs3adIknDt3DgcPHhS7FKuUkpKCqVOnIjY2FkqlUuxyCOX/UxAWFoZFixYBANq3b49z587hk08+YQASwdatW7Fp0yZ8/fXXaNOmDU6fPo1p06bBx8eHv49HwABUB9zd3SGTyZCenm50PD09Hd7e3iJVRQAwefJk/PDDD/jtt9/QuHFjscuxSidOnEBGRgY6dOhgOKbT6fDbb78hJiYGJSUlkMlkIlZofRo1aoTWrVsbHWvVqhW2b98uUkXW7Y033sDMmTMxbNgwAEDbtm2RlJSExYsXMwA9Ao4BqgNyuRwdO3ZEXFyc4Zher0dcXBy6dOkiYmXWSxAETJ48GTt37sTPP/+MwMBAsUuyWr169cLZs2dx+vRpwyMsLAwjRozA6dOnGX5E0K1bt0rLQsTHx8Pf31+kiqxbYWEhpFLjj2uZTAa9Xi9SRQ0DW4DqSHR0NKKiohAWFobOnTtj+fLl0Gg0GDt2rNilWaVJkybh66+/xn//+184OjoiLS0NAKBWq6FSqUSuzro4OjpWGntlb28PNzc3jskSyfTp09G1a1csWrQIQ4YMwdGjR/Hpp5/i008/Fbs0q9SvXz+8++67aNKkCdq0aYNTp05h2bJlGDdunNil1WucBl+HYmJi8MEHHyAtLQ2hoaFYsWIFwsPDxS7LKkkkkiqPf/XVVxgzZkzdFkOV9OzZk9PgRfbDDz9g1qxZSEhIQGBgIKKjozFhwgSxy7JK+fn5mDt3Lnbu3ImMjAz4+Phg+PDhmDdvHuRyudjl1VsMQERERGR1OAaIiIiIrA4DEBEREVkdBiAiIiKyOgxAREREZHUYgIiIiMjqMAARERGR1WEAIiIiIqvDAEREVA379++HRCJBTk6O2KUQkRkwABEREZHVYQAiIiIiq8MARET1gl6vx+LFixEYGAiVSoWQkBBs27YNwN3uqd27d6Ndu3ZQKpX4xz/+gXPnzhldY/v27WjTpg0UCgUCAgKwdOlSo++XlJTgzTffhJ+fHxQKBZo1a4YvvvjC6JwTJ04gLCwMdnZ26Nq1a6Vd04mofmAAIqJ6YfHixVi/fj0++eQT/PXXX5g+fTpGjhyJX3/91XDOG2+8gaVLl+LYsWPw8PBAv379oNVqAZQHlyFDhmDYsGE4e/YsFixYgLlz52Lt2rWG148ePRqbN2/GihUrcOHCBaxZswYODg5GdcyePRtLly7F8ePHYWNjwx25ieopboZKRBavpKQErq6u2LdvH7p06WI4Pn78eBQWFuKll17Ck08+iW+++QZDhw4FANy+fRuNGzfG2rVrMWTIEIwYMQKZmZn43//+Z3j9jBkzsHv3bvz111+Ij49Hy5YtERsbi4iIiEo17N+/H08++ST27duHXr16AQB+/PFH9OnTB0VFRVAqlbX8UyAic2ILEBFZvMuXL6OwsBBPP/00HBwcDI/169fjypUrhvPuDUeurq5o2bIlLly4AAC4cOECunXrZnTdbt26ISEhATqdDqdPn4ZMJsMTTzzxwFratWtneN6oUSMAQEZGxiPfIxHVLRuxCyAiepiCggIAwO7du+Hr62v0PYVCYRSCTKVSqap1nq2treG5RCIBUD4+iYjqF7YAEZHFa926NRQKBZKTk9GsWTOjh5+fn+G8P/74w/A8Ozsb8fHxaNWqFQCgVatWOHTokNF1Dx06hBYtWkAmk6Ft27bQ6/VGY4qIqOFiCxARWTxHR0e8/vrrmD59OvR6Pbp3747c3FwcOnQITk5O8Pf3BwAsXLgQbm5u8PLywuzZs+Hu7o4BAwYAAP7973+jU6dOePvttzF06FAcPnwYMTEx+PjjjwEAAQEBiIqKwrhx47BixQqEhIQgKSkJGRkZGDJkiFi3TkS1hAGIiOqFt99+Gx4eHli8eDESExPh7OyMDh064K233jJ0Qb333nuYOnUqEhISEBoaiu+//x5yuRwA0KFDB2zduhXz5s3D22+/jUaNGmHhwoUYM2aM4T1Wr16Nt956C6+++ipu3bqFJk2a4K233hLjdomolnEWGBHVexUztLKzs+Hs7Cx2OURUD3AMEBEREVkdBiAiIiKyOuwCIyIiIqvDFiAiIiKyOgxAREREZHUYgIiIiMjqMAARERGR1WEAIiIiIqvDAERERERWhwGIiIiIrA4DEBEREVkdBiAiIiKyOv8PA6ToK9w3dYYAAAAASUVORK5CYII=",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 12s 582ms/step - loss: 9.8747e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 565ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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Ojg6GDh2K/Px8+Pj4YOXKlfL9urq62L9/PyZNmgRPT0+YmJjA398fISEhSl1HIgiCoO7gxca3JZCm8G0JpCnqfltC/o0TKh8rbdRFjZFoDlt4RETaiG9LICIiraCFb0vgKE0iItIKbOEREWmj12jQiqYw4RERaSMt7NJkwiMi0kZs4RERkTYQBI7SJCIibaCFXZocpUlERFqBLTwiIm3EZ3hERKQVtLBLkwmPiEgbcWkxIiLSCmzhERGRVtDCZ3gcpUlERFqBLTwiIm3ELk0iItIKWtilyYRHRKSNmPCIiEgbaONamqIOWikqKsI333yDNm3awNTUFKampmjTpg0WLVqEwsJCMUMjIqrZZDLVt2pKtBZebm4uevXqhbi4OPTs2RPdunUDAFy7dg0zZ87EL7/8gsOHD8PQ0FCsEImIqAYRLeGFhYXh3r17uHDhAlq0aKGw7+LFi3jrrbcQFhaGefPmiRMgEVFNpoWjNEXr0ty2bRuWLFlSKtkBQMuWLbFo0SJERkaKEBkRkRZgl6bm3L17F2+88Ua5+zt27IikpCQNRkREpEXYwtMcc3NzpKWllbs/JSUFZmZmGoyIiEiLaGELT7SE1717d3z99dfl7g8LC0P37t01GBERkRYRZKpv1ZRoXZrBwcHo0KEDOnbsiMDAQDRp0gSCIODatWsIDw/H1atXcerUKbHCIyKiGka0Fp67uzuioqKQlZWFESNGoHXr1mjTpg1GjRqFrKwsHD58GM2aNRMrPCKimk1DXZqrVq1CixYtYG5uDnNzc3h6euLgwYPy/d7e3pBIJArbhx9+qHCOpKQk9OvXD8bGxrC3t8eMGTNQVFSk9C2LutJKx44dkZCQgPj4eNy4cQMA0KhRI7Rq1UrMsIiIaj4NPYurXbs2wsLC4ObmBkEQsHHjRgwcOBAXLlyQN2omTpyIkJAQ+THGxsbyn4uLi9GvXz84Ojri5MmTSE5Ohp+fH/T19V/6WKwsEkEQBPXclvqdPXsW7dq1U/q4wod/V0E0RKUZO3cVOwTSEoUF/6r1fLn7l6h8rFH/wEpd29raGt988w3Gjx8Pb29vtGrVCkuXLi2z7sGDB9G/f3/cv38fDg4OAIDVq1dj5syZePDgAQwMDCp8XdHfh5ednY3c3FyFsvj4eAwYMAAdOnQQKSoiohquEl2a+fn5yMzMVNjy8/Nfecni4mJs27YNOTk58PT0lJdv3boVtra2aN68OYKCgvD06VP5vri4OHh4eMiTHQD4+PggMzMTCQkJSt2yaAnv3r178PT0hIWFBSwsLBAYGIinT5/Cz88PHTp0gImJCU6ePClWeEREVI7Q0FD57+6SLTQ0tNz6ly9fhqmpKaRSKT788EPs2bMH7u7uAIBRo0Zhy5YtOHbsGIKCgrB582aMGTNGfmxKSopCsgMg/5ySkqJU3KI9w5sxYwby8vKwbNky7N69G8uWLcPvv/+ODh06IDExEbVr1xYrNCKimq8S0wuCgoIQGKjYrSmVSsut37hxY8THxyMjIwO7du2Cv78/YmNj4e7ujvfff19ez8PDA05OTujRowcSExPRsGFDlWMsi2gJ7/jx49i9ezc6duyIYcOGwdHREaNHj8Ynn3wiVkhERNqjEoNWpFLpSxPciwwMDODq6goAaNu2Lc6cOYNly5ZhzZo1peqWPMq6desWGjZsCEdHR5w+fVqhTmpqKgDA0dFRqbhF69JMTU1F/fr1AQD29vYwNjaGr6+vWOEQEWkXESeey/7/OWBZ4uPjAQBOTk4AAE9PT1y+fFlhZa6oqCiYm5vLu0UrStRpCTo6Ogo/KzPahoiIKkFD0xKCgoLg6+uLunXrIisrC5GRkYiJicGhQ4eQmJiIyMhI9O3bFzY2Nrh06RKmTZuGbt26yV8s0Lt3b7i7u2Ps2LFYuHAhUlJSMGfOHAQEBCjVygRETHiCIKBRo0aQSCQAno3WbN26tUISBIDHjx+LER4RUc2moYSXlpYGPz8/JCcnw8LCAi1atMChQ4fQq1cv3Lt3D0eOHMHSpUuRk5ODOnXqYOjQoZgzZ478eF1dXezfvx+TJk2Cp6cnTExM4O/vrzBvr6JES3gbNmwQ69JERKQh69atK3dfnTp1EBsb+8pzuLi44Ndff610LKIlPH9/f7EuTUREr++aI1VGtEErp0+fRnFxcbn78/PzsWPHDg1GRESkRfh6IM3x9PTEo0eP5J/Nzc3x99//LQmWnp6OkSNHihEaEVHNp4UJT9RBKy/7XF4ZERGpQTV+r52qRJ2W8ColIziJiEjNqnFLTVWiLx5NRESkCaK28K5evSpf/FMQBPz111/Izs4GADx8+FDM0IiIajYtfGQkasLr0aOHwnO6/v37A3jWlSkIArs0iYiqihZ2aYqW8G7fvi3WpYmIiAlPc1xcXMS6NBERaeEoTdEGrfTo0QO7d+8ud//Dhw/RoEEDDUZERKQ9BJmg8lZdiZbwjh07hmHDhiE4OLjM/cXFxbh7966GoyIioppK1GkJq1atwtKlSzF48GDk5OSIGQoRkXbRwpVWRE14AwcOxKlTp5CQkICOHTsqLC1GRERVSMQXwIpF9InnTZs2xZkzZ1CnTh20b98eR44cETskIqKaTyaovlVToic8ALCwsMCBAwcwceJE9O3bF+Hh4WKHRERUs2lhl6Zo0xJenFQukUgQFhaGVq1aYcKECTh69KhIkRERaYFqnLhUJVoLr7w3IYwYMQInTpzA5cuXNRwRERHVZKJOS7C2ti5zX6tWrXDu3Dls2LBBXvbPP/9ApoV/kZT4YfMONO/si7Clq8utc+vvu/jk8y/Re6g/mnf2xebtezQS26Gjv2PAyIlo0/0tDB47CcdPnpbvKywqwpKV6zB47CS07zEI3d8ajaAFi5D24NFLzkg1QZcuHbBnTwTu3jmHwoJ/8dZbPgr7v/giEJcvxyL9yU2kpSbgt4Pb8Eb71iJFq4UEQfWtmhIt4Xl5eUFPr/weVRsbG/j5+ck/u7u7486dOxqI7PVz+dp17Pz5VzRyrf/Sern5eajt7IhPJr0LWxsrtVz79PlL6D3Uv9z9Fy5fxWfzwjC4vw92bliBN7t64uOgBbj59x0AQF5ePq5eT8QH40Zix/oVWPr1HNxJ+geTZ85XS3z0+jIxMcalS1fx8dTZZe6/efNvTJ06B63b9IB398G4e/cefv01Era2Zf8hTGrGZ3ivL219GezTp7mYNf8bzJs5FWs2/vjSuh5NG8OjaWMAwNJVG8qsI5PJsG7LTuz65SAePnoCl7q18OG4kejdvatK8W3Z8TM6d2iH90a/DQCY8r4f4s6cR+SufQj+bArMTE3ww7KvFY75PHASRk74BMkpaXBytFfpuvT6O3ToGA4dOlbu/m3b9ip8/nTGfLz33ih4eLjj2LETVRwdVefRlqp6LUZpUvm+XPwdunm2h6eaunrWbt6OX36LxtwZU7B3y2r4DRuMWSHf4MyFSyqd72LCNXi2a6VQ1qlDW1xMuFbuMdnZTyGRSGBmZqLSNanm0dfXx4QJo5GenoFLlxLEDkc7aOE8vGrTwtNGvx6JwbUbidj2wzK1nK+goAA/bNqOtctC0ap5UwBAnVpOOH8pATt/Poj2rVsofc6Hj57Axlqx+9TW2goPHz0ps35+fgHCV61H355eMDVhwtN2ffv2xNYtK2FsbITk5FT4+o7Eo3K+O6RmWtjCq/YJLz8/H/n5+QplOvn5kEqlIkWkHsmpDxC2dA3WLv0aUqmBWs6Z9E8ycvPyMfGTzxXKCwuL0LRRQ/nn9j0Hy3+WFctQUFioUNa/95sI/myK0tcvLCrC9C++hiAI+GLGZBXugGqamJg/0K59b9jaWGP8+FGIjFyNzl364wEHNVEVqDYJr7yXwYaGhmL+fMUBEHNmfIy5n03VRFhV5ur1m3j8JB3D3vsvMRQXy3Au/gp+3L0P54/9Al1dXaXO+TQ3FwCw8pv5cLCzVdinr68v//mniO/kP19K+Avhq9Zjw4qF8jITE2P5z7Y2Vnj0WPEv8oePn5QaNFOS7O6npmH98jC27gjAs2fUiYl3kJh4B3+ePo+rCSfw7rsjsXDhCrFDq/GEajz4RFXVJuGVN2glKCgIgYGBCmU6Wf9qIqQq1bFtK+zZvEqhbM5XS1DfpQ7Gj3lH6WQHAA3r1YWBgT6SUx+8tPuybm1n+c8paQ+hq6urUPa8ls2a4tS5eIwd/l8LMO7MBbRs1lT+uSTZJd27j/XfhsHSwlzp2Ek76OhI1NajQa/ALk3NKiwshJGREeLj49G8efOX1r169SqcnUv/0pVKpaW6LwsLHqo1TjGYmBjDrUE9hTIjI0NYmpvJy4MWLIK9rQ2mTXoXwLN/z8TbSf//cxFSHzzCXzcSYWxshLq1nWFiYoxxI4di4fLvIchkaN2iGbJznuLCpQSYmhhjYN9eSsc5ZthAvBvwGSJ+/AndOr2Bg0dikfDXTcyb+fGzOIqKEDj7K1y9cQvfLZwPmUyGh48eAwAszM0UWpZUs5iYGMP1uak09evVRcuWzfD48RM8evQEQUFTsX/fYSSnpMLWxhqTJo1DrVqO+Omn/SJGrUWq8eATVYma8PT19VG3bl0UFxe/sm6dOnU0EFH1kpyaBp3nunrTHj7G2+/+1wUa8eNPiPjxJ7Rr7YGI/++SnDLRD1aWFvhh8w7cu58Cc1MTNG3siol+w1WKobWHO/43bya+/X4jlq2JgEvtWlge+oU8Kac9eIRjJ04BAN4eF6Bw7Ppv/4c32ig/UIaqh7ZtWyL6yC7550WL5gEANm3agY8CZqFx44YYO+Z72Npa49GjJzh77iK6dx+Cq1dviBSxltHCFp5EEHmC27p167B7925s3ry53JVXlFX4kK8ZIs0wdlZt/iKRsgoL1PuoJmfeSJWPNZn38jnBz1u1ahVWrVolXzikWbNmmDt3Lnx9fQEAeXl5mD59OrZt24b8/Hz4+Phg5cqVcHBwkJ8jKSkJkyZNwrFjx2Bqagp/f3+Ehoa+dPGSsoj+DG/FihW4desWnJ2d4eLiApMXBjOcP39epMiIiKiyateujbCwMLi5uUEQBGzcuBEDBw7EhQsX0KxZM0ybNg0HDhzAzp07YWFhgcmTJ2PIkCH4448/AADFxcXo168fHB0dcfLkSSQnJ8PPzw/6+vr4+uuvX3F1RaK38F4cYfmi4OBgpc/JFh5pClt4pClqb+HNHaHysXqzN5aaDlbWeIryWFtb45tvvsHbb78NOzs7REZG4u23n63W9Ndff6Fp06aIi4tDx44dcfDgQfTv3x/379+Xt/pWr16NmTNn4sGDBzAwqPggJ9FbeKokNCIiqqRKDFopazpYcHAw5s2b99LjiouLsXPnTuTk5MDT0xPnzp1DYWEhevbsKa/TpEkT1K1bV57w4uLi4OHhodDF6ePjg0mTJiEhIQGtW1d8FSrREx4ApKenY9euXUhMTMSMGTNgbW2N8+fPw8HBAbVq1RI7PCKimqcSg1aC5pSeDvay1t3ly5fh6emJvLw8mJqaYs+ePXB3d0d8fDwMDAxgaWmpUN/BwQEpKSkAgJSUFIVkV7K/ZJ8yRE94ly5dQs+ePWFhYYE7d+5g4sSJsLa2xu7du5GUlIRNmzaJHSIRUY1TmYnnynRfAkDjxo0RHx+PjIwM7Nq1C/7+/oiNjVX5+qoSffHowMBAjBs3Djdv3oShoaG8vG/fvjh+/LiIkRER1WAyQfVNSQYGBnB1dUXbtm0RGhqKli1bYtmyZXB0dERBQQHS09MV6qempsLR0REA4OjoiNTU1FL7S/YpQ/SEd+bMGXzwwQelymvVqqV0c5WIiF5/MpkM+fn5aNu2LfT19REdHS3fd/36dSQlJcHT0xMA4OnpicuXLyMtLU1eJyoqCubm5nB3d1fquqJ3aUqlUmRmZpYqv3HjBuzs7ESIiIhIC2ho4nlQUBB8fX1Rt25dZGVlITIyEjExMTh06BAsLCwwfvx4BAYGwtraGubm5pgyZQo8PT3RsWNHAEDv3r3h7u6OsWPHYuHChUhJScGcOXMQEBCg9EsCRE94b731FkJCQrBjxw4AzxaJTkpKwsyZMzF06FCRoyMiqqE0tLRYWloa/Pz8kJycDAsLC7Ro0QKHDh1Cr17PljIMDw+Hjo4Ohg4dqjDxvISuri7279+PSZMmwdPTEyYmJvD390dISIjSsYg+Dy8jIwNvv/02zp49i6ysLDg7OyMlJQWenp749ddfS01ErwjOwyNN4Tw80hR1z8PLDnxL5WNNl/yixkg0R/QWnoWFBaKionDixAlcunQJ2dnZaNOmjcK8DCIiUi9BC9fSFD3hlejSpQu6dOkidhhERNqBCU8c0dHRiI6ORlpaGmQvzA1Zv369SFEREVFNInrCmz9/PkJCQtCuXTs4OTmV+2ZzIiJSI77xXPNWr16NiIgIjB07VuxQiIi0B7s0Na+goACdOnUSOwwiIu2ihQlP9JVWJkyYgMjISLHDICLSKoIgqLxVV6K38PLy8vD999/jyJEjaNGiBfT19RX2L1myRKTIiIhqMC1s4Yme8C5duoRWrVoBAK5cuaKwjwNYiIhIXURPeMeOHRM7BCIi7cMWHhERaQOutCKCnJwchIWFlTvx/O+/uS4mEZHaMeFp3oQJExAbG4uxY8dy4jkRkaZo37xz8RPewYMHceDAAXTu3FnsUIiItIY2dmmKPg/PysoK1tbWYodBREQ1nOgJb8GCBZg7dy6ePn0qdihERNpDJqi+VVOid2kuXrwYiYmJcHBwQL169UpNPD9//rxIkRER1WB8hqd5gwYNEjsEIiKto43P8ERPeMHBwWKHQESkfdjCIyIibcAWnoZYW1vjxo0bsLW1hZWV1Uvn3j1+/FiDkRERUU0lSsILDw+HmZkZAGDp0qVihEBEpN3Ypflqv/32G0xNTdGlSxcAwHfffYe1a9fC3d0d3333HaysrF55Dn9/f/nP0dHR8Pb2hpeXFxo2bKhsOEREpAJBCxOe0vPwZsyYgczMTADA5cuXMX36dPTt2xe3b99GYGCg0gFIpVKEhYWhUaNGqFOnDsaMGYMffvgBN2/eVPpcRERUQbJKbNWURFDy9bWmpqa4cuUK6tWrh3nz5uHKlSvYtWsXzp8/j759+yIlJUWlQP79918cP34csbGxiI2NxY0bN+Dk5IR//vlH6XMVPuSC06QZxs5dxQ6BtERhwb9qPd9DXy+Vj7U9GKvGSDRH6RaegYGBfFWUI0eOoHfv3gCeDUQpafmpwsrKCjY2NrCysoKlpSX09PRgZ2en8vmIiOgltLCFp/QzvC5duiAwMBCdO3fG6dOnsX37dgDAjRs3ULt2baUD+PzzzxETE4MLFy6gadOm8PLywqxZs9CtW7cKPQ8kIiKqCKVbeCtWrICenh527dqFVatWoVatWgCevfWgT58+SgcQFhaGxMREBAcHY9u2bQgPD8fAgQOZ7IiIqpAgU31TRmhoKNq3bw8zMzPY29tj0KBBuH79ukIdb29vSCQShe3DDz9UqJOUlIR+/frB2NgY9vb2mDFjBoqKipSKRelneOp28eJFxMbGIiYmBr///jsMDAzg5eUFb29veHt7o1GjRkqfk8/wSFP4DI80Rd3P8NJ6qP4Mzz664s/w+vTpgxEjRqB9+/YoKirC559/jitXruDq1aswMTEBAPnv+pCQEPlxxsbGMDc3BwAUFxejVatWcHR0xDfffIPk5GT4+flh4sSJ+Prrrysci0oJLzExERs2bEBiYiKWLVsGe3t7HDx4EHXr1kWzZs2UPZ2CixcvIjw8HFu3boVMJkNxcbHS52DCI01hwiNNUXfCS+2uesJzOKb6oJUHDx7A3t4esbGx6NatG4BnCa9Vq1blzss+ePAg+vfvj/v378PBwQEAsHr1asycORMPHjyAgYFBha6tdJdmbGwsPDw88Oeff2L37t3Izs4G8CxRqbIupiAIOH/+PJYsWYK33noL3bt3x5YtW+Dh4YGPP/5Y6fMREVEFCBKVt/z8fGRmZips+fn5FbpsRkYGAJR6D+rWrVtha2uL5s2bIygoSOGVcXFxcfDw8JAnOwDw8fFBZmYmEhISKnzLSie8WbNm4csvv0RUVJRCVn3zzTdx6tQpZU8Ha2trdOjQAZGRkXBzc8PGjRvx8OFDnD9/HuHh4Uqfj4iIqlZoaCgsLCwUttDQ0FceJ5PJ8Mknn6Bz585o3ry5vHzUqFHYsmULjh07hqCgIGzevBljxoyR709JSVFIdgDkn5WZCqf0KM3Lly8jMjKyVLm9vT0ePnyo7OmwZcsWdO3aVd5XS0REVa8yK60EBQWVWmhEKpW+8riAgABcuXIFJ06cUCh///335T97eHjAyckJPXr0QGJiolpX4FK6hWdpaYnk5ORS5RcuXJCP2FRGv379mOyIiDRMkElU3qRSKczNzRW2VyW8yZMnY//+/Th27Ngrp7B16NABAHDr1i0AgKOjI1JTUxXqlHx2dHSs8D0rnfBGjBiBmTNnIiUlBRKJBDKZDH/88Qc+/fRT+Pn5KXs6IiISgaamJQiCgMmTJ2PPnj04evQo6tev/8pj4uPjAQBOTk4AAE9PT1y+fBlpaWnyOlFRUTA3N4e7u3uFY1F6lGZBQQECAgIQERGB4uJi6Onpobi4GKNGjUJERAR0dXWVOV2V4ChN0hSO0iRNUfcozX8931T52FpxRytc96OPPkJkZCR+/vlnNG7cWF5uYWEBIyMjJCYmIjIyEn379oWNjQ0uXbqEadOmoXbt2oiNfTYatGRagrOzMxYuXIiUlBSMHTsWEyZMqPppCcCzSYBXrlxBdnY2WrduDTc3N1VOUyWY8EhTmPBIU9Sd8P7poHrCq/1nxRNeee873bBhA8aNG4d79+5hzJgxuHLlCnJyclCnTh0MHjwYc+bMUXjcdffuXUyaNAkxMTEwMTGBv78/wsLCoKdX8aEook88rwpMeKQpTHikKdU14b1OlB6l+d577710//r161UOhoiINEOQld3yqsmUTnhPnjxR+FxYWIgrV64gPT0db76p+l8MRESkOTWvb+/VlE54e/bsKVUmk8kwadIkvrGciKia0MYWntLTEso8iY4OAgMDuTIKEVE1UZl5eNWV0i288iQmJir9qgYiIhIHuzQr4MXlZARBQHJyMg4cOAB/f3+1BUZERKROSie8CxcuKHzW0dGBnZ0dFi9e/MoRnERE9Hqozl2TqlI64R07dqwq4iAiIg0SBCY8IiLSApV5W0J1VaGE17p163KXh3nR+fPnKxUQERFVPRlbeGUbNGhQFYdBRESaxC7NcgQHB1d1HERERFWKz/CIiLQQR2lWQHFxMcLDw7Fjxw4kJSWhoKBAYf/jx4/VFhwREVUNbZx4rvTSYvPnz8eSJUswfPhwZGRkIDAwEEOGDIGOjg7mzZtXBSESEZG6aePSYkonvK1bt2Lt2rWYPn069PT0MHLkSPzwww+YO3cuTp06VRUxEhGRmskEicpbdaV0wktJSYGHhwcAwNTUFBkZGQCA/v3748CBA+qNjoiIqoQgSFTeqiulE17t2rWRnJwMAGjYsCEOHz4MADhz5gykUql6oyMiIlITpRPe4MGDER0dDQCYMmUKvvjiC7i5ucHPz49raRIRVROCoPpWXVV4lOaKFSswZswYhIWFycuGDx+OunXrIi4uDm5ubhgwYECVBElEROpVnZ/FqUoiCBXL1xYWFigsLMTgwYMxfvx4vPnmm1Udm8oKH/4tdgikJYydu4odAmmJwoJ/1Xq+C3UHqnxs66Sf1RiJ5lS4SzMlJQWrV6/G/fv30atXL9SvXx8LFizAvXv3qjI+IiKqAtrYpVnhhGdkZAQ/Pz8cO3YMN2/exNixY7Fu3TrUr18fffr0wc6dO1FYWFiVsRIRkZpwWkIFNWjQACEhIbh9+zYOHjwIGxsbjBs3DrVq1VJ3fERERGpRqbU0JRIJ9PT0IJFIIAjCa9PCM+JzFdKQVB9XsUMgUkl1nk+nKpVaePfu3UNISAgaNGiAXr164f79+1i7dq18fh4REb3etLFLs8ItvIKCAuzevRvr16/H0aNH4eTkBH9/f7z33nto0KBBVcZIRERqVo3HnqiswgnP0dERT58+Rf/+/bFv3z74+PhAR0elBiIREYmsOrfUVFXhjDVnzhzcu3cPu3btgq+vL5MdEVE1pqm1NENDQ9G+fXuYmZnB3t4egwYNwvXr1xXq5OXlISAgADY2NjA1NcXQoUORmpqqUCcpKQn9+vWDsbEx7O3tMWPGDBQVFSkVS4WzVmBgIOzs7JQ6ORERabfY2FgEBATg1KlTiIqKQmFhIXr37o2cnBx5nWnTpmHfvn3YuXMnYmNjcf/+fQwZMkS+v7i4GP369UNBQQFOnjyJjRs3IiIiAnPnzlUqlgqvtFKd6BlwegRpBkdpkqbY7ItV6/l+d3xb5WPfuLsV+fn5CmVSqbRCLxB48OAB7O3tERsbi27duiEjIwN2dnaIjIzE228/i+mvv/5C06ZNERcXh44dO+LgwYPo378/7t+/DwcHBwDA6tWrMXPmTDx48AAGBgYVipv9kkREWkiAROUtNDQUFhYWCltoaGiFrlvySjlra2sAwLlz51BYWIiePXvK6zRp0kS+TjMAxMXFwcPDQ57sAMDHxweZmZlISEio8D1Xah4eERFVT7JK9O0FBQUhMDBQoawirTuZTIZPPvkEnTt3RvPmzQE8W7bSwMAAlpaWCnUdHByQkpIir/N8sivZX7KvopjwiIi0kAyqj9KsaPfliwICAnDlyhWcOHFC5WtXRoUS3ouZ/GWWLFmicjBERKQZQiUSniomT56M/fv34/jx46hdu7a83NHREQUFBUhPT1do5aWmpsLR0VFe5/Tp0wrnKxnFWVKnIiqU8C5cuFChk0kk2jevg4iIyicIAqZMmYI9e/YgJiYG9evXV9jftm1b6OvrIzo6GkOHDgUAXL9+HUlJSfD09AQAeHp64quvvkJaWhrs7e0BAFFRUTA3N4e7u3uFY6lQwjt27FiFT0hERK8/mYauExAQgMjISPz8888wMzOTP3OzsLCAkZERLCwsMH78eAQGBsLa2hrm5uaYMmUKPD090bFjRwBA79694e7ujrFjx2LhwoVISUnBnDlzEBAQoFTXKp/hERFpIU11aa5atQoA4O3trVC+YcMGjBs3DgAQHh4OHR0dDB06FPn5+fDx8cHKlSvldXV1dbF//35MmjQJnp6eMDExgb+/P0JCQpSKRaV5eGfPnsWOHTuQlJSEgoIChX27d+9W9nRqx3l4pCmch0eaou55eL85jFD52D6p29QYieYoPQ9v27Zt6NSpE65du4Y9e/agsLAQCQkJOHr0KCwsLKoiRiIiUjNZJbbqSumE9/XXXyM8PBz79u2DgYEBli1bhr/++gvDhg1D3bp1qyJGIiJSs8pMPK+ulE54iYmJ6NevHwDAwMAAOTk5kEgkmDZtGr7//nu1B0hERKQOSic8KysrZGVlAQBq1aqFK1euAADS09Px9OlT9UZHRERVQiZRfauulB6l2a1bN0RFRcHDwwPvvPMOpk6diqNHjyIqKgo9evSoihiJiEjNKrPSSnWldMJbsWIF8vLyAACzZ8+Gvr4+Tp48iaFDh2LOnDlqD5CIiNSvxr0mpwKUTnglK1wDgI6ODmbNmqXWgIiIqOpV59GWqlL6GZ6uri7S0tJKlT969Ai6urpqCYqIiKqWTCJReauulE545c1Tz8/Pr/BL+IiIiDStwl2ay5cvB/BsgegffvgBpqam8n3FxcU4fvw4mjRpov4IiYhI7fgM7yXCw8MBPGvhrV69WqH70sDAAPXq1cPq1avVHyEREamdNj7Dq3DCu337NgCge/fu2L17N6ysrKosKCIiqlrVeT6dqpQepclXBRERVX/aOA9P6UErQ4cOxf/+979S5QsXLsQ777yjlqCIiKhqCZXYqiulE97x48fRt2/fUuW+vr44fvy4WoIiIiJSN6W7NLOzs8ucfqCvr4/MzEy1BEVERFVLG5/hKd3C8/DwwPbt20uVb9u2De7u7moJioiIqpY2vg9P6RbeF198gSFDhiAxMRFvvvkmACA6Oho//vgjdu7cqfYAiYhI/arzszhVKZ3wBgwYgL179+Lrr7/Grl27YGRkhBYtWuDIkSPw8vKqihiJiEjNtLFLU+mEBwD9+vWTvwT2eVeuXEHz5s0rHRQREVWt6tw1qSqln+G9KCsrC99//z3eeOMNtGzZUh0xERERqZ3KCe/48ePw8/ODk5MTFi1ahDfffBOnTp1SZ2xERFRFOGjlFVJSUhAREYF169YhMzMTw4YNQ35+Pvbu3av2EZqCIODBgwewt7dX63mJiAgQtPAZXoVbeAMGDEDjxo1x6dIlLF26FPfv38e3336r8oWNjY3x4MED+ed+/fohOTlZ/jktLQ1OTk4qn5+IiMrHFt5LHDx4EB9//DEmTZoENze3Sl84Ly9P4d16x48fR25urkKd8t69R0RElVOdE5eqKtzCO3HiBLKystC2bVt06NABK1aswMOHD6syNkiq8Zt1iYheZ1xL8yU6duyItWvXIjk5GR988AG2bdsGZ2dnyGQyREVFISsrqyrjJCIiqhSlR2mamJjgvffew4kTJ3D58mVMnz4dYWFhsLe3x1tvvVXh80gkEoUW3IufiYio6sgkqm/KOH78OAYMGABnZ2dIJBLs3btXYf+4cePkv/9Ltj59+ijUefz4MUaPHg1zc3NYWlpi/PjxyM7OVvqeKzUPr3Hjxli4cCH++ecf/Pjjj0odKwgCGjVqBGtra1hbWyM7OxutW7eWf27SpEllQiMiopfQ1KCVnJwctGzZEt999125dfr06YPk5GT59mI+GT16NBISEhAVFYX9+/fj+PHjeP/995WMRMWVVl6kq6uLQYMGYdCgQRU+ZsOGDeq4NBERqUBTg1Z8fX3h6+v70jpSqRSOjo5l7rt27Rp+++03nDlzBu3atQMAfPvtt+jbty8WLVoEZ2fnCseiloSnCn9/f7EuTUSk9Soz+CQ/Px/5+fkKZVKpFFKpVKXzxcTEwN7eHlZWVnjzzTfx5ZdfwsbGBgAQFxcHS0tLebIDgJ49e0JHRwd//vknBg8eXOHrVHppMSIi0i6hoaGwsLBQ2EJDQ1U6V58+fbBp0yZER0fjf//7H2JjY+Hr64vi4mIAzxY8eXEBEj09PVhbWyMlJUWpa4nWwqtfv/4rB6lIJBIkJiZqKCIiIu1RmbclBAUFITAwUKFM1dbdiBEj5D97eHigRYsWaNiwIWJiYtCjRw/VgyyDaAnvk08+KXffnTt3sGbNmlJNZiIiUo/KPMOrTPflqzRo0AC2tra4desWevToAUdHR6SlpSnUKSoqwuPHj8t97lce0RLe1KlTS5U9fvwYCxYswKpVq9ChQwf873//EyEyIqKa73WdQP7PP//g0aNH8qUlPT09kZ6ejnPnzqFt27YAgKNHj0Imk6FDhw5KnVu0hPe83NxcLFmyBIsWLYKLiwt2796Nvn37ih0WEVGNJdNQysvOzsatW7fkn2/fvo34+Hj5FLT58+dj6NChcHR0RGJiIj777DO4urrCx8cHANC0aVP06dMHEydOxOrVq1FYWIjJkydjxIgRSo3QBEROeMXFxVi7di3mz58PQ0NDLF++HGPGjOEEdCKiKqapaQlnz55F9+7d5Z9Lnv35+/tj1apVuHTpEjZu3Ij09HQ4Ozujd+/eWLBggUKX6datWzF58mT06NEDOjo6GDp0KJYvX650LKIlvB07dmDOnDlIT0/H7NmzMWnSJBgYGIgVDhERVQFvb++Xvgjg0KFDrzyHtbU1IiMjKx2LaAlvxIgRMDIywsiRI3H37l3MmjWrzHpLlizRcGRERDXf6/oMryqJlvC6dev2ymkH7NokIqoa2vh6INESXkxMjFiXJiLSepWZh1ddvRajNAHI361na2srciRERDWfpkZpvk5EXVosPT0dAQEBsLW1hYODAxwcHGBra4vJkycjPT1dzNCIiGo0bXwBrGgtvMePH8PT0xP//vsvRo8ejaZNmwIArl69ioiICERHR+PkyZOwsrISK0QiIqpBREt4ISEhMDAwQGJiIhwcHErt6927N0JCQhAeHi5ShERENZc2DloRrUtz7969WLRoUalkBwCOjo5YuHAh9uzZI0JkREQ1nwyCylt1JVoLLzk5Gc2aNSt3f/PmzZV+9QMREVVM9U1bqhOthWdra4s7d+6Uu//27duwtrbWXEBERFpEVomtuhIt4fn4+GD27NkoKCgotS8/Px9ffPEF+vTpI0JkREQ1H7s0NSgkJATt2rWDm5sbAgIC0KRJEwiCgGvXrmHlypXIz8/H5s2bxQqPiIhqGNESXu3atREXF4ePPvoIQUFB8sVFJRIJevXqhRUrVqBOnTpihUdEVKNV33aa6kRdaaV+/fo4ePAgnjx5gps3bwIAXF1dy3x2988//8DZ2Rk6OqLOlSciqhGq87M4Vb0WS4tZWVnhjTfeeGkdd3d3xMfHo0GDBhqKioio5hK0sI33WiS8injZ+5SIiEg5bOEREZFWqM6jLVXFB2JERKQV2MLTMl27dMD06ZPQprUHnJ0dMeTt9/DLL4cU6swL/hTj3xsFS0tznDx5FgFTgnDr1m2RIqaqZvj2aEg7dYNurboQCvJR9NcV5ESsgezfey89TmJiCuOxE2Dg2Q0SMzPI0lKRs/ZbFJ77s8piNejsDeMx70HH3hHF9//F04jV/11PVxfGYyZAv11H6Do6QcjJQeHFc8jZuAbC40dVFlN1pX3tu2rUwuPbz9XDxMQYly5dxZSps8vcP+PTjzA54D18NHkWOnUZgJynT/Hr/q2QSqUajpQ0Rb95S+Qd2IOMGZOQ+cV0QFcP5iGLAKlh+Qfp6cF8wWLo2DsiK2wu0j8ci+wV30D26KHKceg1bwXLH7aVv79JM5jO+AJ5h39FxtSJKDj1O8xmfwXduvUBABKpIXQbNkLu9k1I/2QiskK/gE6tOjCf87XKMdVknHj+GuOgFfX47dAx/HboWLn7P54yAV+HLsO+fYcBAOPenYr7/8Rj4EAf7Njxi6bCJA3KmveZwufspaGw3voL9FwboSjhUpnHSHv2hcTUDFkzPgKKiwEAsrQX1r6VSGA4dBQM+wyAjqU1iu/fQ+62TSg4GatSnIZvvY3C86eRt+dZUszduh76rdrBsP9g5KxcAuFpDrLmTpfXlwHIWbMMlkvWQMfOHrIHaSpdt6bSxkErorbwCgsLoaenhytXrryy7tWrV+Hi4qKBqLRX/fp14eTkgOijJ+RlmZlZOH36Ajp2aCtiZKRJEhNTAICQlVVuHYMOnVH0VwJMPpwGq017YLFiA4zeGQM8N0/W6J3RkL7pg5zvFiM9wB95P++E6fTZ0GveUqW49Jo0Q2H8OYWywgtnoNek/EXodYxNIMhkELKzVbpmTSZU4n/VlagtPH19fdStWxfF//8X4stw1ZWq5+hgDwBITX2gUJ6a9hCOjvZihESaJpHAZOJkFF69hOKk8p/b6jo6QadFa+THHEHm/JnQdaoFk0nTAF1d5G7bCOjpw+idMcicMx1F1xMAAPmpydBz94Bhn7eQfeWi0qHpWFpDlv5EoUyW/gQ6luUsMq9vAONxH6DgeDSE3KdKX6+m08YWnuhdmrNnz8bnn3+OzZs3q/R2hPz8fOTn5yuUCYLAZ35EKjD5cBp069ZH5swpL68o0YEsIx053y0CZDIUJ96Ajo0djIaMQO62jdB1rgWJoRHMFyxSPE5PH0V/35R/tN5x8L99OrqAvr5CWX5MFHJWLlH+RnR1YTZzHiCRqHY81UiiJ7wVK1bg1q1bcHZ2houLC0xMTBT2nz9//qXHh4aGYv78+QplEh1TSHTN1R5rTZeS+uwZh4ODHVJS/nve4WBvi/iLCWKFRRpi8sFU6Lf3RGbQFMgePXhpXdmTRxCKigDZf+2E4n/uQsfaBtDTg8TQCACQGTKr9ECWwv/ekJI+dYL8Z71GTWE87gNkfv6JvEx4mvPfNdMfQ8fSSuFUOpZWkKU/Vjy/ri7MZs6Hjr0DMmdPY+uuHNW5a1JVoie8QYMGVer4oKAgBAYGKpRZ2TSp1Dm11e3bSUhOTsWb3bvg4v8nODMzU7zxRmus/n6TyNFRVTL5YCoMPLsiI2gqZKmvfvFy4dUrkHr1ACQS4P8HlOk6136W3IqKUHTvDoSCfOjYOaDoJd2XsuR///vZxg4oLlYoe17RXwnQb9kWeb/skpfpt2qHor+e+2OsJNk510Lm559AyMp85b1oK3ZpiiA4OLhSx0ul0lJD5tmdWT4TE2O4utaXf65fry5atmyGx4+f4N69+1j+7Q/4POhj3Lz1N+7cuYf582bg/v1U/PzzoZeclaozk0nTYNCtB7K+mg0hNxeS/38mJjzNBv7/fZWm0z6H7NEDPN20FgCQf3AvDPsPhvHEj5G3/yfoOteG0TtjkLf/p2cnzc1F7p7tMJkQAIlEgsKrlyExMYF+Uw8IT3OQf1T571PeL7tgHrochoOGoeDsKUi7vgk918bIWfH/3aa6ujCbFQLdho2QFTIL0NH9716yM4Giokr+S9UsMi0c+S56wgOA9PR07Nq1C4mJiZgxYwasra1x/vx5ODg4oFatWmKHV6O0a9sS0Uf++wt58aJ5AICNm3Zg/IRp+GbRSpiYGGP1yoWwtDTHH3+cQb8BY0o9J6Waw7DvIACARehyhfLspaHIj/4NAKBjZw9B+K9NIHv4AFlzZ8B4QgAsv10P2aOHyNv3E3J/ipTXyd2yDkJGOozeGQ0TB2cIOdkoSryB3J1bVIqz6K8EZC9aAOMx42HsNxHF9/9B1lez5YNrdGzsYNCxCwDA8tv1CsdmBE1F0ZV4la5bU2lfugMkgsgT3C5duoSePXvCwsICd+7cwfXr19GgQQPMmTMHSUlJ2LRJ+a40PQMmSdKMVB9XsUMgLWGzT7X5i+UZ5TJY5WMj7+6pcN3jx4/jm2++wblz55CcnIw9e/YoPMoSBAHBwcFYu3Yt0tPT0blzZ6xatQpubm7yOo8fP8aUKVOwb98+6OjoYOjQoVi2bBlMTU2Vilv0lVYCAwMxbtw43Lx5E4aG/63s0LdvXxw/flzEyIiIqLJycnLQsmVLfPfdd2XuX7hwIZYvX47Vq1fjzz//hImJCXx8fJCXlyevM3r0aCQkJCAqKgr79+/H8ePH8f777ysdi+hdmmfOnMGaNWtKldeqVQspKa9+eE5ERMqrzCjNsqaDlTWeAgB8fX3h6+tbdgyCgKVLl2LOnDkYOHAgAGDTpk1wcHDA3r17MWLECFy7dg2//fYbzpw5g3bt2gEAvv32W/Tt2xeLFi2Cs7NzheMWvYUnlUqRmVl6JNWNGzdgZ2cnQkRERDWfrBJbaGgoLCwsFLbQ0FClY7h9+zZSUlLQs2dPeZmFhQU6dOiAuLg4AEBcXBwsLS3lyQ4AevbsCR0dHfz5p3ILlYue8N566y2EhISgsLAQwLMRlklJSZg5cyaGDh0qcnRERDVTZRaPDgoKQkZGhsIWFBSkdAwlvXgODg4K5Q4ODvJ9KSkpsLdXXOlJT08P1tbWSvcCip7wFi9ejOzsbNjb2yM3NxdeXl5wdXWFmZkZvvrqK7HDIyKqkSqzlqZUKoW5ubnCVh3eqCL6MzwLCwtERUXhxIkTuHTpErKzs9GmTRuFJi4REanX6zDx3NHREQCQmpoKJycneXlqaipatWolr5OWpvimi6KiIjx+/Fh+fEWJnvBKdOnSBV26dBE7DCIi0pD69evD0dER0dHR8gSXmZmJP//8E5MmTQIAeHp6Ij09HefOnUPbts/e2nL06FHIZDJ06NBBqeu9FgkvOjoa0dHRSEtLg0ym+HfH+vXryzmKiIhUpakp2NnZ2bh165b88+3btxEfHw9ra2vUrVsXn3zyCb788ku4ubmhfv36+OKLL+Ds7Cyfq9e0aVP06dMHEydOxOrVq1FYWIjJkydjxIgRSo3QBF6DhDd//nyEhISgXbt2cHJy4rJgREQaoKk3l589exbdu3eXfy5Z+9jf3x8RERH47LPPkJOTg/fffx/p6eno0qULfvvtN4V52Vu3bsXkyZPRo0cP+cTz5cuXl7rWq4i+0oqTkxMWLlyIsWPHqu2cXGmFNIUrrZCmqHullQF1+6t87L6k/WqMRHNEb+EVFBSgU6dOYodBRKRVtPH1QKJPS5gwYQIiIyNfXZGIiNSmMvPwqivRW3h5eXn4/vvvceTIEbRo0QL6+voK+5cs4duKiYio8kRPeJcuXZIPR71y5YrCPg5gISKqGiIP3xCF6Anv2LFjYodARKR1XoeJ55omesIjIiLN08ZBK6InvJycHISFhZU78fzvv/8WKTIiopqrOg8+UZXoCW/ChAmIjY3F2LFjOfGciEhD+AxPBAcPHsSBAwfQuXNnsUMhIqIaTPSEZ2VlBWtra7HDICLSKtrYpSn6xPMFCxZg7ty5ePr0qdihEBFpjcq8D6+6Er2Ft3jxYiQmJsLBwQH16tUrNfH8/PnzIkVGRFRzyfgMT/NKXgFBRESao33p7jVIeMHBwWKHQESkdfgMj4iIqIYSpYVnbW2NGzduwNbWFlZWVi+de/f48WMNRkZEpB20sYUnSsILDw+HmZkZAGDp0qVihEBEpNU48VxD/P395T9HR0fD29sbXl5eaNiwoRjhEBFpHW1s4Yn+DE8qlSIsLAyNGjVCnTp1MGbMGPzwww+4efOm2KEREdVY2jgPT/SEt3btWty4cQNJSUlYuHAhTE1NsXjxYjRp0gS1a9cWOzwiohpJEASVt+pK9IRXwsrKCjY2NrCysoKlpSX09PRgZ2cndlhERFRDiJ7wPv/8c3Tq1Ak2NjaYNWsW8vLyMGvWLKSkpODChQtih0dEVCPJIKi8VVeiTzwPCwuDnZ0dgoODMWTIEDRq1EjskIiIarzq3DWpKtET3oULFxAbG4uYmBgsXrwYBgYG8PLygre3N7y9vZkAiYiqQHVuqalKIrxmaf7ixYsIDw/H1q1bIZPJUFxcrPQ59AxqVUFkRKWl+riKHQJpCZt9sWo9XwtHT5WPvZQSp8ZINEf0Fp4gCLhw4QJiYmIQExODEydOIDMzEy1atICXl5fY4RER1Uh8W4IIrK2tkZ2djZYtW8LLywsTJ05E165dYWlpKXZoRERUg4g+SnPLli149OgRzp49i8WLF2PAgAFMdkREVUxTE8/nzZsHiUSisDVp0kS+Py8vDwEBAbCxsYGpqSmGDh2K1NRUdd8ugNeghdevXz+xQyAi0jqa7NJs1qwZjhw5Iv+sp/df6pk2bRoOHDiAnTt3wsLCApMnT8aQIUPwxx9/qD0O0RMeERFpniaXCNPT04Ojo2Op8oyMDKxbtw6RkZF48803AQAbNmxA06ZNcerUKXTs2FGtcYjepUlERJonEwSVt/z8fGRmZips+fn55V7r5s2bcHZ2RoMGDTB69GgkJSUBAM6dO4fCwkL07NlTXrdJkyaoW7cu4uLUPxKUCY+IiJQSGhoKCwsLhS00NLTMuh06dEBERAR+++03rFq1Crdv30bXrl2RlZWFlJQUGBgYlBq34eDggJSUFLXHzS5NIiItVJkuzaCgIAQGBiqUSaXSMuv6+vrKf27RogU6dOgAFxcX7NixA0ZGRirHoAomPCIiLVSZQStSqbTcBPcqlpaWaNSoEW7duoVevXqhoKAA6enpCq281NTUMp/5VRa7NImItJBY78PLzs5GYmIinJyc0LZtW+jr6yM6Olq+//r160hKSoKnp+orwZSHLTwiIi0kCDKNXOfTTz/FgAED4OLigvv37yM4OBi6uroYOXIkLCwsMH78eAQGBsLa2hrm5uaYMmUKPD091T5CE2DCIyLSSppaPPqff/7ByJEj8ejRI9jZ2aFLly44deqU/H2n4eHh0NHRwdChQ5Gfnw8fHx+sXLmySmJ57RaPVgcuHk2awsWjSVPUvXi0i00LlY+9++iSGiPRHLbwiIi0UA1s67wSEx4RkRbSxvfhMeEREWkhtvCIiEgr8H14RESkFTS5ePTrghPPiYhIK7CFR0SkhfgMj4iItAJHaRIRkVZgC4+IiLQCR2kSEZFW0MYWHkdpEhGRVmALj4hIC3HQChERaQVt7NJkwiMi0kIctEJERFpBG5cWY8IjItJC2tjC4yhNIiLSCmzhERFpIQ5aISIircBneEREpBXYwiMiIq3AhEdERFpB+9IdR2kSEZGWkAja2K6lUvLz8xEaGoqgoCBIpVKxw6EajN81EgsTHgEAMjMzYWFhgYyMDJibm4sdDtVg/K6RWNilSUREWoEJj4iItAITHhERaQUmPAIASKVSBAcHcxABVTl+10gsHLRCRERagS08IiLSCkx4RESkFZjwiIhIKzDhiSwiIgKWlpZih0FaiN890jZMeCIbPnw4bty4IXYYrxQTEwOJRFLu1r17dwDAnTt3yq1z6tQpAM9+0ZaU6ejowMnJCcOHD0dSUlKp6yYkJGDYsGGws7ODVCpFo0aNMHfuXDx9+lSj918TVZfvXol79+7hvffeg7OzMwwMDODi4oKpU6fi0aNHCvW8vb0hkUiwbds2hfKlS5eiXr168s/Pfw+f3wwNDTVxOyQCJjyRGRkZwd7eXuwwUFBQ8NL9nTp1QnJycqltzZo1kEgk+OijjxTqHzlypFTdtm3byvebm5sjOTkZ//77L3766Sdcv34d77zzjsI5Tp06hQ4dOqCgoAAHDhzAjRs38NVXXyEiIgK9evV6Zcz0ctXluwcAf//9N9q1a4ebN2/ixx9/xK1bt7B69WpER0fD09MTjx8/VqhvaGiIOXPmoLCw8KXnLfkePr/dvXu3UvdDrzGB1G7fvn2ChYWFUFRUJAiCIFy4cEEAIMycOVNeZ/z48cLo0aOFDRs2CBYWFvLy4OBgoWXLlsKmTZsEFxcXwdzcXBg+fLiQmZkpr+Pl5SVMmTJFmDFjhmBlZSU4ODgIwcHBCjE8efJEGD9+vGBrayuYmZkJ3bt3F+Lj40tdZ+3atUK9evUEiUSi9H1evXpVMDMzE2bPni0vu337tgBAuHDhQrnHvXjPgiAIy5cvFwAIGRkZgiAIgkwmE9zd3YV27doJxcXFCnXj4+MFiUQihIWFKR1zTVdTv3t9+vQRateuLTx9+lShPDk5WTA2NhY+/PBDhRjfffddwcbGRvjuu+/k5eHh4YKLi4v8c1nfQ6rZ2MKrAl27dkVWVhYuXLgAAIiNjYWtrS1iYmLkdWJjY+Ht7V3m8YmJidi7dy/279+P/fv3IzY2FmFhYQp1Nm7cCBMTE/z5559YuHAhQkJCEBUVJd//zjvvIC0tDQcPHsS5c+fQpk0b9OjRQ+Ev4Vu3buGnn37C7t27ER8fr9Q9pqenY+DAgfD29saCBQuUOvZFaWlp2LNnD3R1daGrqwsAiI+Px9WrVxEYGAgdHcWvacuWLdGzZ0/8+OOPlbpuTVQTv3uPHz/GoUOH8NFHH8HIyEhhn6OjI0aPHo3t27crvNDU3Nwcs2fPRkhICHJycl56ftIeTHhVwMLCAq1atZL/komJicG0adNw4cIFZGdn499//8WtW7fg5eVV5vEymQwRERFo3rw5unbtirFjxyI6OlqhTosWLRAcHAw3Nzf4+fmhXbt28jonTpzA6dOnsXPnTrRr1w5ubm5YtGgRLC0tsWvXLvk5CgoKsGnTJrRu3RotWrSo8P3JZDKMGjUKenp62Lp1KyQSSak6nTp1gqmpqcL2vIyMDJiamsLExAQODg44duwYAgICYGJiAgDyZ0tNmzYtM4amTZtWq+dPmlITv3s3b96EIAgv/S48efIEDx48UCj/6KOPYGhoiCVLlpR77pLv4fObr6/vS+Oh6otvPK8iXl5eiImJwfTp0/H7778jNDQUO3bswIkTJ/D48WM4OzvDzc0Nf/zxR6lj69WrBzMzM/lnJycnpKWlKdR58ZfE83UuXryI7Oxs2NjYKNTJzc1FYmKi/LOLiwvs7OyUvrfPP/8ccXFxOH36tEKcz9u+fXu5v6AAwMzMDOfPn0dhYSEOHjyIrVu34quvvipVT+BCQEqrqd89Zb8LUqkUISEhmDJlCiZNmlRmnZLv4fNebEVSzcGEV0W8vb2xfv16XLx4Efr6+mjSpAm8vb0RExODJ0+elPsXNgDo6+srfJZIJJDJZBWuk52dDScnJ4VurBLPD0MvaU0pY9u2bVi0aBEOHDgANze3cuvVqVMHrq6u5e7X0dGR72/atCkSExMxadIkbN68GQDQqFEjAMC1a9fQunXrUsdfu3ZNXocU1bTvnqurKyQSCa5du4bBgweX2n/t2jVYWVmVmUDHjBmDRYsW4csvv1QYoVni+e8h1Xzs0qwiJc9SwsPD5b9gSn7pxMTElPsMRR3atGmDlJQU6OnpwdXVVWGztbVV+bzx8fEYP348wsLC4OPjo8aIgVmzZmH79u3yv7ZbtWqFJk2aIDw8vNQv3IsXL+LIkSMYOXKkWmOoKWrad8/Gxga9evXCypUrkZubq7AvJSUFW7duxfDhw8vsWtfR0UFoaChWrVqFO3fuqHR9qjmY8KqIlZUVWrRoga1bt8p/wXTr1g3nz5/HjRs3XvpXdmX17NkTnp6eGDRoEA4fPow7d+7g5MmTmD17Ns6ePavSOR8+fIhBgwbB29sbY8aMQUpKisL24vOTR48elaqTl5dX7vnr1KmDwYMHY+7cuQCetRrWrVuHq1evYujQoTh9+jSSkpKwc+dODBgwAJ6envjkk09UupearqZ99wBgxYoVyM/Ph4+PD44fP4579+7ht99+Q69evVCrVq0yu8NL9OvXDx06dMCaNWtK7RMEodT3NCUlpdQfWVQzMOFVIS8vLxQXF8t/6VhbW8Pd3R2Ojo5o3LhxlV1XIpHg119/Rbdu3fDuu++iUaNGGDFiBO7evQsHBweVznngwAHcvXsXv/76K5ycnEpt7du3V6jfs2fPUnX27t370mtMmzYNBw4cwOnTpwE8G/hy6tQp6OrqwtfXF66urggKCoK/vz+ioqL4epmXqEnfPQBwc3PD2bNn0aBBAwwbNgwNGzbE+++/j+7duyMuLg7W1tYvPf5///tfmX9wZWZmlvl9fvG5JdUMfD0QERFpBbbwiIhIKzDhEQAgKSmp1Hyk57ey1rkkUgd+90hT2KVJAICioqKXjmKrV68e9PQ4i4XUj9890hQmPCIi0grs0iQiIq3AhEdERFqBCY+IiLQCEx4REWkFJjyqMcaNG4dBgwbJP3t7e4uy/FhMTAwkEgnS09Or9DoSieSVq9cQ0X+Y8KhKjRs3DhKJBBKJBAYGBnB1dUVISAiKioqq/Nq7d++u8MtpNZWkCgoKYGtrW+qlqiUWLFgABwcHFBYWVmkcRNqICY+qXJ8+fZCcnIybN29i+vTpmDdvHr755psy6xYUFKjtutbW1uW+r08sBgYGGDNmDDZs2FBqnyAIiIiIgJ+fX6lX8BBR5THhUZWTSqVwdHSEi4sLJk2ahJ49e+KXX34B8F835FdffQVnZ2f5wsb37t3DsGHDYGlpCWtrawwcOFBhcnJxcTECAwNhaWkJGxsbfPbZZ6VeEPpil2Z+fj5mzpyJOnXqQCqVwtXVFevWrcOdO3fQvXt3AM/eNCCRSDBu3DgAz94AHhoaivr168PIyAgtW7ZUeHM3APz6669o1KgRjIyM0L1791e+hmb8+PG4ceMGTpw4oVAeGxuLv//+G+PHj8eZM2fQq1cv2NrawsLCAl5eXqVeVPq8slqo8fHxkEgkCvGcOHECXbt2hZGREerUqYOPP/4YOTk58v0rV66Em5sbDA0N4eDggLfffvul90JUnTDhkcYZGRkptOSio6Nx/fp1REVFYf/+/SgsLISPjw/MzMzw+++/448//oCpqSn69OkjP27x4sWIiIjA+vXr5W/y3rNnz0uv6+fnhx9//BHLly/HtWvXsGbNGpiamqJOnTr46aefAADXr19HcnIyli1bBgAIDQ3Fpk2bsHr1aiQkJGDatGkYM2YMYmNjATxLzEOGDMGAAQMQHx+PCRMmYNasWS+Nw8PDA+3bt8f69esVyjds2IBOnTqhSZMmyMrKgr+/P06cOIFTp07Bzc0Nffv2RVZWlnL/2M9JTExEnz59MHToUFy6dAnbt2/HiRMnMHnyZADA2bNn8fHHHyMkJATXr1/Hb7/9hm7duql8PaLXjkBUhfz9/YWBAwcKgiAIMplMiIqKEqRSqfDpp5/K9zs4OAj5+fnyYzZv3iw0btxYkMlk8rL8/HzByMhIOHTokCAIguDk5CQsXLhQvr+wsFCoXbu2/FqCIAheXl7C1KlTBUEQhOvXrwsAhKioqDLjPHbsmABAePLkibwsLy9PMDY2Fk6ePKlQd/z48cLIkSMFQRCEoKAgwd3dXWH/zJkzS53rRatXrxZMTU2FrKwsQRAEITMzUzA2NhZ++OGHMusXFxcLZmZmwr59++RlAIQ9e/aUG/+FCxcEAMLt27flcb///vsK5/39998FHR0dITc3V/jpp58Ec3NzITMzs9y4iaoztvCoyu3fvx+mpqYwNDSEr68vhg8fjnnz5sn3e3h4wMDAQP754sWLuHXrFszMzOQLCFtbWyMvLw+JiYnIyMhAcnIyOnToID9GT08P7dq1KzeG+Ph46OrqKvXy01u3buHp06fo1auXwmLGmzZtQmJiIgDg2rVrCnEAgKen5yvPPXLkSBQXF2PHjh0AgO3bt0NHRwfDhw8HAKSmpmLixIlwc3ODhYUFzM3NkZ2dXamFlC9evIiIiAiFe/Hx8YFMJsPt27fRq1cvuLi4oEGDBhg7diy2bt2Kp0+fqnw9otcNV2SlKte9e3esWrUKBgYGcHZ2LrUQsImJicLn7OxstG3bFlu3bi11Ljs7O5ViMDIyUvqY7OxsAM9eflurVi2FfZV9+ay5uTnefvttbNiwAe+99x42bNiAYcOGwdTUFADg7++PR48eYdmyZXBxcYFUKoWnp2e5g3p0dJ797So89xzzxZGe2dnZ+OCDD/Dxxx+XOr5u3bowMDDA+fPnERMTg8OHD2Pu3LmYN28ezpw5A0tLy0rdL9HrgAmPqpyJiQlcXV0rXL9NmzbYvn077O3tYW5uXmYdJycn/Pnnn/JnTEVFRTh37hzatGlTZn0PDw/IZDLExsaiZ8+epfaXtDCLi4vlZe7u7pBKpUhKSiq3Zdi0aVP5AJwSp06devVN4tngFW9vb+zfvx8nT55UGLn6xx9/YOXKlejbty+AZ88KHz58WO65Sv4QSE5OhpWVFYBnrdrntWnTBlevXn3p/xd6enro2bMnevbsieDgYFhaWuLo0aMYMmRIhe6J6HXGLk167YwePRq2trYYOHAgfv/9d9y+fRsxMTH4+OOP8c8//wAApk6dirCwMOzduxd//fUXPvroo5fOoatXrx78/f3x3nvvYe/evfJzlnQpuri4QCKRYP/+/Xjw4AGys7NhZmaGTz/9FNOmTcPGjRuRmJiI8+fP49tvv8XGjRsBAB9++CFu3ryJGTNm4Pr164iMjERERESF7rNbt25wdXWFn58fmjRpgk6dOsn3ubm5YfPmzbh27Rr+/PNPjB49+qWtVFdXV9SpUwfz5s3DzZs3ceDAASxevFihzsyZM3Hy5ElMnjwZ8fHxuHnzJn7++Wf5oJX9+/dj+fLliI+Px927d7Fp0ybIZDL5yFmiak/sh4hUsz0/aEWZ/cnJyYKfn59ga2srSKVSoUGDBsLEiROFjIwMQRCeDVKZOnWqYG5uLlhaWgqBgYGCn59fuYNWBEEQcnNzhWnTpglOTk6CgYGB4OrqKqxfv16+PyQkRHB0dBQkEong7+8vCMKzgTZLly4VGjduLOjr6wt2dnaCj4+PEBsbKz9u3759gqurqyCVSoWuXbsK69evf+WglRJff/21AEBhAI4gCML58+eFdu3aCYaGhoKbm5uwc+dOwcXFRQgPD5fXwXODVgRBEE6cOCF4eHgIhoaGQteuXYWdO3cqDFoRBEE4ffq00KtXL8HU1FQwMTERWrRoIXz11VeCIDwbwOLl5SVYWVkJRkZGQosWLYTt27e/8h6Iqgu+D4+IiLQCuzSJiEgrMOEREZFWYMIjIiKtwIRHRERagQmPiIi0AhMeERFpBSY8IiLSCkx4RESkFZjwiIhIKzDhERGRVmDCIyIirfB/n9GNe6gxVL8AAAAASUVORK5CYII=",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.98      0.97      0.97       423\n",
            "           1       0.95      0.96      0.96       270\n",
            "\n",
            "    accuracy                           0.97       693\n",
            "   macro avg       0.96      0.97      0.97       693\n",
            "weighted avg       0.97      0.97      0.97       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 118s 2s/step - loss: 0.0489 - accuracy: 0.9873 - val_loss: 0.0103 - val_accuracy: 0.9948\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0101 - accuracy: 0.9957 - val_loss: 9.7561e-04 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0030 - accuracy: 0.9995 - val_loss: 0.0036 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 107s 2s/step - loss: 0.0019 - accuracy: 1.0000 - val_loss: 0.0024 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0028 - accuracy: 0.9995 - val_loss: 5.3907e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0031 - accuracy: 0.9989 - val_loss: 0.0011 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0011 - accuracy: 1.0000 - val_loss: 6.9046e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 5.9899e-04 - accuracy: 1.0000 - val_loss: 9.1206e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 5.8117e-04 - accuracy: 1.0000 - val_loss: 1.3313e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 5.5941e-04 - accuracy: 1.0000 - val_loss: 5.8924e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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/nl//+teAu0do9+7d1hYlIiLSSDQE1swcR3ttSiucFldyct27d+c///kPGzdu5JtvvuH//u//1JMjIiJ+QwGomYUFu3/lJS08AD399NO0atWKYcOGcfnll5Oens7ZZ59tdVkiIiKNQgsh1qKpFkIEqHS6+P5APgB92kZjtymDthRaCFFExLdpIcQWLMhuI9ju/rWXVmhISURExAoKQBaounqrpQ+DiYiI+CsFIAt4JkKXKwCJiIhYQQHIAmEhvjERWkRExF8pAFnA0wNU6cKlOegiIiLNTgHIAiF2G3bDwDRNyis1EVpERKS5KQBZwDAMTy+QhsFERESanwKQRcJCNBFaRETEKgpAFlEPkIiIiHUUgCxSdUuM0gonvrIY9/nnn89dd93led65c2fmzJlz0vcYhsGSJUsa/NmNdRwRERFQALJMaJAdA4NKl0mFs+kD0OWXX84ll1xS62uff/45hmHw7bffntYx165dy8SJExujPI+HHnqI1NTUGvsPHDjAr371q0b9LBERCVwKQBax2QxCq/UCNbUJEyawfPlyfvrppxqvvfLKKwwcOJB+/fqd1jETEhIIDw9vrBJPKikpidDQ0Gb5LBER8X8KQBZqzltiXHbZZSQkJLBgwQKv/YWFhSxevJhRo0YxduxY2rVrR3h4OCkpKfz73/8+6TGPHwLbsWMH5557Lg6Hg969e7N8+fIa77n//vs588wzCQ8P54wzzuDBBx+koqICgAULFvDwww/zzTffYBgGhmF46j1+CGzTpk1ccMEFhIWFERcXx8SJEyksLPS8Pn78eEaNGsWf//xnkpOTiYuL4/bbb/d8loiIBLYgqwvwC6YJFcWn/TYHZRgVpZQVV4CjHiEoOBwMo05Ng4KCuPHGG1mwYAF/+MMfMI6+b/HixTidTq6//noWL17M/fffT3R0NO+99x433HADXbt2ZfDgwac8vsvl4je/+Q2JiYl89dVX5OXlec0XqhIVFcWCBQto27YtmzZt4tZbbyUqKor77ruPMWPGsHnzZpYtW8ZHH30EQExMTI1jFBUVkZ6eTlpaGmvXriU7O5tbbrmFO+64wyvgrVy5kuTkZFauXMnOnTsZM2YMqamp3HrrrXX6nYmIiP9SAGoMFcXwRNvTflvC0a3epv8MIRF1bn7zzTfzpz/9iU8//ZTzzz8fcA9/XXXVVXTq1Il77rnH03bSpEl88MEHvPHGG3UKQB999BFbt27lgw8+oG1b9+/iiSeeqDFv54EHHvA87ty5M/fccw+vv/469913H2FhYURGRhIUFERSUtIJP2vhwoWUlpby2muvERHhPv+5c+dy+eWX89RTT5GYmAhAq1atmDt3Lna7nZ49ezJy5EhWrFihACQiIhoCCyQ9e/Zk2LBh/P3vfwdg586dfP7550yYMAGn08mjjz5KSkoKrVu3JjIykg8++IC9e/fW6dhbtmyhQ4cOnvADkJaWVqPdokWLGD58OElJSURGRvLAAw/U+TOqf1b//v094Qdg+PDhuFwutm3b5tnXp08f7Ha753lycjLZ2dmn9VkiIuKf1APUGILD3b0x9bA1s4AKp4sz4iOICD3NryP49CcgT5gwgUmTJjFv3jxeeeUVunbtynnnncdTTz3FX//6V+bMmUNKSgoRERHcddddlJeXn/ZnnEhGRgbXXXcdDz/8MOnp6cTExPD6668ze/bsRvuM6oKDg72eG4aBy6Vbj4iIiAJQ4zCM0xqKqs4RDuWlFZQYDiJCmv4qp9GjRzN58mQWLlzIa6+9xm233YZhGKxevZorr7yS66+/HnDP6dm+fTu9e/eu03F79erFvn37OHDgAMnJyQB8+eWXXm2++OILOnXqxB/+8AfPvj179ni1CQkJwek8+XyoXr16sWDBAoqKijy9QKtXr8Zms9GjR4861SsiIoFNQ2AW89wZvpluiREZGcmYMWOYNm0aBw4cYPz48QB0796d5cuX88UXX7BlyxZ++9vfkpWVVefjjhgxgjPPPJNx48bxzTff8Pnnn3sFnarP2Lt3L6+//jo//PADzzzzDG+//bZXm86dO7Nr1y42btxIbm4uZWVlNT7ruuuuw+FwMG7cODZv3szKlSuZNGkSN9xwg2f+j4iIyMkoAFmsakXoksrmuyXGhAkTOHz4MOnp6Z45Ow888ABnn3026enpnH/++SQlJTFq1Kg6H9Nms/H2229TUlLC4MGDueWWW3j88ce92lxxxRXcfffd3HHHHaSmpvLFF1/w4IMPerW56qqruOSSS/jlL39JQkJCrZfih4eH88EHH3Do0CEGDRrE1VdfzYUXXsjcuXNP/5chIiIByTB95T4MzSg/P5+YmBjy8vKIjo72eq20tJRdu3bRpUsXHA5Hgz+rrNLJtswCDMOgb9toz+Xp0vwa+7sVEZHmdbK/38dTD5DFQuw27IaBaZqUVWqCroiISHNQALKYYRi6M7yIiEgzUwBqARwhRydCKwCJiIg0CwWgFsAzEbqZrgQTEREJdApA9dSYc8c9l8JXuBr1uHJ69LsXEQkcCkCnqWp14eLi07/56Yk4guwYGFS6XFQ69UfYKlXf6fErSIuIiP/RStCnyW63Exsb67mnVHh4eKNcuh5EJeWVTvIKi4h06A9wczJNk+LiYrKzs4mNjfW6f5iIiPgnBaB6qLpTeWPeWPNQUTnF5U7KDgcRpQBkidjY2JPehV5ERPyHAlA9GIZBcnIybdq0oaKiolGOuWbtXl787EfOPTOBmZef2SjHlLoLDg5Wz4+ISABRAGoAu93eaH80uya1Zn/BDjJ252sVYhERkSamSdAtRK/kKAB2HyymsKzS4mpERET8mwJQCxEXGUpStLvnZ1tmvsXViIiI+DcFoBakd1v3jdu+/1kBSEREpCkpALUgvZOPBqADCkAiIiJNSQGoBVEPkIiISPNQAGpBqnqAtmYWUOl0WVyNiIiI/1IAakE6tg4nIsROWaWLXblFVpcjIiLitxSAWhCbzaCn5gGJiIg0OQWgFsYzEVrzgERERJqMAlAL45kIrR4gERGRJqMA1MJU7wEyTdPiakRERPyTAlAL0yMpCpsBB4vKyS4os7ocERERv6QA1MI4gu10TYgENA9IRESkqSgAtUCaByQiItK0FIBaIF0JJiIi0rQUgFqgqh6gLeoBEhERaRIKQC1Qr6M9QLsOFlFUVmlxNSIiIv5HAagFio8MJTE6FNN03xdMREREGleLCEDz5s2jc+fOOBwOhgwZwpo1a07afvHixfTs2ROHw0FKSgrvv//+Cdv+7ne/wzAM5syZ08hVN63euiWGiIhIk7E8AC1atIgpU6Ywc+ZM1q9fT//+/UlPTyc7O7vW9l988QVjx45lwoQJbNiwgVGjRjFq1Cg2b95co+3bb7/Nl19+Sdu2bZv6NBqd50owTYQWERFpdJYHoKeffppbb72Vm266id69ezN//nzCw8P5+9//Xmv7v/71r1xyySXce++99OrVi0cffZSzzz6buXPnerXbv38/kyZN4l//+hfBwcHNcSqNqpd6gERERJqMpQGovLycdevWMWLECM8+m83GiBEjyMjIqPU9GRkZXu0B0tPTvdq7XC5uuOEG7r33Xvr06XPKOsrKysjPz/farFY1BLb1QD6VTpfF1YiIiPgXSwNQbm4uTqeTxMREr/2JiYlkZmbW+p7MzMxTtn/qqacICgrizjvvrFMds2bNIiYmxrN16NDhNM+k8XWKiyA8xE5ZpYvdB4usLkdERMSvWD4E1tjWrVvHX//6VxYsWIBhGHV6z7Rp08jLy/Ns+/bta+IqT81uM+iZFAXAd5oHJCIi0qgsDUDx8fHY7XaysrK89mdlZZGUlFTre5KSkk7a/vPPPyc7O5uOHTsSFBREUFAQe/bs4fe//z2dO3eu9ZihoaFER0d7bS2BbokhIiLSNCwNQCEhIQwYMIAVK1Z49rlcLlasWEFaWlqt70lLS/NqD7B8+XJP+xtuuIFvv/2WjRs3era2bdty77338sEHHzTdyTSB3skxgK4EExERaWxBVhcwZcoUxo0bx8CBAxk8eDBz5syhqKiIm266CYAbb7yRdu3aMWvWLAAmT57Meeedx+zZsxk5ciSvv/46X3/9NS+++CIAcXFxxMXFeX1GcHAwSUlJ9OjRo3lProGqXwpvmmadh/RERETk5CwPQGPGjCEnJ4cZM2aQmZlJamoqy5Yt80x03rt3LzbbsY6qYcOGsXDhQh544AGmT59O9+7dWbJkCX379rXqFJpMj8QobAYcLConp6CMNtEOq0sSERHxC4ZpmqbVRbQ0+fn5xMTEkJeXZ/l8oBFPf8rO7EIW3DSI83u0sbQWERGRlux0/n773VVg/ka3xBAREWl8CkAtnG6JISIi0vgUgFo49QCJiIg0PgWgFq7qnmC7cosoLq+0uBoRERH/oADUwiVEhZIQFYppwtbMAqvLERER8QsKQD7AMwymeUAiIiKNQgHIB+iWGCIiIo1LAcgHqAdIRESkcSkA+YCqHqCtmfk4XVq3UkREpKEUgHxA57gIwoLtlFa42JVbZHU5IiIiPk8ByAfYbQY9k6MAzQMSERFpDApAPkLzgERERBqPApCP0JVgIiIijUcByEdU9QBtUQASERFpMAUgH9EzKRqbATkFZWQXlFpdjoiIiE9TAPIRYSF2usRHALDlgG6JISIi0hAKQD6kd9sYQBOhRUREGkoByIf00qXwIiIijUIByIccuxQ+z+JKREREfJsCkA+puhT+x9wiissrLa5GRETEdykA+ZA2UQ7iI0MxTdiWqYnQIiIi9aUA5GO0IKKIiEjDKQD5GN0SQ0REpOEUgHyMeoBEREQaTgHIx1T1AG09UIDTZVpcjYiIiG9SAPIxXeIjcATbKKlwsvtgkdXliIiI+CQFIB9jtxn0TNKNUUVERBpCAcgHeeYBaSK0iIhIvSgA+SDPlWDqARIREakXBSAfpB4gERGRhlEA8kE9k6IwDMguKCOnoMzqckRERHyOApAPCg8JoktcBKCJ0CIiIvWhAOSjemlBRBERkXpTAPJRuiWGiIhI/SkA+SjdEkNERKT+FIB8VJ+jPUA/5hRSUu60uBoRERHfogDkoxKiQomPDMFlwrasAqvLERER8SkKQD7KMAx6aR6QiIhIvSgA+bBj84DyLK5ERETEtygA+bCqK8G2HNAQmIiIyOlQAPJhfdoeuyu8y2VaXI2IiIjvUADyYV3iI3EE2ygud7LnULHV5YiIiPgMBSAfZrcZ9EjSRGgREZHTpQDk43onRwGaCC0iInI6FIB8nG6JISIicvoUgHycbokhIiJy+hSAfFyPpGgMA7Lyy8gtLLO6HBEREZ+gAOTjIkOD6BwXAbgvhxcREZFTUwDyA5oHJCIicnoUgPyA5gGJiIicHgUgP6AeIBERkdOjAOQHqnqAfsgppLTCaXE1IiIiLZ8CkB9oExVKXEQILhO2ZerGqCIiIqeiAOQHDMPw9ALpSjAREZFTUwDyE555QApAIiIip6QA5Cc8V4JpIrSIiMgpKQD5iV7Jx4bAXC7T4mpERERaNgUgP3FGfAQhQTaKyp3sPVRsdTkiIiItWosIQPPmzaNz5844HA6GDBnCmjVrTtp+8eLF9OzZE4fDQUpKCu+//77X6w899BA9e/YkIiKCVq1aMWLECL766qumPAXLBdlt9EyKAjQPSERE5FQsD0CLFi1iypQpzJw5k/Xr19O/f3/S09PJzs6utf0XX3zB2LFjmTBhAhs2bGDUqFGMGjWKzZs3e9qceeaZzJ07l02bNrFq1So6d+7MxRdfTE5OTnOdliW0IKKIiEjdGKZpWjphZMiQIQwaNIi5c+cC4HK56NChA5MmTWLq1Kk12o8ZM4aioiKWLl3q2Td06FBSU1OZP39+rZ+Rn59PTEwMH330ERdeeOEpa6pqn5eXR3R0dD3PrPm9lrGbGe98xwU92/D38YOsLkdERKRZnc7fb0t7gMrLy1m3bh0jRozw7LPZbIwYMYKMjIxa35ORkeHVHiA9Pf2E7cvLy3nxxReJiYmhf//+tbYpKysjPz/fa/NF6gESERGpG0sDUG5uLk6nk8TERK/9iYmJZGZm1vqezMzMOrVfunQpkZGROBwO/vKXv7B8+XLi4+NrPeasWbOIiYnxbB06dGjAWVmn59EAlJlfysHCMourERERabksnwPUVH75y1+yceNGvvjiCy655BJGjx59wnlF06ZNIy8vz7Pt27evmattHJGhQXSOCwdgywHdEkNERORELA1A8fHx2O12srKyvPZnZWWRlJRU63uSkpLq1D4iIoJu3boxdOhQXn75ZYKCgnj55ZdrPWZoaCjR0dFem6/yLIh4IM/iSkRERFouSwNQSEgIAwYMYMWKFZ59LpeLFStWkJaWVut70tLSvNoDLF++/ITtqx+3rMz/h4U0D0hEROTUgqwuYMqUKYwbN46BAwcyePBg5syZQ1FRETfddBMAN954I+3atWPWrFkATJ48mfPOO4/Zs2czcuRIXn/9db7++mtefPFFAIqKinj88ce54oorSE5OJjc3l3nz5rF//36uueYay86zuRy7KaqGwERERE7E8gA0ZswYcnJymDFjBpmZmaSmprJs2TLPROe9e/disx3rqBo2bBgLFy7kgQceYPr06XTv3p0lS5bQt29fAOx2O1u3buXVV18lNzeXuLg4Bg0axOeff06fPn0sOcfm1Ds5BoCdOYWUVjhxBNstrkhERKTlsXwdoJbIV9cBAjBNkwGPfcShonL+e8c5pLSPsbokERGRZuEz6wBJ4zMMg17JVbfE0ERoERGR2igA+SFNhBYRETk5BSA/dOxSeAUgERGR2igA+aGqidBbDhTgcmmKl4iIyPEUgPzQGQkRhATZKCyrZN/hYqvLERERaXEUgPxQsN1Gj8SjE6E1D0hERKQGBSA/5ZkIrXlAIiIiNSgA+SnPRGj1AImIiNSgAOSndCWYiIjIiSkA+ameSe45QAfySjlUVG5xNSIiIi2LApCfinIE0ykuHIAt6gUSERHxogDkx6omQisAiYiIeFMA8mO6JYaIiEjtFID8WC9dCi8iIlIrBSA/VnUl2M7sQkornBZXIyIi0nIoAPmx5BgHseHBVLpMdmYXWl2OiIhIi6EA5McMw9A8IBERkVooAPk53RJDRESkJgUgP6dbYoiIiNSkAOTnqt8Sw+UyLa5GRESkZVAA8nNdEyIJsdsoLKvkp8MlVpcjIiLSItQrAL366qu89957nuf33XcfsbGxDBs2jD179jRacdJwwXYbZyZFAvD9gTyLqxEREWkZ6hWAnnjiCcLCwgDIyMhg3rx5/PGPfyQ+Pp677767UQuUhtOVYCIiIt6C6vOmffv20a1bNwCWLFnCVVddxcSJExk+fDjnn39+Y9YnjUBXgomIiHirVw9QZGQkBw8eBODDDz/koosuAsDhcFBSonkmLU3vtjEAbDlQYHElIiIiLUO9eoAuuugibrnlFs466yy2b9/OpZdeCsB3331H586dG7M+aQQ9k6MA2H+khCPF5cSGh1hckYiIiLXq1QM0b9480tLSyMnJ4a233iIuLg6AdevWMXbs2EYtUBou2hFMh9buOVsaBhMREalnD1BsbCxz586tsf/hhx9ucEHSNHonR7PvUAnf/5zPsK7xVpcjIiJiqXr1AC1btoxVq1Z5ns+bN4/U1FT+7//+j8OHDzdacdJ4eie75wGpB0hERKSeAejee+8lP9/9h3TTpk38/ve/59JLL2XXrl1MmTKlUQuUxqFbYoiIiBxTryGwXbt20bt3bwDeeustLrvsMp544gnWr1/vmRAtLUtVANqZXUhZpZPQILvFFYmIiFinXj1AISEhFBcXA/DRRx9x8cUXA9C6dWtPz5C0LG1jHMSEBVPpMtmRVWh1OSIiIpaqVwA655xzmDJlCo8++ihr1qxh5MiRAGzfvp327ds3aoHSOAzD0IKIIiIiR9UrAM2dO5egoCDefPNNnn/+edq1awfA//73Py655JJGLVAaj+YBiYiIuNVrDlDHjh1ZunRpjf1/+ctfGlyQNB31AImIiLjVKwABOJ1OlixZwpYtWwDo06cPV1xxBXa7Jte2VFU9QFt+zsc0TQzDsLgiERERa9QrAO3cuZNLL72U/fv306NHDwBmzZpFhw4deO+99+jatWujFimNo2tCJCF2GwVllfx0uIQOrcOtLklERMQS9ZoDdOedd9K1a1f27dvH+vXrWb9+PXv37qVLly7ceeedjV2jNJKQIBvdEyMBDYOJiEhgq1cA+vTTT/njH/9I69atPfvi4uJ48skn+fTTTxutOGl8nnlAmggtIiIBrF4BKDQ0lIKCghr7CwsLCQnRncZbsl6aCC0iIlK/AHTZZZcxceJEvvrqK0zTxDRNvvzyS373u99xxRVXNHaN0oh0KbyIiEg9A9AzzzxD165dSUtLw+Fw4HA4GDZsGN26dWPOnDmNXKI0pqoeoP1HSsgrrrC4GhEREWvU6yqw2NhY3nnnHXbu3Om5DL5Xr15069atUYuTxhcTFkz7VmH8dLiE7w/kk9Y1zuqSREREml2dA9Cp7vK+cuVKz+Onn366/hVJk+udHK0AJCIiAa3OAWjDhg11aqfF9Vq+3m2j+fD7LM0DEhGRgFXnAFS9h0d8m26JISIiga5ek6DFt1VdCbYzu4DySpfF1YiIiDQ/BaAA1C42jGhHEBVOkx3ZNddzEhER8XcKQAHIMAytByQiIgFNAShA9U6OATQPSEREApMCUIBSD5CIiAQyBaAAVXUl2JYD+ZimaXE1IiIizUsBKEB1axNJsN0gv7SS/UdKrC5HRESkWSkABaiQIBvd2kQBGgYTEZHAowAUwLQgooiIBCoFoACmidAiIhKoFIACmHqAREQkUCkABbCqAPTT4RLySiosrkZERKT5tIgANG/ePDp37ozD4WDIkCGsWbPmpO0XL15Mz549cTgcpKSk8P7773teq6io4P777yclJYWIiAjatm3LjTfeyM8//9zUp+FzYsKDaRcbBrgvhxcREQkUlgegRYsWMWXKFGbOnMn69evp378/6enpZGdn19r+iy++YOzYsUyYMIENGzYwatQoRo0axebNmwEoLi5m/fr1PPjgg6xfv57//Oc/bNu2jSuuuKI5T8tnaB6QiIgEIsO0eBW8IUOGMGjQIObOnQuAy+WiQ4cOTJo0ialTp9ZoP2bMGIqKili6dKln39ChQ0lNTWX+/Pm1fsbatWsZPHgwe/bsoWPHjqesKT8/n5iYGPLy8oiOjq7nmfmGvyzfzl9X7ODqAe358zX9rS5HRESk3k7n77elPUDl5eWsW7eOESNGePbZbDZGjBhBRkZGre/JyMjwag+Qnp5+wvYAeXl5GIZBbGxsra+XlZWRn5/vtQUK9QCJiEggsjQA5ebm4nQ6SUxM9NqfmJhIZmZmre/JzMw8rfalpaXcf//9jB079oRpcNasWcTExHi2Dh061ONsfFPVROgd2QWUV7osrkZERKR5WD4HqClVVFQwevRoTNPk+eefP2G7adOmkZeX59n27dvXjFVaq32rMKIcQVQ4TXZmF1pdjoiISLOwNADFx8djt9vJysry2p+VlUVSUlKt70lKSqpT+6rws2fPHpYvX37SscDQ0FCio6O9tkBhGIbXjVFFREQCgaUBKCQkhAEDBrBixQrPPpfLxYoVK0hLS6v1PWlpaV7tAZYvX+7Vvir87Nixg48++oi4uLimOQE/0UsLIoqISIAJsrqAKVOmMG7cOAYOHMjgwYOZM2cORUVF3HTTTQDceOONtGvXjlmzZgEwefJkzjvvPGbPns3IkSN5/fXX+frrr3nxxRcBd/i5+uqrWb9+PUuXLsXpdHrmB7Vu3ZqQkBBrTrQF00RoEREJNJYHoDFjxpCTk8OMGTPIzMwkNTWVZcuWeSY67927F5vtWEfVsGHDWLhwIQ888ADTp0+ne/fuLFmyhL59+wKwf/9+3n33XQBSU1O9PmvlypWcf/75zXJevqT6LTFM08QwDIsrEhERaVqWrwPUEgXSOkAAZZVO+sz4gEqXyeqpF3hWhxYREfElPrMOkLQMoUF2urWJBDQMJiIigUEBSADNAxIRkcCiACRA9XlAeRZXIiIi0vQUgASo1gOkS+FFRCQAKAAJcKwHaN+hEvJKKiyuRkREpGkpAAkAseEhnqu/tqoXSERE/JwCkHhoRWgREQkUCkDioSvBREQkUCgAiUdv9QCJiEiAUAASj6oAtCOrkAqny+JqREREmo4CkHi0bxVGVGgQ5U4XP+QUWl2OiIhIk1EAEg+bzTg2EVrzgERExI8pAIkXTYQWEZFAoAAkXjQRWkREAoECkHipfksM0zQtrkZERKRpKACJl25tIgmyGRwpruBAXqnV5YiIiDQJBSDx4gi2061NJKB5QCIi4r8UgKQGzQMSERF/pwAkNehKMBER8XcKQFKDeoBERMTfKQBJDVWLIe49VEx+aYXF1YiIiDQ+BSCpoVVECG1jHABsPVBgcTUiIiKNTwFIalXVC7RFw2AiIuKHFICkVpoILSIi/kwBSGqlidAiIuLPFICkVlU9QNuyCqhwuiyuRkREpHEpAEmtOrQKJzI0iPJKFz/mFFldjoiISKNSAJJa2WwGvZKjAPj+QJ7F1YiIiDQuBSA5Ic88IE2EFhERP6MAJCfkuRJME6FFRMTPKADJCfVOjgHcPUCmaVpcjYiISONRAJIT6p4Yid1mcLi4gsz8UqvLERERaTQKQHJCjmA73RIiAc0DEhER/6IAJCelFaFFRMQfKQDJSWlFaBER8UcKQHJSvRSARETEDykAyUlVLYa452AxhWWVFlcjIiLSOBSA5KTiIkNJinYAsFW9QCIi4icUgOSUtCCiiIj4GwUgOSXdEkNERPyNApCcknqARETE3ygAySlV9QBtzSyg0umyuBoREZGGUwCSU+rYOpyIEDvllS5+zC2yuhwREZEGUwCSU7LZjGPrAWkekIiI+AEFIKkTzQMSERF/ogAkdaIrwURExJ8oAEmdVO8BMk3T4mpEREQaRgFI6uTMxChsBhwqKicrv8zqckRERBpEAUjqxBFsp2tCJADfH8izuBoREZGGUQCSOqsaBttyoMDiSkRERBpGAUjqTBOhRUTEXygASZ3pUngREfEXCkBSZ1WLIe4+WERhWaXF1YiIiNSfApDUWXxkKInRoZgmbMtUL5CIiPguBSA5LZoHJCIi/kABSE6L5gGJiIg/UACS09I7OQZQD5CIiPg2BSA5LVU9QFszC6h0uiyuRkREpH4sD0Dz5s2jc+fOOBwOhgwZwpo1a07afvHixfTs2ROHw0FKSgrvv/++1+v/+c9/uPjii4mLi8MwDDZu3NiE1Z+myjL46CEozLa6knrr1Dqc8BA7ZZUuduUWWV2OiIhIvVgagBYtWsSUKVOYOXMm69evp3///qSnp5OdXXtA+OKLLxg7diwTJkxgw4YNjBo1ilGjRrF582ZPm6KiIs455xyeeuqp5jqNunv3Tlj1F3jzZnD65mXkNpvhuRxe84BERMRXGaaFt/YeMmQIgwYNYu7cuQC4XC46dOjApEmTmDp1ao32Y8aMoaioiKVLl3r2DR06lNTUVObPn+/Vdvfu3XTp0oUNGzaQmpp6WnXl5+cTExNDXl4e0dHRp39iJ5KzDV66AMoLYfhkuOiRxjt2M3pgySb++eVefnvuGUy7tJfV5YiIiACn9/fbsh6g8vJy1q1bx4gRI44VY7MxYsQIMjIyan1PRkaGV3uA9PT0E7avq7KyMvLz8722JpHQA650hz1W/xW2/LdpPqeJpbRzT4T+95q9fLPviLXFiIiI1INlASg3Nxen00liYqLX/sTERDIzM2t9T2Zm5mm1r6tZs2YRExPj2Tp06NCg451Un1/D0Nvdj9++DXJ3Nt1nNZEr+rfj7I6x5JdWct3fvuLr3YesLklEROS0WD4JuiWYNm0aeXl5nm3fvn1N+4EXPQwd06C8AN64Acp9azJxWIidf0wYwtAzWlNYVskNL6/hi525VpclIiJSZ5YFoPj4eOx2O1lZWV77s7KySEpKqvU9SUlJp9W+rkJDQ4mOjvbampQ9GK5ZAJGJkP09/HcyWDcVq14iQoN4ZfxgftE9npIKJzctWMvKbb57dZuIiAQWywJQSEgIAwYMYMWKFZ59LpeLFStWkJaWVut70tLSvNoDLF++/ITtW7SoJHcIMuywaTGsecnqik5bWIidv40byIheiZRVupj42td88F3DhiNFRESag6VDYFOmTOGll17i1VdfZcuWLdx2220UFRVx0003AXDjjTcybdo0T/vJkyezbNkyZs+ezdatW3nooYf4+uuvueOOOzxtDh06xMaNG/n+++8B2LZtGxs3bmzwPKEm0WnYsSvBPpgO+06+BlJLFBpk5/nrz2ZkSjIVTpP/96/1/Pebn60uS0RE5KQsDUBjxozhz3/+MzNmzCA1NZWNGzeybNkyz0TnvXv3cuDAAU/7YcOGsXDhQl588UX69+/Pm2++yZIlS+jbt6+nzbvvvstZZ53FyJEjAbj22ms566yzalwm32Kk3Q69rwRXBbwxDgpzrK7otAXbbfz12lR+c1Y7nC6Tya9v4M11P1ldloiIyAlZug5QS9Vk6wCdSFmBe32g3O3Q+RdwwxKwBzX95zYyl8vkD0s28+81ewF4bFRfrh/ayeKqREQkUPjEOkBSTWgUjPknBEfA7s/h40etrqhebDaDJ37dl/HDOgPwwJLNvLxql7VFiYiI1EIBqKXwWiRxDmxZetLmLZVhGMy8vDe/O68rAI8u/Z55K31vrSMREfFvCkAtSd/fwND/53685DY4+IO19dSTYRjcf0kP7h5xJgB/+mAbsz/chkZbRUSkpVAAamkuesS9SGJZPiy63ucWSaxiGAaTR3Rn6q96AvDsxzt54v0tCkEiItIiKAC1NFWLJEa0ObpI4l0+t0hidb87rysPXd4bgJc+38WMd77D5fLd8xEREf+gANQSeS2S+Aas/ZvVFTXI+OFdmPWbFAwD/vHlHqb+51ucCkEiImIhBaCWqvNw9z3DAJZN88lFEqsbO7gjT4/uj82AN77+iSlvbKTS6bK6LBERCVAKQC1Z2h0+v0hidb8+qz3Pjj2bIJvBOxt/5o6FGyivVAgSEZHmpwDUkhkGXDkP4s+Egp/hzZvAWWl1VQ0ysl8y868fQIjdxrLvMvndP9dRWuG0uiwREQkwCkAtnZ8skljdiN6J/G3cQBzBNj7ems0tr35NcblvBzsREfEtCkC+wE8WSazu3DMTWHDTYMJD7Kzamcv4v6+loLTC6rJERCRAKAD5Cj9ZJLG6oWfE8Y8JQ4gKDWLN7kPc8PIa8ooVgkREpOkpAPkSP1kksboBnVqx8NahxIYHs3HfEca+9CWHisqtLktERPycApAv8bNFEquktI/h9YlDiY8M4fsD+Vz7YgbZBaVWlyUiIn5MAcjX+NkiiVV6JkXz+sQ0EqND2Z5VyJgXvuTnIyVWlyUiIn5KAcgX1Vgkca219TSSbm0ieeO3abSLDWNXbhGjX8hg36Fiq8sSERE/pADkq7wWSbzR5xdJrNIpLoI3fpdGp7hwfjpcwugXMvgxp9DqskRExM8oAPmqqkUS47q7F0l862afXySxSrvYMN74bRpdEyI4kFfK6Be+ZHtWgdVliYiIH1EA8mXVF0nc9RmsfMzqihpNYrSDRb9No2dSFLmFZVz74pds3p9ndVkiIuInFIB8XZuecOWz7ser/gJb37O2nkYUHxnK6xOH0q99DIeKyvm/l75kw97DVpclIiJ+QAHIH/S9Cobc5n789u/8YpHEKrHhIfzzliEM6NSK/NJKbnh5DWt2HbK6LBER8XEKQP7i4kehw9CjiyTe4BeLJFaJdgTz2s2DSTsjjsKySsb9fQ2rduRaXZaIiPgwBSB/4bVI4new9G6/WCSxSkRoEK/cNIjzzkygpMLJza+u5eOtWVaXJSIiPkoByJ9EJ8M1r7gXSfx2kd8skljFEWznxRsHcFHvRMorXfz2H+tYtvmA1WWJiIgPUgDyN53PgREPuR/70SKJVUKD7Dx33dlc1i+ZCqfJ7Qs38M7G/VaXJSIiPkYByB8NmwS9rnAvkrh4HBT513yZYLuNv157Fled3R6ny+SuRRt5Y+0+q8sSEREfogDkj6ovkpi/H968GVxOq6tqVHabwZ+u7sf/DemIacJ9b33LPzJ2W12WiIj4CAUgf+WIhjH/gOBw2PUpfOw/iyRWsdkMHh/Vl5uGdwbgwXe+42+f/2htUSIi4hMUgPxZm15wRdUiiU/71SKJVQzDYMZlvfl/53cF4LH3tvDsih0WVyUiIi2dApC/S7kahvzO/djPFkmsYhgG96b3YMpFZwIwe/l2/vTBVkw/WgZAREQalwJQILjoUegwxC8XSaxiGAZ3Xtid6Zf2BGDeyh947L0tCkEiIlIrBaBAEBRydJHEBL9cJLG6ied25eEr+gDw8qpdPLBkMy6Xf56riIjUnwJQoIhuC1f77yKJ1Y0b1pmnrkrBMOBfX+3lvre+xakQJCIi1SgABZIuv/DrRRKrGzOoI38ZnYrdZvDmup+4a9FGKpwuq8sSEZEWQgEo0Pj5IonVjTqrHXPHnkWQzeC/3/zMHQvXU1bpX+shiYhI/SgABZoAWCSxul+lJPPCDQMIsdv44LssfvuPdZRW+O/5iohI3SgABaIAWCSxugt7JfLy+IE4gm18si2HmxespbikBLZ/AO/eCe/f654TtXsVFB20ulwREWkGhqnrhGvIz88nJiaGvLw8oqOjrS6n6Wx6E96a4H587ULoOdLaeprYVz/k8uyr/yTd9TlXBq8h2syvvWF4PCT0hIQe7sUkE3q4n0ckuHvQRESkRTqdv98KQLUImAAE8L/74av5EBoNEz+BuK5WV9T4srfAt2/A5jfhyF7P7sNGLOFnXU1oWARkb4WcrXBkz4mPE9bqaDDqeSwgJfSEqCQFIxGRFkABqIECKgBVlsOrl8G+ryCxL0xYDiHhVlfVcHk/uXu4Nr0JWZuO7Q+J5HCndKbv7MWHJT04M7kV868/m46twzEMw71IZO4OyNkGOVuO/twKh3YBJ/hXxRHjHYgSekBCL/fSAwpGfs3pMimtcFJc7vT8LC6vpKTCSbQjmN7J0dhs+mdApLkoADVQQAUggPyf4YVzoSgH+l0Lv57vm3+4iw/B9++4Q8+e1XgCiy0Yul8EKddAj19BcBjbMgu47m9fkVtYBkBEiJ0zEiLpmhBBtzaRdE2IpGubSDrFhRMaZIeKkmrBaOux7dCPYJ7g8vqQKO9QVDWcFt0ebJp+1xycLtMdSMqdlBwNKCUVTkrKqz92v158dH/V49Ly49pXVHperzpWWeXJl1ZoFR7MsG7x/KJbPOd0j6d9Kz/4nwuRFkwBqIECLgAB7PocXrsSTCeMnA2DbrG6orqpKIHty+DbxbDjQ/fl/VU6neO+F1rvKyG8dY23/pBTyO/f+IZN+/NOuFCizYCOrcM9gahrQgRdEyLp1iaS2PAQqCyDgzuPBqJt7uG2nG1w6AdwVdZec3AEJJzp7iWqHpBiOwV0MCour+TnI6XklZS7g0f10FIjuFQeF2JqCzZOyptx7aewYDthIXbPz8y8UgrLvP8Z6BIfwTlHw1Ba1ziiHcHNVp9IIFAAaqCADEAAq/8Ky2e4e0xuXgbtB1pdUe2cle6r1za9CVv+C+UFx15L7Ovu6Um5GmLa1+lw5ZUu9h4q5oecQnZmF/JDTiE/5BTxY3YhBWUnCDFAXETI0WDkDkVVW7tWYdhdFe7eoerDaDnb3L1I1UNadUFhR4NR9eG0ntCqM9jsp/ELanmcLpOcgjL2Hynh5+pbXqnn8eHiE/xeGoFhQHhVQPGElKAa+8KrBZjwau08r1Vr56i2zxFkrzHUVeF08c2+I3y2I5dVO3L45ifvoG23GaR2iOWcbvH8ons8/TvEEmwP3AAs0hgUgBooYAOQacIbN7hDRXQ7+O1nEBFvdVVupgk/r3f39Gx+C4qyj70W09EdeFKugcTejfiR7j/aO48Goh+OhqMfc4rYf6TkhO8LCbJxRnzE0R6jY71GZyREEG433fOJqgJRVUDK3Q7O8toPaA+F+DOPhaI2VcGoC9iDGu18G6KgtIKfj7jDzP5aAk5mXimVdbgdSWRoEK0jQjzBwjuE2AgPCao9hHhCS9CxnpgQuyfghAbZ3HO8LJRfWkHGDwdZtSOXVTtz2ZXrfVPiyNAghp4Rxy+6uwNRl/gIy2sW8TUKQA0UsAEIoDQfXvqle1jnjPPh+v9Y2/tw8Af3FVybFruHlaqEtYY+v4Z+o6H94GYfOiour+THnCJ3b1H20YCUU8iPuUWUn2ReSLvYMM44Goi6tomk29EepIRwO8aRve5glF2t1yh3O1SW1n4wewjEdTs26bptKnQc6p6U3YgqnC6y8ktrDzhHSvk5r4SC0hP3lHnKtRkkRTtoFxtG21gHybFhtI0No12sg7ZHHwfSkNC+Q8Ws2pnLqh25rP4hlyPH9YC1iw3zDJcN7xZP64gQiyoV8R0KQA0U0AEI3H+AX7oAKorhF7+HC2c07+cXZLl7eTa9AT9vOLY/KMy9VlHKNdD1Avdd7lsYp8tk/+GSo8No3kNqh4pO0MMDRDmCjg2jVRtS69QqlOCCfd7DaNlb3MGoorjmgQwbJPeHzue450B1SjtpIDJNkyPFFew/UsKBasNR+6sFnOyCUupyL9nY8GDaxniHmuRqj9tEObDriqhaOV0m3/2cx+c73IFo3Z7DXvOXDAP6tI3mnG4J/KJ7PAM6tcIR7NvDoiJNQQGogQI+AMFxiyT+G3pe2rSfV5rvHnrb9Abs+uzYlVWG3R12Uq5xh5/QyKatowkdKirnx5xjgahqSG3voeITBowgm0HHuPCjPUXHhtTOiA8npizzWDDK3gL7vnTPO6rGNGyUx/clN34QuyLPYnNQH3YXBnkFnJI63BokxG4jOdZRI+C0rerNiQkjIrRlDMf5g+LySr7adcg9XLYjl21ZBV6vO4JtDO4S57m6rGdSlIbLRFAAajAFoKPevw/WvAChMTBxZeMvklhZBjuWu4e3ti/zHuppP9gdevr8GiITGvdzW5iySid7Dha7e4uq9Rj9kFNIcfmJw0lCVKhnflHXhEhcpklhzl6is76i/ZF19Cj7lk4c8HqP0zT4zuzMV65efOnqxVpXT/KJID4ylLbVAk7b2KqhKvcWFxGi9WwslJ1f6hku+3xnLjkFZV6vx0eG8ovu8Z4hs8Roh0WVilhLAaiBFICOqiyHBSPhpzWNt0iiy+Veo2fTYvh+CZTmHXst/kxIGe2e0Ny6S8M+xw+Ypklmfik/ZBd5htTcc46KyMw/wbyg4yRyiF+EbOX80O0MML8juXK/92dgYCb1w9blF+5hs45pEBbbBGcjjcU0TbZnFfL5jhw+35HLV7sOUlrhPe/szMRIz3DZkDNaEx6i3jkJDApADaQAVE31RRL7j4VRz5/+IommCZmb3KFn81vuu9BXiUqGvle5JzMn9fPNBRgtUFBacWwS9tEr02w2w91rE3NseKpdbBix4cHHhkfyD7gD6O7P3Td/PbjzuCMbkJQCnY8Gok5p7luASItVVulk3Z7DnqvLNu3Po/p/1YPtBmd3bMW5ZyZwTrd4+raL0Vws8VsKQA2kAHScXZ8dXSTRBSOfhkET6va+w7uP3o5isXueSpXQGOh9hTv0dBru82vc+DSvQLQaDu44rkFVIDrnaCAapkDUwh0uKmf1D0eHy3bk1liyISYsmOHd4jw9RB1aa3Vq8R8KQA2kAFSLVXPgo5mnXiSxKBe+e9sdevZ9dWy/PRTOTHeHnm4XQbDmKLRIBZnunqGqrdZA1PdYD1HHtFpX2ZaWwTRNdh8sZtXR4bKMHw7WWNyzU1z40cUYE0jrGkdMWOAsRSD+RwGogRSAamGasOh62Lq05iKJ5UWw9X33FVw/fFztFhAGdDnXPZm51+WaW+KLqgLRntXun7nbj2tguOeHVe8hUiBqsSqdLr75KY/Pd+SwakcuG/Yd8Vqd2mZA/w6xR68uS+CsjlqdWnyLAlADKQCdQGkevPhL94KEZ5wPQ293h56t73mvSZOc6u7p6fMbiE62qlppCgVZsKdaD9FJA9Fw9xCnvwUiZ4X7xrslh6D4oPtx8cGjzw8de+6qhNCoo1v0sceO6Fr2H/0ZEtmsi3oWlFbw5Y+H3D1EO3P5Mcd7deqIEDv9O8TSKiKE2LBgYsKCiQ13/3RvIV77wkPsuhxfLKUA1EAKQCeR9T387cKai/C16nL0HlzXuO9nJYGhIOtY79DuVZC7rWYbrx6iFhaIKsuOCzAHj4WYEwWcsvymrSmktqBUPTAdvz+6ZtuQyHrNrdt/pMQzXLZ6Z+5p358t2G4QExZMdFhwtcAUUi0weYeo2HB325iwYEKDTlGvy+leKqOy7OhWeuyns9z7eW1twH3RRXSyuxc7Ktmn1xWT2ikANZAC0ClsehP+M9H9h6zPb9y9Pe0G6AougcLsY2Foz2rvye9VEvu6g1BVIIqIa5zPrig5/TBTXljPDzPck8HD49z/HoTHuW/PEt762HNbMJQVuANTWUG1Lb/m/tL8E98kt75CImsJS1XBqpYQddw+V0gk3x802Z5TTF5xGUVFRRQWFVFSXExJSRGlpcWUlRRTVlZKRVkxQa5yQiknlApCqCTUqDjuuftx1RZiVHg9D7NVEGZzEmZU4Dj6WggVBJkVBJll2M1TL9h52kJj3IEo6mgoik6G6LYQ1db9M7qt+7vUf9t8hgJQAykA1UHxIfd/MFvIzTilhSrM9u4hqi0QtelTs4eoovjEQ0ueMHNcwKnt1iB1YdhrCTO1hZu4Y/scMY179aJpunsqThSQqp6XHr+vAMrymjZI2YKqzetrGSpMO2UEU0Yw5QRTYQRTaYTgtIXisoeCPQQzyIERHIotOAx7sINgm4mjNBtHSRaOkiyCK+sWfp22EMrD2lAWnkRZWCJlYUmUhSdSFp5E+dF9FeFt3IEXd1YyMDyPAfczz2PDa3/VkKH7fXi9jxO19Tp2tTbH7avx3Ov4NY99ouN66jMMr2Mcfy4cd+7Vj4uzHFt5PrbSfIzyPIzSfIJadyQ0qcfJfv2nTQGogRSARJpIYc5xgWhLzTZBjhPfAPZUbEHVwkrrWgJMLb01oTHNfjPdJlVZdjQo1bHnqbbXTxakDJv7OwoKdf+0h3g/9/oZesq2LnsIpWYwRc4gCp1BFFTaKKi0k1du40iFnSPlNg6V2ThcBrmlBrmlBodLnOSVVFB0kpXSTyWCEpKMQ+6NwyQah0g2DpFkHCbJOEiScZgEI+/UBwJcpkEuMRwwW5NltiLTbH10a8UB4jz7ivHdq1+DqCSKYqKNYqIpJtooOvqzmGiKjvtZTIxR5PU83Circcwv2t3MsFv/0qh1ns7f7xbxv+/z5s3jT3/6E5mZmfTv359nn32WwYMHn7D94sWLefDBB9m9ezfdu3fnqaee4tJLj92ryjRNZs6cyUsvvcSRI0cYPnw4zz//PN27d2+O0xGRE4lMgD6j3Bt4B6I9qyH7+2Phxx5S+9DSScNMtIYrgkLdv+eG3kKmqkeqssw70NiCGvV3bAPCj26nW3F5pYv80grySio4UlxBfkkFR0rKySuu4EiJe39eSQV5xRUUllXi+b99E0xMoC1lJuwBduP+23H0ZUwTgswKYl2HiHPmEuc6SJwrlzjnQVpXPXYdJM51kGCjkjYcoY1x5KT1FhJBji2Og0YcObY4cozW5Bpx5Bjx5BitybHFk2dGgmF4anDXYx57XK3LwjRNTzvz6Nm5H1dv536vzXQSQTGRZhGRFBFlFhGFe4ukiGiziEjcIca9v9jzM5oiIox6/k/JcfLNMPKJoMAMpyT4xDdqbg6W9wAtWrSIG2+8kfnz5zNkyBDmzJnD4sWL2bZtG23atKnR/osvvuDcc89l1qxZXHbZZSxcuJCnnnqK9evX07dvXwCeeuopZs2axauvvkqXLl148MEH2bRpE99//z0Ox6kTuHqARCxSdNA9Lyc8DkIiFGak5XO53MOx+fuh4ID7Z/4B78f5P0N5wamPBe4106KTq81DSq45J6m80H1VbvWt5EjNfdW3un7+qYREuYeA67CZjhjM0KrHsZghkZhHh45N073sQlAjL7PgU0NgQ4YMYdCgQcydOxcAl8tFhw4dmDRpElOnTq3RfsyYMRQVFbF06VLPvqFDh5Kamsr8+fMxTZO2bdvy+9//nnvuuQeAvLw8EhMTWbBgAddee+0pa1IAEhGRRlWafzQU/ezeCn4+Fo4Kju4rymn6OkIi6xxgvLdYn5j36TNDYOXl5axbt45p06Z59tlsNkaMGEFGRkat78nIyGDKlCle+9LT01myZAkAu3btIjMzkxEjRnhej4mJYciQIWRkZNQagMrKyigrOzY+mZ/fxJe5iohIYHEcXa4g4SSTfivL3SHJKygd15NUcujo1XxHQ8npBBhHNNi10ncVSwNQbm4uTqeTxMREr/2JiYls3VrL1SJAZmZmre0zMzM9r1ftO1Gb482aNYuHH364XucgIiLSKIJCoFUn9yZNzo8ufai/adOmkZeX59n27dtndUkiIiLShCwNQPHx8djtdrKysrz2Z2VlkZSUVOt7kpKSTtq+6ufpHDM0NJTo6GivTURERPyXpQEoJCSEAQMGsGLFCs8+l8vFihUrSEtLq/U9aWlpXu0Bli9f7mnfpUsXkpKSvNrk5+fz1VdfnfCYIiIiElgsn849ZcoUxo0bx8CBAxk8eDBz5syhqKiIm266CYAbb7yRdu3aMWvWLAAmT57Meeedx+zZsxk5ciSvv/46X3/9NS+++CLgXnXyrrvu4rHHHqN79+6ey+Dbtm3LqFGjrDpNERERaUEsD0BjxowhJyeHGTNmkJmZSWpqKsuWLfNMYt67dy+2aqu0Dhs2jIULF/LAAw8wffp0unfvzpIlSzxrAAHcd999FBUVMXHiRI4cOcI555zDsmXL6rQGkIiIiPg/y9cBaom0DpCIiIjvOZ2/37oKTERERAKOApCIiIgEHAUgERERCTgKQCIiIhJwFIBEREQk4CgAiYiISMBRABIREZGAowAkIiIiAcfylaBboqq1IfPz8y2uREREROqq6u92XdZ4VgCqRUFBAQAdOnSwuBIRERE5XQUFBcTExJy0jW6FUQuXy8XPP/9MVFQUhmE06rHz8/Pp0KED+/bt0202WgB9Hy2Lvo+WRd9Hy6Lv49RM06SgoIC2bdt63Ue0NuoBqoXNZqN9+/ZN+hnR0dH6B7gF0ffRsuj7aFn0fbQs+j5O7lQ9P1U0CVpEREQCjgKQiIiIBBwFoGYWGhrKzJkzCQ0NtboUQd9HS6Pvo2XR99Gy6PtoXJoELSIiIgFHPUAiIiIScBSAREREJOAoAImIiEjAUQASERGRgKMA1IzmzZtH586dcTgcDBkyhDVr1lhdUkCaNWsWgwYNIioqijZt2jBq1Ci2bdtmdVly1JNPPolhGNx1111WlxLQ9u/fz/XXX09cXBxhYWGkpKTw9ddfW11WQHI6nTz44IN06dKFsLAwunbtyqOPPlqn+13JiSkANZNFixYxZcoUZs6cyfr16+nfvz/p6elkZ2dbXVrA+fTTT7n99tv58ssvWb58ORUVFVx88cUUFRVZXVrAW7t2LS+88AL9+vWzupSAdvjwYYYPH05wcDD/+9//+P7775k9ezatWrWyurSA9NRTT/H8888zd+5ctmzZwlNPPcUf//hHnn32WatL82m6DL6ZDBkyhEGDBjF37lzAfb+xDh06MGnSJKZOnWpxdYEtJyeHNm3a8Omnn3LuuedaXU7AKiws5Oyzz+a5557jscceIzU1lTlz5lhdVkCaOnUqq1ev5vPPP7e6FAEuu+wyEhMTefnllz37rrrqKsLCwvjnP/9pYWW+TT1AzaC8vJx169YxYsQIzz6bzcaIESPIyMiwsDIByMvLA6B169YWVxLYbr/9dkaOHOn174lY491332XgwIFcc801tGnThrPOOouXXnrJ6rIC1rBhw1ixYgXbt28H4JtvvmHVqlX86le/srgy36aboTaD3NxcnE4niYmJXvsTExPZunWrRVUJuHvi7rrrLoYPH07fvn2tLidgvf7666xfv561a9daXYoAP/74I88//zxTpkxh+vTprF27ljvvvJOQkBDGjRtndXkBZ+rUqeTn59OzZ0/sdjtOp5PHH3+c6667zurSfJoCkAS022+/nc2bN7Nq1SqrSwlY+/btY/LkySxfvhyHw2F1OYL7fwwGDhzIE088AcBZZ53F5s2bmT9/vgKQBd544w3+9a9/sXDhQvr06cPGjRu56667aNu2rb6PBlAAagbx8fHY7XaysrK89mdlZZGUlGRRVXLHHXewdOlSPvvsM9q3b291OQFr3bp1ZGdnc/bZZ3v2OZ1OPvvsM+bOnUtZWRl2u93CCgNPcnIyvXv39trXq1cv3nrrLYsqCmz33nsvU6dO5dprrwUgJSWFPXv2MGvWLAWgBtAcoGYQEhLCgAEDWLFihWefy+VixYoVpKWlWVhZYDJNkzvuuIO3336bjz/+mC5dulhdUkC78MIL2bRpExs3bvRsAwcO5LrrrmPjxo0KPxYYPnx4jaUhtm/fTqdOnSyqKLAVFxdjs3n/ubbb7bhcLosq8g/qAWomU6ZMYdy4cQwcOJDBgwczZ84cioqKuOmmm6wuLeDcfvvtLFy4kHfeeYeoqCgyMzMBiImJISwszOLqAk9UVFSN+VcRERHExcVpXpZF7r77boYNG8YTTzzB6NGjWbNmDS+++CIvvvii1aUFpMsvv5zHH3+cjh070qdPHzZs2MDTTz/NzTffbHVpPk2XwTejuXPn8qc//YnMzExSU1N55plnGDJkiNVlBRzDMGrd/8orrzB+/PjmLUZqdf755+syeIstXbqUadOmsWPHDrp06cKUKVO49dZbrS4rIBUUFPDggw/y9ttvk52dTdu2bRk7diwzZswgJCTE6vJ8lgKQiIiIBBzNARIREZGAowAkIiIiAUcBSERERAKOApCIiIgEHAUgERERCTgKQCIiIhJwFIBEREQk4CgAiYjUwSeffIJhGBw5csTqUkSkESgAiYiISMBRABIREZGAowAkIj7B5XIxa9YsunTpQlhYGP379+fNN98Ejg1Pvffee/Tr1w+Hw8HQoUPZvHmz1zHeeust+vTpQ2hoKJ07d2b27Nler5eVlXH//ffToUMHQkND6datGy+//LJXm3Xr1jFw4EDCw8MZNmxYjbumi4hvUAASEZ8wa9YsXnvtNebPn893333H3XffzfXXX8+nn37qaXPvvfcye/Zs1q5dS0JCApdffjkVFRWAO7iMHj2aa6+9lk2bNvHQQw/x4IMPsmDBAs/7b7zxRv7973/zzDPPsGXLFl544QUiIyO96vjDH/7A7Nmz+frrrwkKCtIduUV8lG6GKiItXllZGa1bt+ajjz4iLS3Ns/+WW26huLiYiRMn8stf/pLXX3+dMWPGAHDo0CHat2/PggULGD16NNdddx05OTl8+OGHnvffd999vPfee3z33Xds376dHj16sHz5ckaMGFGjhk8++YRf/vKXfPTRR1x44YUAvP/++4wcOZKSkhIcDkcT/xZEpDGpB0hEWrydO3dSXFzMRRddRGRkpGd77bXX+OGHHzztqoej1q1b06NHD7Zs2QLAli1bGD58uNdxhw8fzo4dO3A6nWzcuBG73c5555130lr69evneZycnAxAdnZ2g89RRJpXkNUFiIicSmFhIQDvvfce7dq183otNDTUKwTVV1hYWJ3aBQcHex4bhgG45yeJiG9RD5CItHi9e/cmNDSUvXv30q1bN6+tQ4cOnnZffvml5/Hhw4fZvn07vXr1AqBXr16sXr3a67irV6/mzDPPxG63k5KSgsvl8ppTJCL+Sz1AItLiRUVFcc8993D33Xfjcrk455xzyMvLY/Xq1URHR9OpUycAHnnkEeLi4khMTOQPf/gD8fHxjBo1CoDf//73DBo0iEcffZQxY8aQkZHB3Llzee655wDo3Lkz48aN4+abb+aZZ56hf//+7Nmzh+zsbEaPHm3VqYtIE1EAEhGf8Oijj5KQkMCsWbP48ccfiY2N5eyzz2b69OmeIagnn3ySyZMns2PHDlJTU/nvf/9LSEgIAGeffTZvvPEGM2bM4NFHHyU5OZlHHnmE8ePHez7j+eefZ/r06fy///f/OHjwIB07dmT69OlWnK6INDFdBSYiPq/qCq3Dhw8TGxtrdTki4gM0B0hEREQCjgKQiIiIBBwNgYmIiEjAUQ+QiIiIBBwFIBEREQk4CkAiIiIScBSAREREJOAoAImIiEjAUQASERGRgKMAJCIiIgFHAUhEREQCjgKQiIiIBJz/DzEKS8dOJQ8BAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 13s 597ms/step - loss: 5.0600e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 16s 586ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.97      0.99      0.98       423\n",
            "           1       0.98      0.96      0.97       270\n",
            "\n",
            "    accuracy                           0.97       693\n",
            "   macro avg       0.97      0.97      0.97       693\n",
            "weighted avg       0.97      0.97      0.97       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 119s 2s/step - loss: 0.0732 - accuracy: 0.9723 - val_loss: 0.0274 - val_accuracy: 0.9948\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0132 - accuracy: 0.9973 - val_loss: 0.0027 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0147 - accuracy: 0.9935 - val_loss: 0.0120 - val_accuracy: 0.9948\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 107s 2s/step - loss: 0.0102 - accuracy: 0.9952 - val_loss: 0.0015 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0137 - accuracy: 0.9930 - val_loss: 6.4262e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0265 - accuracy: 0.9892 - val_loss: 0.0186 - val_accuracy: 0.9948\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 108s 2s/step - loss: 0.0133 - accuracy: 0.9973 - val_loss: 0.0026 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 107s 2s/step - loss: 0.0023 - accuracy: 1.0000 - val_loss: 0.0011 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 107s 2s/step - loss: 0.0015 - accuracy: 1.0000 - val_loss: 4.3861e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 106s 2s/step - loss: 0.0012 - accuracy: 1.0000 - val_loss: 0.0020 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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YOXIkWVlZrsfOnTvP8J2cOc0EExERMY+pAcjHx4d27dqVGJzscDhISUkhMTGx1HMSExNPGMw8b968Utu/++67tGvXjjZt2pyyDl9fX0JCQko8KlpxAKpKM8Euvvhi7rvvPtfnDRs2ZPz48ac8x2KxMGvWrHO+dnm9joiICLjBLbDhw4czefJkpk6dyvr16xk8eDC5ubkMGDAAgL59+zJy5EhX+2HDhjF37lzGjRvHhg0bGDNmDMuXL2fIkCElXjc7O5uZM2eetvfHLMVT4fOLHDgqYSLeNddcQ7du3Ur92oIFC7BYLPzxxx9n9JrLli1j0KBB5VGey5gxY4iPjz/h+N69e7nyyivL9VoiIuK5TB0EDca09n379jF69GjS0tKIj49n7ty5roHOqampWK3Hc1rnzp2ZNm0ajz32GKNGjaJp06bMmjWLVq1alXjd6dOn43Q66d27d6W+n7LytlmxWSzYnU7yixyuXeIrysCBA7nxxhvZtWsX9erVK/G1999/n/bt23P++eef0WvWqlWrPEs8pZPdEhURETkbpvcAAQwZMoQdO3aQn5/PkiVLSEhIcH1t/vz5TJkypUT7m2++mY0bN5Kfn8+6deu46qqrTnjNQYMGkZeXR2hoaEWXf1Yqe0uMq6++mlq1ap3w3zInJ4eZM2fSo0cPevfuTd26dQkICKB169Z88sknp3zNf98C27x5MxdddBF+fn60aNGCefPmnXDOI488QrNmzQgICOC8887j8ccfp7CwEIApU6bw5JNPsmbNGtfq3cX1/vsW2Nq1a7n00kvx9/cnPDycQYMGkZOT4/p6//796dGjBy+//DLR0dGEh4dzzz33uK4lIiKezfQeoGrB6YTCvDM+zZ+j5BUWkJ9XBF7+Z35d7wAo427yXl5e9O3blylTpvDoo49iOXbezJkzsdvt9OnTh5kzZ/LII48QEhLC7Nmzuf3222ncuDEdO3Y87es7HA5uuOEGIiMjWbJkCVlZWSXGCxULDg5mypQp1KlTh7Vr13LXXXcRHBzMww8/TK9evVi3bh1z587lxx9/BCg1wObm5pKcnExiYiLLli0jIyODO++8kyFDhpQIeD///DPR0dH8/PPPbNmyhV69ehEfH89dd91Vpv9mIiJSfSkAlYfCPHiuzhmfVufY46yN2gM+gWVufscdd/DSSy/xyy+/cPHFFwPG7a8bb7yRBg0a8OCDD7raDh06lO+//55PP/20TAHoxx9/ZMOGDXz//ffUqWO8q+eee+6EcTuPPfaY63nDhg158MEHmT59Og8//DD+/v4EBQXh5eV1ylte06ZN4+jRo3zwwQcEBhrvf8KECVxzzTW88MILrtunNWrUYMKECdhsNmJjY+nevTspKSkKQCIi4h63wKRyxMbG0rlzZ9577z0AtmzZwoIFCxg4cCB2u52nn36a1q1bU7NmTYKCgvj+++9JTU0t02uvX7+emJgYV/gBSp2ZN2PGDLp06UJUVBRBQUE89thjZb7GP6/Vpk0bV/gB6NKlCw6Hg40bN7qOtWzZEpvt+Niq6Ojok+4xJyIinkU9QOXBO8DojTlDdoeTv/Yaq07HRQXjdaYrQnsHnPE1Bw4cyNChQ5k4cSLvv/8+jRs3pmvXrrzwwgv83//9H+PHj6d169YEBgZy3333UVBQcMbXOJlFixZx22238eSTT5KcnExoaCjTp09n3Lhx5XaNf/L29i7xucViweHQwpMiIqIAVD4sljO6FVXMBnj7OygocnDU4keQj/dpzzlXPXv2ZNiwYUybNo0PPviAwYMHY7FY+P3337nuuuvo06cPYIzp2bRpEy1atCjT68bFxbFz50727t1LdHQ0AIsXLy7RZuHChTRo0IBHH33UdWzHjh0l2vj4+GC3n3pQeFxcHFOmTCE3N9fVC/T7779jtVpp3rx5meoVERHPpltgJvN3LYhYOT0TQUFB9OrVi5EjR7J371769+8PQNOmTZk3bx4LFy5k/fr1/Pe//z1hxe1TSUpKolmzZvTr1481a9awYMGCEkGn+BqpqalMnz6drVu38tprr/Hll1+WaNOwYUO2bdvG6tWryczMLLFHW7HirU369evHunXr+Pnnnxk6dCi33377CfvEiYiIlEYByGRmbIkxcOBADh48SHJysmvMzmOPPUbbtm1JTk7m4osvJioqih49epT5Na1WK19++SVHjhyhY8eO3HnnnTz77LMl2lx77bXcf//9DBkyhPj4eBYuXMjjjz9eos2NN95It27duOSSS6hVq1apU/EDAgL4/vvvOXDgAB06dOCmm27isssuY8KECWf+H0NERDySxemshGWIq5js7GxCQ0PJyso6YVuMo0ePsm3bNho1anTKDVbLKutIITv25+LvbaNpZPA5v56cvfL+3oqISOU61e/vf1MPkMlcu8IXOVAWFRERqRwKQCbzsVmxWiw4j22JISIiIhVPAchklb0lhoiIiCgAuYXi22BHFIBEREQqhQLQWSrP8Tr+rh4g3QIzk8ZgiYh4DgWgM1S8unBe3plvfnoyugXmHoq/p/9eQVpERKofrQR9hmw2G2FhYa49pQICAlw7q581hwNnUQEFRZCT63XmW2LIOXE6neTl5ZGRkUFYWFiJ/cNERKR6UgA6C8U7lZfnxpoHso5S5HDizPbB11u/gM0QFhZ2yl3oRUSk+lAAOgsWi4Xo6Ghq165NYWFhubzme7PWsXBrJvdc0oQb2tYrl9eUsvP29lbPj4iIB1EAOgc2m63cfmlG1wxm9+p0Vu/J5dbOWoVYRESkImmwiZuIizaW7N6QdtjkSkRERKo/BSA3EXssAG1MO4zdoenYIiIiFUkByE3UrxmAv7eN/CIH2zJzzS5HRESkWlMAchM2q4VmUcZu8BvSsk2uRkREpHpTAHIjLaKPBaC9GgckIiJSkRSA3EhslDEOaP1e9QCJiIhUJAUgNxLrugWmHiAREZGKpADkRopngu0+dISsI+WzwKKIiIicSAHIjYT6e1M3zB+ADboNJiIiUmEUgNyMboOJiIhUPAUgN3N8RWj1AImIiFQUBSA3E3tsKvxfmgovIiJSYRSA3EzxVPhN2hJDRESkwigAuZlGEYH4elk5Umgn9UCe2eWIiIhUSwpAbsZmtdD82EBoLYgoIiJSMRSA3JBrJpgCkIiISIVQAHJDxTPB1msqvIiISIUwPQBNnDiRhg0b4ufnR0JCAkuXLj1l+5kzZxIbG4ufnx+tW7dmzpw5J7RZv3491157LaGhoQQGBtKhQwdSU1Mr6i2UO+0JJiIiUrFMDUAzZsxg+PDhPPHEE6xcuZI2bdqQnJxMRkZGqe0XLlxI7969GThwIKtWraJHjx706NGDdevWudps3bqVCy+8kNjYWObPn88ff/zB448/jp+fX2W9rXMWd2wq/K6DR8g+qi0xREREypvF6XSaNtc6ISGBDh06MGHCBAAcDgcxMTEMHTqUESNGnNC+V69e5Obm8u2337qOderUifj4eCZNmgTALbfcgre3Nx9++OFZ15WdnU1oaChZWVmEhISc9euci8SxKezNOspndyfSvmFNU2oQERGpSs7k97dpPUAFBQWsWLGCpKSk48VYrSQlJbFo0aJSz1m0aFGJ9gDJycmu9g6Hg9mzZ9OsWTOSk5OpXbs2CQkJzJo1q8LeR0WJ1UwwERGRCmNaAMrMzMRutxMZGVnieGRkJGlpaaWek5aWdsr2GRkZ5OTk8Pzzz9OtWzd++OEHrr/+em644QZ++eWXk9aSn59PdnZ2iYfZYjUQWkREpMJ4mV1AeXI4HABcd9113H///QDEx8ezcOFCJk2aRNeuXUs9b+zYsTz55JOVVmdZuPYEUw+QiIhIuTOtBygiIgKbzUZ6enqJ4+np6URFRZV6TlRU1CnbR0RE4OXlRYsWLUq0iYuLO+UssJEjR5KVleV67Ny582zeUrmK+8eu8A5tiSEiIlKuTAtAPj4+tGvXjpSUFNcxh8NBSkoKiYmJpZ6TmJhYoj3AvHnzXO19fHzo0KEDGzduLNFm06ZNNGjQ4KS1+Pr6EhISUuJhtkYRgfh4WckrsLPzoLbEEBERKU+m3gIbPnw4/fr1o3379nTs2JHx48eTm5vLgAEDAOjbty9169Zl7NixAAwbNoyuXbsybtw4unfvzvTp01m+fDlvv/226zUfeughevXqxUUXXcQll1zC3Llz+eabb5g/f74Zb/GsedmsNIsMYt3ubNbvPUyD8ECzSxIREak2TA1AvXr1Yt++fYwePZq0tDTi4+OZO3eua6BzamoqVuvxTqrOnTszbdo0HnvsMUaNGkXTpk2ZNWsWrVq1crW5/vrrmTRpEmPHjuXee++lefPmfP7551x44YWV/v7OVWxUyLEAlE23VqXfFhQREZEzZ+o6QO7KHdYBAnhnwd88M3s9yS0jeev29qbVISIiUhVUiXWA5PRaFM8E01R4ERGRcqUA5MaaH5sJtmN/Hrn5RSZXIyIiUn0oALmx8CBfagf7AuoFEhERKU8KQG4u1nUbTAsiioiIlBcFIDdXvDP8hr3qARIRESkvCkBuLi7q2J5g2hJDRESk3CgAubnY6ONbYmjFAhERkfKhAOTmGtcKwttmISe/iF0Hj5hdjoiISLWgAOTmvG1WmtQ2eoF0G0xERKR8KABVAf/cGV5ERETOnQJQFRCnqfAiIiLlSgGoCigeCL1eU+FFRETKhQJQFRB7bCr89v255BVoSwwREZFzpQBUBdQK9iUiyBenEzal55hdjoiISJWnAFRFxEVrJpiIiEh5UQCqImKLZ4IpAImIiJwzBaAqongm2HpNhRcRETlnCkBVROw/9gTTlhgiIiLnRgGoimhcOxAvq4XDR4vYk3XU7HJERESqNAWgKsLXy0aT2kGAxgGJiIicKwWgKqR4ILRmgomIiJwbBaAqJFYDoUVERMqFAlAV4toTTD1AIiIi50QBqAop3hV+W2YuRwvtJlcjIiJSdSkAVSG1gn2pGeiDwwmb0nUbTERE5GwpAFUhFovFtSXGBu0MLyIictYUgKqY4gUR/9I4IBERkbOmAFTFuPYES1MAEhEROVsKQFWMayZY2mFtiSEiInKWFICqmCa1g7BZLRzKKyQtW1tiiIiInA0FoCrGz9vGeRGBgAZCi4iInC0FoCro+IrQGgckIiJyNhSAqqDiqfDr1QMkIiJyVhSAqqC4KG2JISIici4UgKqg2GM9QH9rSwwREZGzogBUBUWF+BEW4I3d4WRLRo7Z5YiIiFQ5bhGAJk6cSMOGDfHz8yMhIYGlS5eesv3MmTOJjY3Fz8+P1q1bM2fOnBJf79+/PxaLpcSjW7duFfkWKpXFYnEtiLhet8FERETOmOkBaMaMGQwfPpwnnniClStX0qZNG5KTk8nIyCi1/cKFC+nduzcDBw5k1apV9OjRgx49erBu3boS7bp168bevXtdj08++aQy3k6lKd4SY0OaBkKLiIicKdMD0CuvvMJdd93FgAEDaNGiBZMmTSIgIID33nuv1Pb/93//R7du3XjooYeIi4vj6aefpm3btkyYMKFEO19fX6KiolyPGjVqVMbbqTQtXCtCqwdIRETkTJkagAoKClixYgVJSUmuY1arlaSkJBYtWlTqOYsWLSrRHiA5OfmE9vPnz6d27do0b96cwYMHs3///pPWkZ+fT3Z2domHu4v9x1R4bYkhIiJyZkwNQJmZmdjtdiIjI0scj4yMJC0trdRz0tLSTtu+W7dufPDBB6SkpPDCCy/wyy+/cOWVV2K3lz5jauzYsYSGhroeMTEx5/jOKl6zyGCsFjiQW8C+w/lmlyMiIlKleJldQEW45ZZbXM9bt27N+eefT+PGjZk/fz6XXXbZCe1HjhzJ8OHDXZ9nZ2e7fQjy87bRKCKQrftyWZ92mNohfmaXJCIiUmWY2gMUERGBzWYjPT29xPH09HSioqJKPScqKuqM2gOcd955REREsGXLllK/7uvrS0hISIlHVeDaEkMzwURERM6IqQHIx8eHdu3akZKS4jrmcDhISUkhMTGx1HMSExNLtAeYN2/eSdsD7Nq1i/379xMdHV0+hbuJuGNT4bUitIiIyJkxfRbY8OHDmTx5MlOnTmX9+vUMHjyY3NxcBgwYAEDfvn0ZOXKkq/2wYcOYO3cu48aNY8OGDYwZM4bly5czZMgQAHJycnjooYdYvHgx27dvJyUlheuuu44mTZqQnJxsynusKHHRmgovIiJyNkwfA9SrVy/27dvH6NGjSUtLIz4+nrlz57oGOqempmK1Hs9pnTt3Ztq0aTz22GOMGjWKpk2bMmvWLFq1agWAzWbjjz/+YOrUqRw6dIg6depwxRVX8PTTT+Pr62vKe6woxbfAtmTkkF9kx9fLZnJFIiIiVYPFqTnUJ8jOziY0NJSsrCy3Hg/kdDpp8+QPZB8tYs69/6FFHfetVUREpKKdye9v02+BydmzWCyuXiAtiCgiIlJ2CkBVXJz2BBMRETljCkBVXKwGQouIiJwxBaAqLs61FpACkIiISFkpAFVxzSKDsFggMydfW2KIiIiUkQJQFRfg40XD8EBAA6FFRETKSgGoGoiLLl4RWrfBREREykIBqBqIjdKeYCIiImdCAagaiC2eCq+ZYCIiImWiAFQNxLm2xDhMod1hcjUiIiLuTwGoGqhXw58gXy8K7U627ssxuxwRERG3pwBUDVgsFtdtMA2EFhEROT0FoGoiNrp4HJAGQouIiJyOAlA1oRWhRUREyk4BqJoongq/QVPhRURETksBqJpofmwMUMbhfPbnaEsMERGRU1EAqiaCfL1oEB4AaGd4ERGR01EAqkZcCyLqNpiIiMgpKQBVI65xQOoBEhEROSUFoGqkeCaYdoUXERE5NQWgaqR4V/hN6TkUaUsMERGRk1IAqkZiagQQ6GOjoMjBtsxcs8sRERFxWwpA1YjVanFNh9fO8CIiIienAFTNxLpWhNY4IBERkZNRAKpm4lyboioAiYiInIwCUDVzfCaYboGJiIicjAJQNdPsWA/Q3qyjHMorMLkaERER96QAVM2E+HlTr4Y/oJ3hRURETkYBqBrSgogiIiKnpgBUDcVpTzAREZFTUgCqhmI1EFpEROSUFICqoeJbYBvTDmN3OE2uRkRExP0oAFVD9WsG4O9tI19bYoiIiJRKAagaslktrunwGggtIiJyIgWgaur4itAaByQiIvJvbhGAJk6cSMOGDfHz8yMhIYGlS5eesv3MmTOJjY3Fz8+P1q1bM2fOnJO2vfvuu7FYLIwfP76cq3ZvcdoTTERE5KRMD0AzZsxg+PDhPPHEE6xcuZI2bdqQnJxMRkZGqe0XLlxI7969GThwIKtWraJHjx706NGDdevWndD2yy+/ZPHixdSpU6ei34bbiXXdAlMPkIiIyL+ZHoBeeeUV7rrrLgYMGECLFi2YNGkSAQEBvPfee6W2/7//+z+6devGQw89RFxcHE8//TRt27ZlwoQJJdrt3r2boUOH8vHHH+Pt7V0Zb8WtxEYZPUC7Dx0h60ihydWIiIi4F1MDUEFBAStWrCApKcl1zGq1kpSUxKJFi0o9Z9GiRSXaAyQnJ5do73A4uP3223nooYdo2bLlaevIz88nOzu7xKOqCw3wpm6YsSWGdoYXEREpydQAlJmZid1uJzIyssTxyMhI0tLSSj0nLS3ttO1feOEFvLy8uPfee8tUx9ixYwkNDXU9YmJizvCduCfdBhMRESmd6bfAytuKFSv4v//7P6ZMmYLFYinTOSNHjiQrK8v12LlzZwVXWTliozUVXkREpDSmBqCIiAhsNhvp6ekljqenpxMVFVXqOVFRUadsv2DBAjIyMqhfvz5eXl54eXmxY8cOHnjgARo2bFjqa/r6+hISElLiUR0UzwT7S1PhRURESjA1APn4+NCuXTtSUlJcxxwOBykpKSQmJpZ6TmJiYon2APPmzXO1v/322/njjz9YvXq161GnTh0eeughvv/++4p7M26oeCD0Jm2JISIiUoKX2QUMHz6cfv360b59ezp27Mj48ePJzc1lwIABAPTt25e6desyduxYAIYNG0bXrl0ZN24c3bt3Z/r06Sxfvpy3334bgPDwcMLDw0tcw9vbm6ioKJo3b165b85kDcMD8PWycqTQTuqBPBpFBJpdkoiIiFs4qx6gqVOnMnv2bNfnDz/8MGFhYXTu3JkdO3ac0Wv16tWLl19+mdGjRxMfH8/q1auZO3eua6Bzamoqe/fudbXv3Lkz06ZN4+2336ZNmzZ89tlnzJo1i1atWp3NW6nWvGxWmh8bCK0FEUVERI6zOJ3OM7430rx5c958800uvfRS17T0V199lW+//RYvLy+++OKLiqi10mRnZxMaGkpWVlaVHw/08Gdr+HT5Lu69tAnDr/CsHjAREfEsZ/L7+6xuge3cuZMmTZoAMGvWLG688UYGDRpEly5duPjii8/mJaWCFI8DWq+p8CIiIi5ndQssKCiI/fv3A/DDDz9w+eWXA+Dn58eRI0fKrzo5Z9oTTERE5ERn1QN0+eWXc+edd3LBBRewadMmrrrqKgD+/PPPk041F3MUL4a46+ARso8WEuLneduCiIiI/NtZ9QBNnDiRxMRE9u3bx+eff+6adbVixQp69+5drgXKuakR6ENUiB9gTIcXERGRs+wBCgsLO2HzUYAnn3zynAuS8hcXHUxa9lHWpx2mfcOaZpcjIiJiurPqAZo7dy6//fab6/OJEycSHx/PrbfeysGDB8utOCkfsRoHJCIiUsJZBaCHHnrItWP62rVreeCBB7jqqqvYtm0bw4cPL9cC5dy5NkVVABIREQHO8hbYtm3baNGiBQCff/45V199Nc899xwrV650DYgW99HiWA/QxrTDOBxOrNaybRIrIiJSXZ1VD5CPjw95eXkA/Pjjj1xxxRUA1KxZ09UzJO6jUUQgPjYruQV2dh7MM7scERER051VD9CFF17I8OHD6dKlC0uXLmXGjBkAbNq0iXr16pVrgXLuvGxWmkYG8eeebNbvPUyDcO0JJiIinu2seoAmTJiAl5cXn332GW+++SZ169YF4LvvvqNbt27lWqCUj+IFETekqYdORETkrHqA6tevz7fffnvC8VdfffWcC5KKEatNUUVERFzOKgAB2O12Zs2axfr16wFo2bIl1157LTabrdyKk/JzvAdIiyGKiIicVQDasmULV111Fbt376Z5c2OH8bFjxxITE8Ps2bNp3LhxuRYp5664B2jH/jxy84sI9D3r7CsiIlLlndUYoHvvvZfGjRuzc+dOVq5cycqVK0lNTaVRo0bce++95V2jlIPwIF9qB/sC6gUSERE5q26AX375hcWLF1Oz5vFtFcLDw3n++efp0qVLuRUn5Ss2OoSMw/vYkJZNuwY1zC5HRETENGfVA+Tr68vhwyf2IuTk5ODj43PORUnFiHOtCK0eIBER8WxnFYCuvvpqBg0axJIlS3A6nTidThYvXszdd9/NtddeW941SjmJ055gIiIiwFkGoNdee43GjRuTmJiIn58ffn5+dO7cmSZNmjB+/PhyLlHKS2z0sR6gtMM4nU6TqxERETHPWY0BCgsL46uvvmLLli2uafBxcXE0adKkXIuT8nVeRBDeNgs5+UXsOniEmJoBZpckIiJiijIHoNPt8v7zzz+7nr/yyitnX5FUGB8vK01qB7N+bzbr92YrAImIiMcqcwBatWpVmdpZLNpp3J3FRRkBaEPaYa5oGWV2OSIiIqYocwD6Zw+PVF2x0cGwSnuCiYiIZzurQdBSdR2fCaap8CIi4rkUgDxMbJQRgLbvzyWvoMjkakRERMyhAORhagX7EhHkg9MJm9JzzC5HRETEFApAHkgLIoqIiKdTAPJAsa4tMRSARETEMykAeaDicUDrtSu8iIh4KAUgD/TPW2DaEkNERDyRApAHalw7EC+rhcNHi9iTddTsckRERCqdApAH8vWy0bhWEKBxQCIi4pkUgDxU3LGd4TUTTEREPJECkIeKjdZAaBER8VwKQB5KU+FFRMSTuUUAmjhxIg0bNsTPz4+EhASWLl16yvYzZ84kNjYWPz8/WrduzZw5c0p8fcyYMcTGxhIYGEiNGjVISkpiyZIlFfkWqpwWx3qAtmXmcrTQbnI1IiIilcv0ADRjxgyGDx/OE088wcqVK2nTpg3JyclkZGSU2n7hwoX07t2bgQMHsmrVKnr06EGPHj1Yt26dq02zZs2YMGECa9eu5bfffqNhw4ZcccUV7Nu3r7LelturFexLzUAfHE7YlK7bYCIi4lksTpMXgklISKBDhw5MmDABAIfDQUxMDEOHDmXEiBEntO/Vqxe5ubl8++23rmOdOnUiPj6eSZMmlXqN7OxsQkND+fHHH7nssstOW1Nx+6ysLEJCQs7ynbm/WycvZuHW/bx44/n07BBjdjkiIiLn5Ex+f5vaA1RQUMCKFStISkpyHbNarSQlJbFo0aJSz1m0aFGJ9gDJycknbV9QUMDbb79NaGgobdq0KbVNfn4+2dnZJR6ewLUgYppnvF8REZFipgagzMxM7HY7kZGRJY5HRkaSlpZW6jlpaWllav/tt98SFBSEn58fr776KvPmzSMiIqLU1xw7diyhoaGuR0yMZ/SGFA+E1lR4ERHxNKaPAaool1xyCatXr2bhwoV069aNnj17nnRc0ciRI8nKynI9du7cWcnVmqO4B2hD2mFtiSEiIh7F1AAUERGBzWYjPT29xPH09HSioqJKPScqKqpM7QMDA2nSpAmdOnXi3XffxcvLi3fffbfU1/T19SUkJKTEwxM0qR2EzWrhUF4h6dn5ZpcjIiJSaUwNQD4+PrRr146UlBTXMYfDQUpKComJiaWek5iYWKI9wLx5807a/p+vm5+vX/L/5Odt47yIQEC3wURExLOYfgts+PDhTJ48malTp7J+/XoGDx5Mbm4uAwYMAKBv376MHDnS1X7YsGHMnTuXcePGsWHDBsaMGcPy5csZMmQIALm5uYwaNYrFixezY8cOVqxYwR133MHu3bu5+eabTXmP7ixWA6FFRMQDeZldQK9evdi3bx+jR48mLS2N+Ph45s6d6xronJqaitV6PKd17tyZadOm8dhjjzFq1CiaNm3KrFmzaNWqFQA2m40NGzYwdepUMjMzCQ8Pp0OHDixYsICWLVua8h7dWWxUMN+sgQ17tRaQiIh4DtPXAXJHnrIOEMDPGzIYMGUZTWsHMW94V7PLEREROWtVZh0gMV/ssV3h/9aWGCIi4kEUgDxcVIgfof7e2B1OtmTkmF2OiIhIpVAA8nAWi4W4aC2IKCIinkUBSIiNOr4gooiIiCdQAKpMO5fBjNth0/dmV1JCcQ/QBk2FFxERD2H6NHiPsv4rWP81HDkIzZLNrsbFtSnqXmNLDIvFYnJFIiIiFUs9QJWp43/BYoPtCyBtrdnVuDStHYzVAgdyC9h3WKtli4hI9acAVJnCYqDFtcbzxW+aW8s/+PvYaFi8JYbGAYmIiAdQAKpsnf5nfFw7E3JK353eDMdvg2kckMi5mrVqN+8s+BuHQ+vMirgrBaDKFtMR6rYHewEsK313ejPERR0bCK0AJHJOZixL5b4Zq3lm9npe/XGT2eWIyEkoAJmh02Dj47J3oPCoubUco6nwIudu4dZMHv1ynevz13/awjdr9phYkYicjAKQGVpcByF1IS8T1n1mdjUAxNUxAtCWjBzyi7QlhsiZ+ntfDoM/WkmRw8m1bepw138aAfDQZ2tYtzvL5OpE5N8UgMxg84aOg4zni94AN9iPtk6oH8F+XhQ5nGzNyDW7HJEq5WBuAXdMWUbWkULa1g/jxZvOZ8SVcXRtVoujhQ4GfbBcMyxF3IwCkFna9QPvAMj4E7b9anY1xpYYrttgGgckUlYFRQ7++9EKtu/Po14Nf97u2x4/bxs2q4XXel/AebUC2ZN1lLs/WqHeVRE3ogBkFv8aEH+r8XzxG+bWcoz2BBM5M06nk5FfrGXptgME+3rxfv8ORAT5ur4e6u/NO33bE+znxYodB3l81jqcbtDjKyIKQOZKuNv4uGku7N9qbi1AbLQGQouciTfmb+XzlbuwWS1MvK0tTSODT2hzXq0gJtzaFqsFPl2+iykLt1d+oSJyAgUgM0U0habHtsRwg4URY6OKe4AUgEROZ87avbz0/UYAxlzbkoua1Tpp267NajHqqjgAnpm9nt82Z1ZKjSJycgpAZks8tjDi6o+NPcJM1DwqGIsFMnPyNWBT5BRW7zzE/TNWAzCgS0Nu79TgtOcMvLARN7ath93h5J5pK9meqckGImZSADJbo65QuyUU5sHKD0wtJcDHi4bhxpYYGggtUrrdh45w59Tl5Bc5uDS2No91b1Gm8ywWC89e34oL6oeRdaSQOz9YzuGjhRVcrYicjAKQ2SyW4wsjLnkb7EWmlhPrWhFat8FE/i0nv4iBU5aRmZNPbFQwr/W+AJvVUubz/bxtvNWnHVEhfmzJyGHY9NXYtV2GiCkUgNxB65shIAKyd8H6r00tRXuCiZTO7nBy7yer2JB2mFrBvrzXvwNBvl5n/Dq1Q/x46/Z2+HpZ+WlDBi//sLECqhWR01EAcgfeftBhoPHc5CnxroHQmgkmUsIzs//ipw0Z+Hlbeadve+qE+Z/1a7WJMRZLBHhz/la+Wr27vMoUkTJSAHIX7QeCzQd2LYOdy0wro7gHaEvGYQrtDtPqEHEnHy7azvu/bwfglZ7xtIkJO+fXvC6+LoMvbgzAw5/9wR+7Dp3za4pI2SkAuYvgSGh1k/HcxF6gumH+BPl6UWh38vc+zVIR+WXTPsZ88xcAD3drzlWto8vttR+8ojmXxtYmv8jBoA9WkJHtHpsji3gCBSB3UjwY+q+v4NBOU0qwWi3/WA9I44DEs21KP8yQj1didzi5uV09BndtXK6vb7Na+L9b4mlSO4i07KMM+nAFRwu1XYZIZVAAcifR50PD/4DTDssmm1ZGbPGWGJoKLx4sMyefO6Ys43B+EQmNavLs9a2xWMo+46usgv2M7TJC/b1ZvfMQj36p7TJEKoMCkLvpdGxhxBVTID/HlBJiizdF1VR48VBHC+3c9cFydh08QqOIQCb1aYePV8X9uGwYEcjEW9tis1r4fOUu3v1tW4VdS0QMCkDuplky1GgER7NgzSemlKCp8OLJnE4nD332B6tSDxHq7827/dpTI9Cnwq97YdMIHutubJfx3Jz1/LJpX4VfU8STKQC5G6vt+FigxW+Co/JnYjU/NgYo43A++3O0JYZ4lld/3Mw3a/bgZbXwZp+2nFcrqNKu3b9zQ3q2r4fDCUOmreTvfeb0Aot4AgUgdxR/G/iGwoGtsPmHSr98kK8X9WsGALBR6wGJB5m1ajevpWwG4LkbWtO5cUSlXt9isfB0j1a0a1CDw0eLuPOD5WRruwyRCqEA5I58g6Dt7cZzk6bExx0bCP2XboOJh1i+/QAPf/YHAHd3bUzP9jGm1OHrZWNSn3ZEh/rx975c7v1klbbLEKkACkDuKuG/YLHCtl8gbV2lX941EFo9QOIBUvfnMejDFRTYHXRrGcXDyc1NradWsC+T+7bHz9vK/I37eHHuBlPrEamOFIDcVVh9iLvGeL7kzUq/fHEPkHaFl+ou60ghA6Ys5UBuAa3rhvJqr3isZ7DBaUVpVTeUl29uA8Bbv/7NFyt3mVyRSPWiAOTOOt1jfPxjJuRU7oyQ4plgm9JzKNKWGFJNFdod3PPxSrbuyyU61I93+rXH38dmdlkuV59fhyGXNAFgxBdrWZV60OSKRKoPBSB3FtMR6rYDez4sf69yL10jgAAfGwVFDrZlaksMqX6cTidPfP0nv23JJMDHxjv92hMZ4md2WScYfnkzLm8RSUGRg/9+uIJ0bZchUi7cIgBNnDiRhg0b4ufnR0JCAkuXLj1l+5kzZxIbG4ufnx+tW7dmzpw5rq8VFhbyyCOP0Lp1awIDA6lTpw59+/Zlz549Ff02yp/FcnxhxGXvQFHlTUm3Wi2u6fDaGV6qo3d/28a0JalYLPDaLRfQsk6o2SWVymq18GqveJpFBpFxOJ9BHyzXdhki5cD0ADRjxgyGDx/OE088wcqVK2nTpg3JyclkZGSU2n7hwoX07t2bgQMHsmrVKnr06EGPHj1Yt84YKJyXl8fKlSt5/PHHWblyJV988QUbN27k2muvrcy3VX5aXAfBdSA3A9Z+VqmX1oKIUl3N+yudZ+esB+DRq+JIahFpckWnFuTrxTt9OxAW4M2aXVmM/GKttssQOUcWp8n/FyUkJNChQwcmTJgAgMPhICYmhqFDhzJixIgT2vfq1Yvc3Fy+/fZb17FOnToRHx/PpEmTSr3GsmXL6NixIzt27KB+/fqnrSk7O5vQ0FCysrIICQk5y3dWjha8AilPQmRruHuB0TNUCT5ctJ3Hv/qTS5rX4v0BHSvlmiIV7c89Wdw8aRF5BXZuTajPsz1aVcgeXxVh4ZZMbn9vKXaHk5FXxvLfct6cVaSqO5Pf36b2ABUUFLBixQqSkpJcx6xWK0lJSSxatKjUcxYtWlSiPUBycvJJ2wNkZWVhsVgICwsrl7orXbv+4OUP6Wth+4JKu2xstKbCS/WSnn2UgVOWk1dg5z9NI3jy2pZVJvwAdG4SwRPXtADg+bkb+HlD6T3lInJ6pgagzMxM7HY7kZElu58jIyNJS0sr9Zy0tLQzan/06FEeeeQRevfufdI0mJ+fT3Z2domHWwmoCfG9jeeLK29KfPEYoL1ZRzmUV1Bp1xWpCHkFRdw5dTlp2UdpUjuICbe2xdtm+iiAM3Z7pwb07lgfpxPu/WQVWzK0XYbI2ah6//efgcLCQnr27InT6eTNN08eHMaOHUtoaKjrERNjzgqwp1Q8GHrjd7B/a6VcMsTPm3o1/AFYr53hpQpzOJzcP2M1a3dnUTPQh/f6dSDU39vsss6KxWLhyWtb0rFhTQ7nF3HXB8vJytN2GSJnytQAFBERgc1mIz09vcTx9PR0oqKiSj0nKiqqTO2Lw8+OHTuYN2/eKe8Fjhw5kqysLNdj586dZ/mOKlBEU2h6BeCEJaWPdaoIx1eEdrNeMZEz8ML3G/j+z3R8bFbevr0d9cMDzC7pnPh4WXmzT1vqhvmzLTOXIZ+s1HpdImfI1ADk4+NDu3btSElJcR1zOBykpKSQmJhY6jmJiYkl2gPMmzevRPvi8LN582Z+/PFHwsPDT1mHr68vISEhJR5uqXiX+FUfw5FDlXLJFsdWhNZMMKmqZixL5a1f/gbgxZvOp33DmiZXVD7Cg4ztMvy9bSzYnMnY77RdhsiZMP0W2PDhw5k8eTJTp05l/fr1DB48mNzcXAYMGABA3759GTlypKv9sGHDmDt3LuPGjWPDhg2MGTOG5cuXM2TIEMAIPzfddBPLly/n448/xm63k5aWRlpaGgUFVXwcy3mXQK04KMyFlR9UyiU1EFqqsoVbM3n0S2OJjHsva0qPC+qaXFH5alEnhFd6GttlvPvbNmYud8PeaxE3ZXoA6tWrFy+//DKjR48mPj6e1atXM3fuXNdA59TUVPbu3etq37lzZ6ZNm8bbb79NmzZt+Oyzz5g1axatWrUCYPfu3Xz99dfs2rWL+Ph4oqOjXY+FCxea8h7LjcVyvBdo6dtgL6rwS8YeGwi9Me2wdqSWKmXrvhwGf7SSIoeTa9rU4f6kppV38aPZkJtZKZe6snU0wy4z3tujX65jxQ5tlyFSFqavA+SO3G4doH8qPAKvtoS8/XDzFGh5fYVezu5w0uqJ7zlSaOfH4V1pUjuoQq8nUh4O5hbQ443f2bE/j7b1w5h2Vyf8vCtpj6/8wzDpQsg7AHf9DBFNKvySDoeT/328krl/phER5Ms3Q7sQHepf4dcVcTdVZh0gOQve/tB+oPG8EqbE26wWmkVpZ3ipOvKL7Pz3oxXs2J9HvRr+vN23feWFH4BfXoSD2yE/G2YNBkfFb1thtVoY17MNsVHBZObkM+iDFRwp0HYZIqeiAFQVdRgIVm/YuQR2rajwy8UVByBNhRc353Q6GfXFOpZuO0Cwrxfv9e9ARJBv5RWQsQEWv2E8t/nCrqWw8PVKuXSgrxeT+7anZqAPa3dn8fDnf2i7DJFTUACqioKjoPVNxvPFEyv8csXjgDQTTNzdG/O38vnKXdisFibc1pZmkcGVd3GnE+Y8CI4iaN4duo8zjv/8LGSsr5QSYmoG8MZtbfGyWvhmzR7emF85a4aJVEUKQFVV8WDoP2dB1u4KvVScZoJJFTBn7V5e+n4jAGOuaUHXZrUqt4B1nxtb1Xj5Q7excEEfY+0uewF8eTfYK2exwk7nhfPkdS0BePmHjfz4V/ppzhDxTApAVVV0G2hwITjtxoywClS8GOLuQ0fIOqIVZ8X9rN55iPtnrAZgQJeG3J7YsHILOJoN3z9qPL/oAajRwJi1ec1r4BcGe1fDb69WWjm3JTTg9k4NcDph2PRVbErXHy8i/6YAVJUlHtseY8UUKMitsMuEBnhTJ9QPgA26DSZuZvehI9w5dTn5RQ4uja3NY91bVH4R85+HnDSoeR50vvf48ZBouOol4/kvL8DePyqtpNHXtKDTeTXJLbBz59TlHMyt4uugiZQzBaCqrFk3qNEQjh6CNZ9U6KV0G0zcUU5+EQOnLCMzJ5/YqGBe630BNmsl7+6e/ufx7WmufAm8/jXouvXNEHu1MTZo1mAoqpwg4m2z8sZt7ahXw5/UA3naLkPkXxSAqjKrDRKOjQVaPAkcFffDLTZaU+HFvRTZHQydtpINaYeJCPLl3f4dCPL1qtwinE6Y/aBxKzruGmiadGIbiwWuHg8B4ZC+Dn59sdLKqxnowzv92hPgY+P3Lft5ZnblDMYWqQoUgKq6C24D3xDYvxm2/FhhlykeB6Rd4cVdPDN7PT9v3Ievl5V3+rWnbpgJC//98SmkLgTvAEgee/J2QbWOzwpb8ArsrvjlK4rFRoXwaq94AKYs3M70pamVdm0Rd6YAVNX5BkPbvsbzCpwSX3wLTFtiiDv4cNF2pizcDsCrveKJjwmr/CKOHIIfHjOeX/QQhMWcun3L66HlDUZv0ZeDofBohZdYLLllFA9c3gyAx79ax7LtByrt2iLuSgGoOug4CCxW+Hs+pP9VIZdoGB6Ar5eVI4V2Ug/kVcg1RMril037GPON8e/8oeTmXNU62pxC5o+F3AwIbwqJQ8p2TvdxEFgbMjca6wNVoiGXNqF762gK7U7u/nAFuw8dqdTri7gbBaDqoEYDY5AlHF+Ftpx52ayuReU0E0zMsin9MEM+Xond4eTGtvX438WNzSkkbe3x5Seuegm8fMp2XkBNuOb/jOcLX4fUJRVTXyksFgsv3Xw+LaJD2J9bwF1Tl5NXUPEbKou4KwWg6iLxHuPjH59W2C7UcdFaEVrMs+9wPgPeX8bh/CI6NqrJ2BtaY7FU8owvMCYbzH4QnA7jtlbjS87s/NiroE1vwGnMCiuovB7VAB8vJvdrT3igD3/tzeahmdouQzyXAlB1EZMAdS4Aez4sf69CLuEaCK2p8FLJjhbaGfThcnYfOkLD8ADe6tMOHy+Tfnyt+QR2LgbvQLjiLG9jdXseguvAga2Q8lT51ncadcP8mXR7O7xtFmav3cuEn7ZU6vVF3IUCUHVhsUCnY71ASydDUX65X0JT4cUMTqeThz77g1Wphwjx8+Ld/h2oEVjGW07l7chBmDfaeH7xIxBa9+xexz8Mrj22SeqSN2H7b+VSXll1aFiTp69rBcC4eZuYuy6tUq8v4g4UgKqTFtdBcLQxMHPdF+X+8nHHeoB2HjjC4aPaEkMqx6s/buabNXvwslqYdHs7GtcKMq+Yn56FvEyIaH58Da6z1TQJ2vYzns/6H+TnnHt9Z+CWjvXp37khAMM/Xa0/bMTjKABVJ14+0PEu4/niicYibeWoRqAPUSHGlhgbq8ltME3pd2+zVu3mtZTNADx3fWs6N44wr5g9q2H5u8bz7i+XfeDzqSQ/C6H14dAOmPf4ub/eGXqsexxdmoSTV2Dnrg+Wc0DbZYgHUQCqbtoNMHajTlsLO34v95cvvg1WVcYBOZ1ODuYWsGbnIb5es4cJP23moZlr6PnWIhLHptDk0Tlc/sovTF24nWz1armVZdsP8PBnxt5Z/+16Hj07nGadnYrkcMDsB4yBz61ugkYXlc/r+gbDdROM58vfg60/lc/rlpGXzcqE3m1pEB7AzgNH+N/HKyjUdhniISp53XipcAE1oc0tsOJ9WPQGNLywXF8+LjqE+Rv3udVMMLvDyd6sI6Tuz2PHgTxSD+Qde57Ljv15HD566qm+mzNyeOLrP3lh7gZ6XFCXPgkNaFEnpJKql9Kk7s/jvx+uoMDuILllJI8kx5pb0OqPYPdy8AmCK54p39c+ryt0uAuWTYavhsD/FoFfaPle4xRqBPowuW97bnhjIYv/PsBT3/zF0z1aVdr1RcyiAFQddRpsBKCNc+DA38YO1eUkNsqctYCOFNjZeTCPHfvz2LE/l9QDxvOdB/LYeTCPQvupb2VFhvhSv2YA9WsG0iA8gAbhAdSvGUDtED9S1qfz4aIdbM7IYdqSVKYtSaV9gxrcntiAbq2i8PWyVdK7FICsI4UMmLKUA7kFtKprbONgrewNTv8p7wDMe8J4fvFIY4f38nb5k8ZWNge3wdxR0KPiVnUvTbPIYMb3iueuD5fz4eIdNI8Kpk+nBpVag0hlUwCqjmo1hyZJxg/UJW/BlS+U20v/c0sMh8NZbr+YnE4nB3ILjB6c/XmugJN6rBcn4/CpZ7V52yzE1AigfngADWoGEFMzgAbhRtiJqRGAv8/JQ0zfxIbc3qkBS7Yd4MPFO/h+XRrLdxxk+Y6DhAf60LNDDLd2rE9MzYByea9ycoV2B/d8vJKt+3KJCvHj3X4dCPAx+cfUT0/DkQNQuwUk/LdiruETCD3ehPevNHqb4q6B5t0q5lonkdQikgevaM5L329kzNd/0qR2EJ3OC6/UGkQqk8WpVbBOkJ2dTWhoKFlZWYSEVNFbIVtS4KMbjC774X+VW5d6kd1Bi9HfU2B38MtDF9MgPPCMzt1z6KgRbg7kGrepjt222nkgj5z8U9+qCvbzMnpvaga6gk79Yz050aH+2MopjGVkH2XGsp1MW5rK3ixjvyaLBS5tXps+iQ3o2rSWuT0S1ZDT6WRD2mHemL+Vb9bsIcDHxsy7E2lZp/JuBZVq9wqYfBnghP5zoGGXir3e94/CogkQFGXcCguoWbHX+xen08m901fzzZo91Az04at7uij4S5VyJr+/FYBKUS0CkNMJb3SCfRuMxdo6l3GvojLo/toC/tyTzaQ+7ejWKqrE13Lzi0r03hx/nsfug0coOs2sq+hQP+rXPH6Lqn54IA2OfR4WULlrvxTZHaRsyOCjxTtYsPn46toxNf25LaEBPdvHUNOs9WiqAafTyR+7svhuXRpz1+1l+35jRWSLBSbf3p6kFpHmFuiwwzuXwZ5VcH4vuOHtir9m4RF46yLI3ASte8KNkyv+mv9ypMBOz7cWsXZ3FrFRwXw+uDOBvrpZIFWDAtA5qhYBCGDFFPhmmDHN9t5VYCufH2IPfLqGz1fuolvLKJpHBRuDjo8FncycU9+q8vGyElPDnwbhga6gUxx26tUIwM/bPcfb/L0vh4+XpDJz+U6yjw2q9vGycnXraPokNuCCmDBztmWoYhwOJytTDzJnbRrf/5lWYkNOHy8rXZvVok+nBnRtVsvEKo9Z/j58ex/4hsCQ5RBcSYFs13J493JjxlmvY7fDKtnerCNc8/rvZObk061lFG/c1la9nlIlKACdo2oTgAqPwCstjPELPT8wFkosB+8s+JtnZq8/6dfDArz/MQ7nH7eswgOIDPar0j9IjxTY+WbNHj5cvIO1u7Ncx1vWCeH2Tg24Nr6O+WNW3EyR3cHSbQf4bp0Rev45nivAx8YlzWvTrVUUl8TWJshdehpy98OEdsbKz91egE53V+71f3wSfnsFAiLgniUQWPnrH63YcZDeby+mwO6gV/sYxt7Qukr/vyueQQHoHFWbAASQ8jQseBliOsHA78vlJTOyjzL0k1VYLRaj9+ZYD05x0An19y6X67i7NTsP8eHiHXyzZg/5RcbaKcF+XtzUrh63JTSgSW0TVyw2WUGRg9+3ZjJ3bRrz1qeXWGAv2NeLpBaRdGsVRddmtdyz1+/robDyA4hsBYN+Kbfe0zIryoe3L4aMv4w/XG6eatwbrGTfrNnDsOmrcDihd8f6PNujlUKQuDUFoHNUrQJQ9l4Y3xochXDXT1C3ndkVVTsHcwv4bMUuPlqygx37j+/s3blxOLd3akBSi0i8bdV/zdGjhXZ+3bSPueuM0PPP9ZdqBHhzeYtIrmwVTecm4e69tMDOZfBukvH8ju+hfidz6tiz2hiD5CiCG9+F1jeZUsasVbsZ/ulqHE7o06k+T1/XSrd7xW0pAJ2jahWAAL4YBH/MgNY3w43vmF1NteVwOFmwJZMPF+3gpw3pFI/3jgzxpXfH+vTuWJ/IY1uJVBe5+UX8vDGD79al8fOGDPIK7K6v1Qr2JbmlEXoSGtXEqyqEQIcdJl8Ce9dA/G3Q4w1z6/l5LPzyPPjXgP8tqbxxSP/yxcpdPDBzDU4n9E1swJPXtlQIErekAHSOql0A2rMa3u4KVi+4by2E1DG7ompv96EjfLIklenLUsnMMW7/2KwWkltG0qdTAxLPC6+yv0CyjxaSsj6d79am8cumfa7bfwB1Qv1IbhXFVa2jaVu/RrktTVBplk6GOQ+CbygMXQFBJg/GthfC5Esh7Q9odiX0/sSUW2EAM5fv5OHP/8DphP6dG/LENS2q7L9hqb4UgM5RtQtAAO9fZewNduFwSHrC7GrcQ24mzB8L9RMr7PZCQZGDuX+m8dGiHSzdfsB1vHGtQPp0asANbetViTFTB3ILmPdXGt+tS+P3LZklVt5uEB5At1ZRXNkqmjb1QqvuL8WcfcbA56NZcNXLxzcWNlv6n/BWV+M2do9JEN/btFI+XWaEIICBFzbise5xVff7LdWSAtA5qpYBaP03MKOP0ZV+/1/g4+GLm+3bBNNuhoPbjc+Tn4PEeyr0khvSsvlo8Q6+XLmb3GO3ivy9bfS4oA59OjUwf9G/f8nIPsr3fxqhZ8m2A9j/sYZTk9pBXHks9MRFB1ePX4Kz7jFWYY46HwbNB6sbjVNaMA5SnjJ6pv63CELrmlbKJ0tTGfnFWgD+e9F5jLgytnp8/6VaUAA6R9UyADns8NoFcGgHXP0qtL/D7IrMs20BzLjN+EvfLwyOHjKOXzYa/vNAhV/+8NFCZq3azYeLd7ApPcd1vG39MPp0asBVraNNmxm1+9AR5h5bmHD5joP886dDi+gQI/S0jqJJ7WBT6qswqUvgvSuM5wN/hJgO5tbzb/Yio77dK6DxZdDnc9NuhQF8tHgHj81aB8DgixvzcHJzhSBxCwpA56haBiAwdof/fiRENDMGVFqrwKDU8rZ6Gnx9r3E7oV5HY0zF8vfg52eNr3d9xNjwshJ+mDudTpZuO8BHS1L5bu1e1yrZNQK86dkhhts6NqB+eMX31G3PzHWtxrxmV1aJr7WJCTvW0xN1RtueVCn2ImPKefpauOB2uG6C2RWVbt8mmHQh2PPhmv+Ddv1NLeeDRdsZ/dWfAAy5pAkPXNFMIUhMpwB0jqptADqabSyMWHAYbvsMml5udkWVx+mEn5+DX180Pm95vbH5pLe/8flv4+HHY2OjugyDpCcr9S/sjMNH+XTZTqYtSWXPP/Yfu7hZLW5PbEDXZrXLdUDx5vTDfLfOuL21fm+267jFAh0a1KRbqyi6tYqiTph/uV3TbS15C7572OgNHLrClEUHy2zh6/DDY8Yef4MXQg1zd2x///dtPPnNXwDce1lThl/ezNR6RBSAzlG1DUAAc0fB4onQ+FK4/Uuzq6kchUfh6yGwdqbx+X8egEseO7EHbPEkmPuI8Tzhbuj2fKXfZiiyO/hpQwYf/mv/sbph/tzWqT692scQHuR7xq/rdDr5c082c9el8d26vWzdl+v6ms1qIfG8cLq1iuKKlpHUDq5eU/VPKScDXm8H+dnQ/RXoMNDsik7NYTcmNOxcDA3/A32/Nr0n958rw9+f1IxhSU1NrUc825n8/jb9HsjEiRNp2LAhfn5+JCQksHTp0lO2nzlzJrGxsfj5+dG6dWvmzJlT4utffPEFV1xxBeHhxjTj1atXV2D1VVDCILBYYetPkHHy7Syqjdz98GEPI/xYveDaCcZYn9J+aXS62xgfBbBkEnx7PzgcJ7arQF42K1e0jOLDgQn8/ODF3HlhI0L9vdl96Agvzt1I4tifuG/6KlbsOMDp/nZxOp2sSj3I2Dnr6frSfK5+/Tcm/LyFrfty8bZZuKR5LV688XyWP5rER3cm0KdTA88KPwDzRhvhp84Fpt9SKhOrzVibyDsAti+AZeav63Xnf85j1FWxALz64yYm/LTZ5IpEysbUHqAZM2bQt29fJk2aREJCAuPHj2fmzJls3LiR2rVrn9B+4cKFXHTRRYwdO5arr76aadOm8cILL7By5UpatWoFwIcffsi2bduoU6cOd911F6tWrSI+Pv6M6qrWPUBgzAZb/w207QfXvmZ2NRUncwt8fBMc3GbMnun1AZx38enPWz0NvrrH2Iwy/ja49nVTZwQdLTT2H/to8Y4SY3Tioo39x66Lr+PardvucLJ8+/F9t/Yeu50G4Otl5eLmtbiyVTSXxtUmxM/9p99XqB0L4f0rAQvclVK1Vklf8jZ895ARhO7+DcIbm10Rb87fygtzNwDwcLfm/O/iJiZXJJ6oytwCS0hIoEOHDkyYYAw6dDgcxMTEMHToUEaMGHFC+169epGbm8u3337rOtapUyfi4+OZNGlSibbbt2+nUaNGCkClKf7B7+VnTIkPDDe7ovK3/XeYfqsxwyusPtw6E2rHlv38tZ8ZK2g77dDqJrh+EtjMDwxrdh7io8U7+Pqf+4/5enF927rYHU6+/zOdzJzjm40G+ti4JLY2V7aK5uLmtVxByePZC+Gti4y9ttr1NwYVVyUOB3xwrdELFNMJBsxxi2n7E3/ewkvfbwRg5JWx/Ler+cFMPMuZ/P427adhQUEBK1asYOTIka5jVquVpKQkFi1aVOo5ixYtYvjw4SWOJScnM2vWrIostfqpnwjR8bB3Nax4Dy56yOyKytea6fDVEGOmV932xkyvoBN7FE+p9U1g84HP7oB1nxkzb258D7x8KqbmMmoTE0abmDAe7R5n7D+2eAfb9+fxwaIdrjbBfl6ufbf+0zTCPTcbNdvSyUb48a8Jl1XBhUGtVrhuIrzZ2RgPtPhN6DzE7Kq455Im2B1OXpm3ibHfbcBmtXDnf84zuyyRUpkWgDIzM7Hb7URGltzbJjIykg0bNpR6TlpaWqnt09LSzqmW/Px88vOP/9WcnZ19itbVgMViLPr3xV2w9B3oPMz0X+zlwumE+c8beyeBsYv29W8dn+l1plpcC70+gk9vP76QZM8PwNv8cTJhAT7c+Z/zuKNLI37fmskXK3fj520juWUknRtH4ONl+vA+93U4zZgRCJA0BgJqmlrOWavRAJKfhW+GGYskNr0Capk/C+vey5pidzj5v5TNPDN7PVaLhTsubGR2WSIn0E9JYOzYsYSGhroeMTExZpdU8Vr0gKAoyEmDP78wu5pzV5QPX/73ePjpch/cNOXsw0+x5t2g93Tw8ofN38P03lCQd/rzKonVauE/TWvxaq94xt7Qmoub11b4OZ0fHjOWgqjbzlj3pypr289YGNGeD7PuNtY0cgP3JTVl6KXGGKCnvv2LqQu3m1uQSClM+0kZERGBzWYjPT29xPH09HSioqJKPScqKuqM2pfVyJEjycrKcj127tx5Tq9XJXj5HN/raNFEqMqrIeQdgA96GDveW2zGeI7Lnyy/6cFNLoPbZoJ3oDF7blpPyM85/XnifrYtOLYcggW6jzN9Cvk5s1iMQfq+ocYq0QvdYyyTxWJh+OXN+N/FxhigJ77+kw8X7zjNWSKVy7T/+318fGjXrh0pKSmuYw6Hg5SUFBITE0s9JzExsUR7gHnz5p20fVn5+voSEhJS4uER2g0wBkKn/WEMjK6K9m+Fd5IgdSH4hkCfzypmOnOj/xjrJvmGGANPP7rB2EpDqg57obHTOxhbwdS5wNx6yktoXbjyWM/nz2ONzVPdgMVi4aHk5vy3qzEG6PFZ65i2JNXkqkSOM/XPn+HDhzN58mSmTp3K+vXrGTx4MLm5uQwYMACAvn37lhgkPWzYMObOncu4cePYsGEDY8aMYfny5QwZcnzw34EDB1i9ejV//WWsTrpx40ZWr159zuOEqqXAcGhzi/F88Rvm1nI2diwyws+BrRBaHwb+YCzwWFHqJ0DfWeAXCjuXwAfXGb1PUjUsmQT7NkBAOFz2uNnVlK82vaHZlcbA/y/vNsKeG7BYLIzoFstd/zHGAI36ci3TlyoEiXswNQD16tWLl19+mdGjRxMfH8/q1auZO3eua6Bzamoqe/fudbXv3Lkz06ZN4+2336ZNmzZ89tlnzJo1y7UGEMDXX3/NBRdcQPfu3QG45ZZbuOCCC06YJi/HJAw2Pm6YDQe2mVvLmfhjpjEN+MgBqNMW7vwRasdV/HXrtoN+3xq/RPesMmrIzTz9eWKu7D3GAHmAy58C/xrm1lPeLBbj1q9/DaNH99eXza7IxWKxMOqqOAZ0aQjAyC/X8ulyDxhmIG5PW2GUotqvA/RvH94AW1OMMFTcle6unE749aXjm5fGXg03TAafit80tISM9TD1WsjNgFpx0PcrCI48/XlijpkDjMH+9TrCHd9X/bE/J7P2M/h8oLHq+Z0pUCfe7IpcnE4nT37zF1MWbsdigZduasNN7eqZXZZUM1VqKwxxA4n/Mz6u+sjYMNVdFRXArMHHw0/nodDzw8oPP2D0Ng34DoLrwL71MOUqyNpd+XXI6f093wg/Fmv1GPh8Kq1uNJZ/cBQZ/68U5Z/+nEpisVh44poW3N6pAU4nPPTZGr5ctcvsssSDVeOfBFJmjS+DiObG1OBVH5pdTenyDhgDj9d8Ysz0uvpVuOIZc3+ZRTQxVuANrQ/7txirax/UTBe3UlQAc44t9NnhLog+39x6KprFYmzqGhBhLPQ43716dC0WC09e25JbE+rjdMIDn67hq9X6w0HMoQAkxg/NTsfGAi2ZZOw47U4O/A3vXmHMvvIJhts+NWbxuIOajWDAbKjRCA7tgCndjZlp4h4WT4TMTRBYCy4ZZXY1lSMw4vimvr+Ph13LTS3n36xWC89c14pbOsTgcML9M1bzzZo9ZpclHkgBSAzn9zIGUB5KNQZEu4vUJcZMr/2bIaQeDPwemiSZXVVJYfWNnqCIZpC10whB+zaZXZVk7YJfXjSeX/40+IeZWk6lanEttL7Z2ND3y7uh8IjZFZVgtVp47vrW9GxfD4cT7puxmtl/7D39iSLlSAFIDD4Bx3tVFr9pbi3F1n0OU6+BvP3G3mV3pUBkS7OrKl1IHeg/G2q3gMN7jTFBbrIei8f6fhQU5hl73xUv9+BJrnzRWO19/2b46RmzqzmB1Wrh+RvO58a29bA7nNw7fRVz1ykESeVRAJLjOtxlzB5JXWhM8TaL02lM4/3sDmOJ/+bdjR6W4HNb8bvCBdU2pshHnQ+5+4yeoD2rza7KM21Jgb++MsaLXfWycZvX0wTUhGtfM54vmuiWi51arRZevOl8brigLnaHkyHTVvHDn1qzTSqHApAcFxINLW8wni8yaWHEogL46h746Wnj88Qh0OtD8Ak0p54zFRgO/b421gs6ctBYJ8jNxmBUe0X5xwc+J/wXolqdun111iwZ4vsATpj1PyjINbuiE9isFl66uQ3XxdehyOHknmkr+fGv9NOfKHKOFICkpOIp8X9+AdmV3B195KAx02v1x8aU5ateNna7ttoqt45z5V8Dbp9l3Ho5mmXsU7ZjkdlVeY6FrxurgwdFwsUjzK7GfN2eM8bPHdwGP44xu5pS2awWxt3chmva1KHQ7uR/H6/k5w0ZZpcl1ZwCkJRU5wLjF7ejCJZNrrzrHtj2j5leQXDrp8c3a62K/EKgz+fQ6CJjeYGPboC/fzG7qurvUOrxVZCveMbYtsTT+YXCda8bz5e+7bb/Dr1sVl7t2YburaMpsDv474crmL9RIUgqjgKQnKjTsV6g5e9DQV7FX2/nMmOmV+YmCKkLd8yFppdX/HUrmk+gEeSaJBmDcaf1hM0/ml1V9TZ3JBQdgQYXGrOgxND40uOTHL4a4rYLnnrZrIy/JZ5uLaMosDsY9OEKft20z+yypJpSAJITxXY3pnYfOQB/zKjYa/35JUy9GvIyjcHDd6ZAVOuKvWZl8vaHW6YZG1UWHYXpvWHDHLOrqp42/QAbvjUGPnf30IHPp3L5U8b/11mp8MNjZldzUt42K6/1voDLW0RSUOTgrg+W89tm7bcn5U8BSE5ktUHC3cbzxW8as7LKm9MJv70KM/sbwaDZlcbWEiHR5X8ts3n5Qs8PjC0K7AXw6e3w5yyzq6peCo/Cdw8bzzsNrpyNcasa32C47tjkhpVT3bo30sfLysRb25IUV5v8Igd3frCMhVsUgqR8KQBJ6S643Vh1OXOjsVFqebIXwjf3Hh+QmTAYbvkYfIPK9zruxMsHbnwPWvc0xld9NgD++NTsqqqPha8Zg3yDozXw+VQa/ef4HzdfD4Ujh0wt51R8vKxMvK0tl8bW5mihgzumLmPx3/vNLkuqEQUgKZ1fCFzQx3henlPijxyCj2+ClR8YM72ufNHYgb6qzfQ6GzYvuH6S8d/V6YAvBsFKN917rSo5uB0WjDOeJz9r9HTIyV32BNRsDIf3wFz3Dou+XjbeuK0tXZvV4mihgwHvL2PptgNmlyXVhAKQnFzCfwGL0QOUseHcX+/gDngv2did2zsQbvnk2DU8iNUG17wO7QcCTvh6CCx7x+yqqrbvRhi3URtddHwdKzk5nwDo8abxB8iaT9x+TJqft423bm/Hf5pGcKTQTv/3l7J8u0KQnDsFIDm5mo2MAdEAS85xe4xdK+Cdy2DfBuM2xR3fQfNu515jVWS1Qvdxx2fbzX7AWKlXztzG72DTd2D19twVn89G/QRjkVGAb4ZBnnsHCj9vG5P7tufCJhHkFdjp//4yVqYeNLssqeIUgOTUin9Jr5l+9j8k//rK2Bsrd58xw+vOFIhuU341VkUWCyQ/BxcONz7/fhQseMXcmqqawiPw3SPG88R7oFZzc+upai55FGrFQm4GzHnQ7GpOqzgEdW4cTk5+Ef3eXcrqnYfMLkuqMAUgObUGnY2wUnQUlr93Zuc6nfD7/8Gn/YzzmyYbM71C61ZMrVWNxQKXjYaLRxmfpzwJP4+tmFl31dFvr8KhHcbaURc9ZHY1VY+3H/R4w1g2YN3nVWJmor+PjXf6tafTeTU5nF/E7e8u4Y9dh8wuS6ooBSA5NYvleC/Q0snGXl1lYS+Eb++DeaMBJ3QcZKyHowGqJVkscPEjkDTG+PyX543ZcQpBp7Z/K/w23nie/Fz1nkFYkeq2gwvvN57PHg457r/oYICPF+/260DHhjU5fLSIPu8sYd3uLLPLkipIAUhOr+UNxr5KOWnw16zTtz+aZax6vGIKYIFuL8BVLxmzoKR0F94P3Z43nv8+3ljRWCGodE6ncevLng/nXWKsryRnr+sjENkK8vYbf7RUgX93gb5evDegA+0b1CD7aBG3KQTJWVAAktPz8oEOx/blWjTx1D8gD+2E97rB1p/AO8Do9el0d+XUWdV1Ggzdj40DWvKm8Re5w2FuTe5o4xzYMk8Dn8uLl48xK8zqZaykvXam2RWVSZCvF+8P6EDb+mFkHSmkz7tL+GuPe27xIe5JAUjKpv0d4OUHe1dD6uLS2+xeacz0yvgLgqJgwByIvapSy6zyOgw8tlqvxRhz9fVQcNjNrsp9FOQZ094ButwLEU3Mrae6iD7f6AkCY0B09l5z6ymjYD9vptzRkTYxYRzKK+S2dxazIU0hSMpGAUjKJjAczu9lPF9cypTt9d/A+1dBTrrRnX5XirGzvJy5C26DGyYbg1NXfwRf/hfsRWZX5R4WjDP2sgqNgf88YHY11cuF90N0vHEL+5t7q8StMIAQP28+uKMj59cL5WBeIbdNXsKm9MNmlyVVgAKQlF2nwcbHDbON1XfB+CG5cALMuN3YhbvJ5cZu7qH1TCuzWjj/Zrj5feO2xNqZxtYZZR2AXl1lbjG2vADoNhZ8As2tp7qxeRsrldt8YPMPsPpjsysqs1B/bz68I4FWdUPYn1vArZMXs1khSE5DAUjKrnYcNL7U2MZhydtGr8TsB+CHRwGnsbpx7+ma6VVeWlwHvT4yfiGt/9rYRLXwqNlVmcPphO8eMjaTbXI5xF5tdkXVU+04Y30gMAbiZ+0yt54zEBrgzUcDE2gRHUJmTgG9Jy9hS0aO2WWJG1MAkjNTPCV+5QfGTK/l7wLHFvXrPk4zvcpb8yuNUOnlB5vmwvTexjgYT7P+a2Ngvc0HrnxBA58rUuehUK8D5GfDV0OqzK0wgLAAHz6+M4G46BAyc/K5dfJi/t6nECSlUwCSM9P4MohoBgWHjT3CvPyNXorEe/RLqaI0uQxu+8zYP23rT0bwzPegH+oFuUZvBECX+yC8sanlVHtWmzErzMsP/v75zBdANVmNQCMExUYFk3E4n96TF7M9M9fsssQNWZzOKhTvK0l2djahoaFkZWUREhJidjnuZ+WHxiaeQZFG70TdtmZX5BlSF8NHNxnhM6YT3PYp+IWaXVXF+3GMsepzWH343xJjM0+peIvegO9HGoPxazQ8yaOB2/4b3J9jhJ9N6TlEh/oxfVAnGoRr3Fh1dya/vxWASqEAdBpOJ2z7FSJbQmCE2dV4ll0r4KPrjZk6ddrC7V+Afw2zq6o4+zbBm53BUWiE7eZXml2R53A4jHFnG749dTv/GicPSCH1TL0tvu9YD9CWjBzCA31oVTeUGgHehAX4UCPAhxqBxc+9qRHgQ6i/NzUCfQj0sWFRj3aVpAB0jhSAxK3tXQMf9IAjB4zNZW//ylimoLpxOuGD62DbL9CsG9w6w+yKPI/TCVk74eAOY+bnvx95mac+32KDsJiTB6RKCO8Zh4/S++3FbN1X9ttgPjYroQHe/whLRkAqfh72zxB17HlYgDfeNo0qOS2HAw7vgQN/G/v4lfMtbQWgc6QAJG4v/S8jHORmQK046Pc1BNU2u6ryte4LY/q/zRfuWQI1G5ldkfxb/mEjHB0qLSDtMLYrORXfUOM2WmnhKDTGWKW6HBwpsPP7lkwO5BVwKK+Ag3mFxsfcQg7mFXAo7/jHAvvZr74e7OtFWODxsBTm/68QFejzr0DlTZCvV/XrbXI4IHs3HNhqBJ0Df8P+Yx8PbjM2xwZjI+iLHynXSysAnSMFIKkSMjfD1Gvg8F4Ib2IMRq/RELz9za7s3OUfhgkdjPd28Ui4eITZFcmZcjiM/QNL6zk6uN1YNPVULFbjFtoJAamRcSwgvNwnXjidTvIK7Bw6UsjB3H8GIyM0/TssFR/POlJ41tf0slr+0aN0sh4nIywVhyY/Lxu+3lZ8bFasVpPCk8NuLJNQHHBKPLadOvxavSCsAbTrb6zoXo4UgM6RApBUGQf+hqnXGrcpinkHGrfEAsIhIMIYpxUQfuxjxD8+Hvu6b7D7zeD74TFY+LrxC+9/S8Dbz+yKpLwV5MGh1JMHpKIjpz7fJ+jkt9ZCYyr134zd4STryD/C0rGepeJjJ+txyi86973+fLys+HpZ8fWyGR+9//Hcy4qfd/Hx48d8jwWo4iBV2vl+3lZ8rRCcv5fA3FQCcnbgl70Dn6xteGVtw3JoBxb7KRZntXob34ua5xmP8MZGL27N8yC0foWNDVMAOkcKQFKlHEqFzwbCnlXGYOEzZfMpGYj+HZBKBKdw8AsDawWOdchYD5MuBEcR3PopNEuuuGuJe3I6ISej9GB0aIdxe+WULBBS51+hqJ4x5sgv1Pg37B9mPPcOMO0PgCMF9hN6k07W45SVdzxUOcrxt7YNO3UsmTSypNHAku762NCSRowlAx/LyfcizHd6sYva7LJEs8dahzSvaDK86pLpW49sn0i8vX1OCGV+/whiHRuFc2HT8p1IowB0jhSApEpyOo3F63IzIW//sY+Z//p8/7Fjxz4WnsWiihbbP3qUwkvpXfrX5/41y/7XntNp3NbbvgCad4fe0868Pqn+Co8eG5y9vfRHwRmsk2X1Ph6G/I599A8r23Pf0Ir9Y6AUTqeTIoeT/CIH+YV2jh77mF/kcB1zPS+yc7TQQUFBPt6Hd+F/eAeBuTsIzkslNG8XNY6mUqNgLzZOHnIK8GIXUexwRrHNEcnfjtpscxqf73GG4ziH5QT/d3FjHu4We9bnl+ZMfn9r2V6R6sJiOfZDPLTsMysK8koJSZn/+Li/5Nfzs8FpNwZf52aUtTDjl0VZbsftXmGEHy9/Y78vkdJ4+0FEU+Pxb06n8W/VFYi2GR+z98CRQ8YSEkcPGc+ddqPXNHef8ThjFvANAf/QE3uWXM/DTh6gvHzP/IoWC942C942K0G+//gVbi80eoP3/2PgcfEg5EOpRo/qydh8j9+qqtno2O0q43OfkLqcZ7VxHnAJ4HA4KbA7yC90cLTITn6hEbSKA5fx+fHw5fpaiXZGUGtb39wlPNwiAE2cOJGXXnqJtLQ02rRpw+uvv07Hjh1P2n7mzJk8/vjjbN++naZNm/LCCy9w1VVXub7udDp54oknmDx5MocOHaJLly68+eabNG1ayv8sIp7MJwB86huLDJZFUf6/gtK/AtK/jx05CDiNj0cOwv7NZbvORQ8YA11FzpTFYgTrwAio1/7k7ZxOY5Xx4jD0z2BU/Pxo1rHPS3lemAc4IT/LeJwNL/+T9DKdLEyFGj1Wh3Ycm1n1j7BzKNUIdCe9lt8/Qs4/x+WcB8F1ytyTZbVa8LPa8PO2EYr32b1vN2F6AJoxYwbDhw9n0qRJJCQkMH78eJKTk9m4cSO1a584rXfhwoX07t2bsWPHcvXVVzNt2jR69OjBypUradWqFQAvvvgir732GlOnTqVRo0Y8/vjjJCcn89dff+Hnp8GUImfNy9cYWxFSp2zt7UVG8CnRq3SaW3R1LoDO5TszROQEFgv4BhmP0Hpnfn5R/rGglPWvAHWw9DBVIlhlA05joHfOEWO2XHnw8j8WbIpDzvGeHIKjK/12nbszfQxQQkICHTp0YMKECQA4HA5iYmIYOnQoI0acOPW1V69e5Obm8u23x1cn7dSpE/Hx8UyaNAmn00mdOnV44IEHePDBBwHIysoiMjKSKVOmcMstt5y2Jo0BEjGJ0+l+M9JEypvDYdxOPmkv0ykCVFG+0WNbPKPKdbuqMQRHefz/P1VmDFBBQQErVqxg5MiRrmNWq5WkpCQWLVpU6jmLFi1i+PDhJY4lJycza9YsALZt20ZaWhpJSUmur4eGhpKQkMCiRYtKDUD5+fnk5x9fsyA7O/tc3paInC0P/+EtHsJqNW5p+YeZXYlHM7U/LDMzE7vdTmRkZInjkZGRpKWV3iWYlpZ2yvbFH8/kNceOHUtoaKjrERMTc1bvR0RERKoG3RAERo4cSVZWluuxc+fO058kIiIiVZapASgiIgKbzUZ6eskl0dPT04mKiir1nKioqFO2L/54Jq/p6+tLSEhIiYeIiIhUX6YGIB8fH9q1a0dKSorrmMPhICUlhcTExFLPSUxMLNEeYN68ea72jRo1IioqqkSb7OxslixZctLXFBEREc9i+jT44cOH069fP9q3b0/Hjh0ZP348ubm5DBgwAIC+fftSt25dxo41FkUbNmwYXbt2Zdy4cXTv3p3p06ezfPly3n77bcBYJOq+++7jmWeeoWnTpq5p8HXq1KFHjx5mvU0RERFxI6YHoF69erFv3z5Gjx5NWloa8fHxzJ071zWIOTU1Fes/1i7o3Lkz06ZN47HHHmPUqFE0bdqUWbNmudYAAnj44YfJzc1l0KBBHDp0iAsvvJC5c+dqDSAREREB3GAdIHekdYBERESqnjP5/a1ZYCIiIuJxFIBERETE4ygAiYiIiMdRABIRERGPowAkIiIiHkcBSERERDyOApCIiIh4HNMXQnRHxUsjZWdnm1yJiIiIlFXx7+2yLHGoAFSKw4cPAxATE2NyJSIiInKmDh8+TGho6CnbaCXoUjgcDvbs2UNwcDAWi6VcXzs7O5uYmBh27typVabdgL4f7kXfD/ei74d70ffj9JxOJ4cPH6ZOnTolttEqjXqASmG1WqlXr16FXiMkJET/gN2Ivh/uRd8P96Lvh3vR9+PUTtfzU0yDoEVERMTjKACJiIiIx1EAqmS+vr488cQT+Pr6ml2KoO+Hu9H3w73o++Fe9P0oXxoELSIiIh5HPUAiIiLicRSARERExOMoAImIiIjHUQASERERj6MAVIkmTpxIw4YN8fPzIyEhgaVLl5pdkkcaO3YsHTp0IDg4mNq1a9OjRw82btxodllyzPPPP4/FYuG+++4zuxSPtnv3bvr06UN4eDj+/v60bt2a5cuXm12WR7Lb7Tz++OM0atQIf39/GjduzNNPP12m/a7k5BSAKsmMGTMYPnw4TzzxBCtXrqRNmzYkJyeTkZFhdmke55dffuGee+5h8eLFzJs3j8LCQq644gpyc3PNLs3jLVu2jLfeeovzzz/f7FI82sGDB+nSpQve3t589913/PXXX4wbN44aNWqYXZpHeuGFF3jzzTeZMGEC69ev54UXXuDFF1/k9ddfN7u0Kk3T4CtJQkICHTp0YMKECYCx31hMTAxDhw5lxIgRJlfn2fbt20ft2rX55ZdfuOiii8wux2Pl5OTQtm1b3njjDZ555hni4+MZP3682WV5pBEjRvD777+zYMECs0sR4OqrryYyMpJ3333XdezGG2/E39+fjz76yMTKqjb1AFWCgoICVqxYQVJSkuuY1WolKSmJRYsWmViZAGRlZQFQs2ZNkyvxbPfccw/du3cv8f+JmOPrr7+mffv23HzzzdSuXZsLLriAyZMnm12Wx+rcuTMpKSls2rQJgDVr1vDbb79x5ZVXmlxZ1abNUCtBZmYmdrudyMjIEscjIyPZsGGDSVUJGD1x9913H126dKFVq1Zml+Oxpk+fzsqVK1m2bJnZpQjw999/8+abbzJ8+HBGjRrFsmXLuPfee/Hx8aFfv35ml+dxRowYQXZ2NrGxsdhsNux2O88++yy33Xab2aVVaQpA4tHuuece1q1bx2+//WZ2KR5r586dDBs2jHnz5uHn52d2OYLxh0H79u157rnnALjgggtYt24dkyZNUgAywaeffsrHH3/MtGnTaNmyJatXr+a+++6jTp06+n6cAwWgShAREYHNZiM9Pb3E8fT0dKKiokyqSoYMGcK3337Lr7/+Sr169cwux2OtWLGCjIwM2rZt6zpmt9v59ddfmTBhAvn5+dhsNhMr9DzR0dG0aNGixLG4uDg+//xzkyrybA899BAjRozglltuAaB169bs2LGDsWPHKgCdA40BqgQ+Pj60a9eOlJQU1zGHw0FKSgqJiYkmVuaZnE4nQ4YM4csvv+Snn36iUaNGZpfk0S677DLWrl3L6tWrXY/27dtz2223sXr1aoUfE3Tp0uWEpSE2bdpEgwYNTKrIs+Xl5WG1lvx1bbPZcDgcJlVUPagHqJIMHz6cfv360b59ezp27Mj48ePJzc1lwIABZpfmce655x6mTZvGV199RXBwMGlpaQCEhobi7+9vcnWeJzg4+ITxV4GBgYSHh2tclknuv/9+OnfuzHPPPUfPnj1ZunQpb7/9Nm+//bbZpXmka665hmeffZb69evTsmVLVq1axSuvvMIdd9xhdmlVmqbBV6IJEybw0ksvkZaWRnx8PK+99hoJCQlml+VxLBZLqcfff/99+vfvX7nFSKkuvvhiTYM32bfffsvIkSPZvHkzjRo1Yvjw4dx1111ml+WRDh8+zOOPP86XX35JRkYGderUoXfv3owePRofHx+zy6uyFIBERETE42gMkIiIiHgcBSARERHxOApAIiIi4nEUgERERMTjKACJiIiIx1EAEhEREY+jACQiIiIeRwFIRKQM5s+fj8Vi4dChQ2aXIiLlQAFIREREPI4CkIiIiHgcBSARqRIcDgdjx46lUaNG+Pv706ZNGz777DPg+O2p2bNnc/755+Pn50enTp1Yt25didf4/PPPadmyJb6+vjRs2JBx48aV+Hp+fj6PPPIIMTEx+Pr60qRJE959990SbVasWEH79u0JCAigc+fOJ+yaLiJVgwKQiFQJY8eO5YMPPmDSpEn8+eef3H///fTp04dffvnF1eahhx5i3LhxLFu2jFq1anHNNddQWFgIGMGlZ8+e3HLLLaxdu5YxY8bw+OOPM2XKFNf5ffv25ZNPPuG1115j/fr1vPXWWwQFBZWo49FHH2XcuHEsX74cLy8v7cgtUkVpM1QRcXv5+fnUrFmTH3/8kcTERNfxO++8k7y8PAYNGsQll1zC9OnT6dWrFwAHDhygXr16TJkyhZ49e3Lbbbexb98+fvjhB9f5Dz/8MLNnz+bPP/9k06ZNNG/enHnz5pGUlHRCDfPnz+eSSy7hxx9/5LLLLgNgzpw5dO/enSNHjuDn51fB/xVEpDypB0hE3N6WLVvIy8vj8ssvJygoyPX44IMP2Lp1q6vdP8NRzZo1ad68OevXrwdg/fr1dOnSpcTrdunShc2bN2O321m9ejU2m42uXbuespbzzz/f9Tw6OhqAjIyMc36PIlK5vMwuQETkdHJycgCYPXs2devWLfE1X1/fEiHobPn7+5epnbe3t+u5xWIBjPFJIlK1qAdIRNxeixYt8PX1JTU1lSZNmpR4xMTEuNotXrzY9fzgwYNs2rSJuLg4AOLi4vj9999LvO7vv/9Os2bNsNlstG7dGofDUWJMkYhUX+oBEhG3FxwczIMPPsj999+Pw+HgwgsvJCsri99//52QkBAaNGgAwFNPPUV4eDiRkZE8+uijRERE0KNHDwAeeOABOnTowNNPP02vXr1YtGgREyZM4I033gCgYcOG9OvXjzvuuIPXXnuNNm3asGPHDjIyMujZs6dZb11EKogCkIhUCU8//TS1atVi7Nix/P3334SFhdG2bVtGjRrlugX1/PPPM2zYMDZv3kx8fDzffPMNPj4+ALRt25ZPP/2U0aNH8/TTTxMdHc1TTz1F//79Xdd48803GTVqFP/73//Yv38/9evXZ9SoUWa8XRGpYJoFJiJVXvEMrYMHDxIWFmZ2OSJSBWgMkIiIiHgcBSARERHxOLoFJiIiIh5HPUAiIiLicRSARERExOMoAImIiIjHUQASERERj6MAJCIiIh5HAUhEREQ8jgKQiIiIeBwFIBEREfE4CkAiIiLicf4fiYeqSmsmm+UAAAAASUVORK5CYII=",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 13s 596ms/step - loss: 0.0017 - accuracy: 1.0000\n",
            "22/22 [==============================] - 17s 629ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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SW5YlYcIjIpKiN+htCWFhYdDT08OAAQOQm5sLHx8frFy5UrlfX18f+/btw/jx4+Hh4QEzMzP4+/sjODhYrevIBEEQtB282Pg+PNIVvg+PdEXb78PLvXpM42PlTTprMRLd4TM8IiKSBHZpEhFJEV8PREREkiDB1wMx4RERSRFbeEREJAWC8OaM0tQVJjwiIimSYJcmR2kSEZEksIVHRCRFfIZHRESSIMEuTSY8IiIpeoOWFtMVJjwiIiliC4+IiCRBgs/wOEqTiIgkgS08IiIpYpcmERFJggS7NJnwiIikiAmPiIikQIpraYo6aKWgoADffvstWrZsCXNzc5ibm6Nly5ZYtGgR8vPzxQyNiKhqUyg03yop0Vp4z549Q9euXRETEwNvb2906tQJAHD16lVMmzYN//d//4dDhw7B2NhYrBCJiKgKES3hhYaG4s6dOzh//jzc3d1V9l24cAHvv/8+QkNDMWfOHHECJCKqyiQ4SlO0Ls2tW7diyZIlxZIdADRv3hyLFi3Cli1bRIiMiEgC2KWpO7dv38Y777xT6v527dohKSlJhxEREUkIW3i6Y2lpidTU1FL3p6SkwMLCQocRERFJiARbeKIlvM6dO2PBggWl7g8NDUXnzp11GBERkYQICs23Skq0Ls3Zs2ejbdu2aNeuHQIDA9G4cWMIgoCrV68iLCwMV65cwcmTJ8UKj4iIqhjREp6bmxsiIiIwevRoDBkyBDKZDAAgCAIaN26MQ4cO4a233hIrPCKiqq0Sd01qStSVVtq1a4fLly8jNjYW165dAwA0bNgQLVq0EDMsIqKqjwlPHC1atCgxyZ05cwatW7fWfUBERFVdJX4WpynR34eXlZWFZ8+eqZTFxsaid+/eaNu2rUhRERFVcToapblq1Sq4u7vD0tISlpaW8PDwwIEDB5T7vby8IJPJVLZPPvlE5RxJSUnw9fWFqakp7O3tMXXqVBQUFKh9y6IlvDt37sDDwwNWVlawsrJCYGAgsrOz4efnh7Zt28LMzAwnTpwQKzwiItKCmjVrIjQ0FGfPnsWZM2fw3nvvoU+fPrh8+bKyztixY5GcnKzcFi5cqNxXWFgIX19f5OXl4cSJE9i4cSPCw8Mxa9YstWMRrUtz6tSpyMnJwbJly7Br1y4sW7YMf/75J9q2bYvExETUrFlTrNCIiKq+cnRp5ubmIjc3V6VMLpdDLpcXq9u7d2+Vz/Pnz8eqVatw8uRJ5cBEU1NTODo6lnitQ4cO4cqVKzh8+DAcHBzQokULzJs3D9OmTcOcOXNgZGRU5rhFa+FFR0dj1apVmDBhArZu3QpBEDBs2DCsWLGCyY6IqKKVo0szJCRE2TtXtIWEhLz2koWFhdi6dSuePn0KDw8PZfnmzZthZ2eHpk2bIigoCNnZ2cp9MTExaNasGRwcHJRlPj4+yMzMVGklloVoLbz79++jTp06AAB7e3uYmpqiR48eYoVDRCQt5WjhBQUFITAwUKWspNZdkYsXL8LDwwM5OTkwNzfH7t274ebmBgD48MMP4eLiAmdnZ8TFxWHatGmIj4/Hrl27ADxfdevFZAdA+TklJUWtuEUdpamnp6fyszpNUyIiKodyTEsorfuyNI0aNUJsbCwyMjKwc+dO+Pv7IyoqCm5ubhg3bpyyXrNmzeDk5IQuXbogMTER9erV0zjGkoiW8ARBQMOGDZUTzrOysvD222+rJEEASEtLEyM8IqKqTYfz8IyMjFC/fn0AQKtWrXD69GksW7YMa9asKVa3aHT+9evXUa9ePTg6OuLUqVMqde7fvw8ApT73K41oCW/Dhg1iXZqIiESkUCiKDXopEhsbCwBwcnICAHh4eGD+/PlITU2Fvb09ACAiIgKWlpbKbtGyEi3h+fv7i3VpIiISBJ1cJigoCD169EDt2rXx5MkTbNmyBZGRkTh48CASExOxZcsW9OzZE9WqVUNcXBwmT56MTp06Kd+V2q1bN7i5uWHEiBFYuHAhUlJSMHPmTAQEBKjVrQqIOErz1KlTKCwsLHV/bm4utm/frsOIiIgkREcTz1NTU+Hn54dGjRqhS5cuOH36NA4ePIiuXbvCyMgIhw8fRrdu3dC4cWNMmTIFAwYMwN69e5XH6+vrY9++fdDX14eHhweGDx8OPz8/BAcHq33LMkHQUZp/ib6+PpKTk5VNVEtLS8TGxqJu3boAnvfROjs7vzIplib/4Q2txkpUGhPnjmKHQBJRkPevVs/3bPPXGh9rMmyeFiPRHVEHrbzqc2llRESkBRJcS/ONWDy6NEUjOImISMsk+LYE0RePJiIi0gVRW3hXrlxRzpQXBAH//PMPsrKyAAAPHz4UMzQioqpNgo+MRE14Xbp0UXlO16tXLwDPuzIFQWCXJhFRRZFgl6ZoCe/mzZtiXZqIiJjwdMfFxUWsSxMRkQRHaYo2aKVLly7K1bBL8vDhQ+WcPCIi0i5BIWi8VVaiJbxjx45h0KBBmD17don7CwsLcfv2bR1HRUREVZWo0xJWrVqFpUuXol+/fnj69KmYoRARSYuOlhZ7k4ia8Pr06YOTJ0/i8uXLaNeuHW7c4JJgREQ6ISg03yop0SeeN2nSBKdPn0atWrXQpk0bHD58WOyQiIiqPoWg+VZJiZ7wAMDKygr79+/H2LFj0bNnT4SFhYkdEhFR1SbBLk3RpiW8PKlcJpMhNDQULVq0wJgxY3D06FGRIiMikoBKnLg0JVoLr7Q3IQwZMgTHjx/HxYsXdRwRERFVZaJOS7C1tS1xX4sWLXD27Fls2LBBWXb37l0oJPgXSZEfN21H0w49ELp0dal1rt+4jc+n/wfdBvijaYce2LRtt05iO3j0T/QeOhYtO7+PfiPGI/rEKeW+/IICLFm5Dv1GjEebLn3R+f1hCJq3CKkPHukkNnpzmJubYfGiuUhM+BtPMq7jz6jf0LpVc7HDki5B0HyrpERLeJ6enjAwKL1HtVq1avDz81N+dnNzw61bt3QQ2Zvn4tV47PjtdzSsX+eV9Z7l5qCmsyM+Hz8KdtVstHLtU+fi0G2Af6n7z1+8gi/nhKJfLx/s2LAC73X0wGdB85Bw4xYAICcnF1fiE/HxyKHYvn4Fli6YiVtJdzFh2lytxEeVxw9rFsHbuyNGjvoMLVp6I+JwFA7+sRXOzo5ihyZNEnyG90YMWikLqb4MNjv7Gb6a+y3mTJsESwvzV9Zt1qQRvpgwBj29vWBkaFhiHYVCgbU/bYPPwJFo1bkP+vt/ikPH/tQ4vp+3/4YObVvjo2EDUc+1NiaO84Nbw3rYsnMvAMDC3Aw/LluA7l06oY5LTTRv2gTTA8fjSnwCklNSNb4uVS7Gxsbo368ngoLm48/jfyMx8RaC5y3B9cRb+ORjv9efgLSPozTpTfOfxd+jk0cbeLR5WyvnW7tpG/7vjyOYNXUi9vy8Gn6D+uGr4G9x+nycRue7cPkqPFq3UClr37YVLly+WuoxWVnZkMlksLAw0+iaVPkYGOjDwMAAOTm5KuU5z3LQoX0bkaKSOAnOw3uj33gudb8fjsTVa4nY+uMyrZwvLy8PP/60DWuXhaBF0yYAgFo1nHAu7jJ2/HYAbd52V/ucDx89RjVb1e5TO1sbPHz0uMT6ubl5CFu1Hj29PWFuxoQnFVlZTxETcwYzpk/C1X8ScP/+AwwZ0hft2rXC9cRbYocnTZW4paapSp/wcnNzkZur+lejXm4u5HK5SBFpR/L9BwhdugZrly6AXG6klXMm3U3Gs5xcjP18ukp5fn4BmjSsp/zcxruf8mdFoQJ5+fkqZb26vYfZX05U+/r5BQWY8vUCCIKAr6dO0OAOqDLzH/UZfvxhMe7cPoeCggKcP38RW7ftQcuW6v+hRaSJSpPwSnsZbEhICObOVR0AMXPqZ5j15SRdhFVhrsQnIO1xOgZ99L/EUFiowNnYS/hl116cO/Z/0NfXV+uc2c+eAQBWfjsXDtXtVPYZvvDM79fw75U/x13+B2Gr1mPDioXKMjMzU+XPdtVs8ChNtTX3MO1xsUEzRcnu3v1UrF8eytadBN24cRvveQ+EqakJLC0tkJKSii2bV+HmjSSxQ5MkoRIPPtFUpUl4pQ1aCQoKQmBgoEqZ3pN/dRFShWrXqgV2b1qlUjZz/hLUcamF0cM/UDvZAUA919owMjJE8v0Hr+y+rF3TWflzSupD6Ovrq5S9qPlbTXDybCxGDP5fCzDm9Hk0f6uJ8nNRsku6cw/rvwuFtZWl2rFT1ZGd/QzZ2c9gbW2Fbl098VXQfLFDkiZ2aepWfn4+TExMEBsbi6ZNm76y7pUrV+DsXPwfXblcXqz7Mj/voVbjFIOZmSka1HVVKTMxMYa1pYWyPGjeItjbVcPk8aMAPP99Jt5M+u/PBbj/4BH+uZYIU1MT1K7pDDMzU4wcOgALl/8AQaHA2+5vIetpNs7HXYa5mSn69OyqdpzDB/XBqIAvEf7Lr+jU/h0cOByFy/8kYM60z57HUVCAwBnzceXadXy/cC4UCgUePkoDAFhZWqi0LKlq69bVEzKZDPHXElG/nitCQ79GfHwiwjduEzs0aarEg080JWrCMzQ0RO3atVFYWPjaurVq1dJBRJVL8v1U6L3Q1Zv6MA0DR/2vCzT8l18R/suvaP12M4T/t0ty4lg/2Fhb4cdN23HnXgoszc3QpFF9jPUbrFEMbzdzwzdzpuG7HzZi2ZpwuNSsgeUhXyuTcuqDRzh2/CQAYODIAJVj13/3Dd7h8xvJsLSyxPx5X6FmTSekpaVj1+7f8fWsb1BQUCB2aNIkwRaeTBB5gtu6deuwa9cubNq0qdSVV9SV/5CvGSLdMHHuKHYIJBEFedp9VPN0zlCNjzWb84sWI9Ed0Z/hrVixAtevX4ezszNcXFxg9tJghnPnzokUGRERVSWiJ7y+ffuKHQIRkfToqEtz1apVWLVqlXJpyLfeeguzZs1Cjx49AAA5OTmYMmUKtm7ditzcXPj4+GDlypVwcHBQniMpKQnjx4/HsWPHYG5uDn9/f4SEhLxyecqSiJ7wZs+eLXYIRETSo6NBKzVr1kRoaCgaNGgAQRCwceNG9OnTB+fPn8dbb72FyZMnY//+/dixYwesrKwwYcIE9O/fH3/99RcAoLCwEL6+vnB0dMSJEyeQnJwMPz8/GBoaYsGCBWrFIvozPABIT0/Hzp07kZiYiKlTp8LW1hbnzp2Dg4MDatSoofb5+AyPdIXP8EhXtP4Mb8YHGh9rMOvnYgt+lDRivjS2trb49ttvMXDgQFSvXh1btmzBwIEDAQD//PMPmjRpgpiYGLRr1w4HDhxAr169cO/ePWWrb/Xq1Zg2bRoePHgAI6OyL8wh+lqacXFxaNiwIb755hssWrQI6enpAIBdu3YhKChI3OCIiKooQaHQeAsJCYGVlZXKFhIS8tprFhYWYuvWrXj69Ck8PDxw9uxZ5Ofnw9vbW1mncePGqF27NmJiYgAAMTExaNasmUoXp4+PDzIzM3H58mW17ln0hBcYGIiRI0ciISEBxsbGyvKePXsiOjpaxMiIiKqwcrwtISgoCBkZGSrbqxooFy9ehLm5OeRyOT755BPs3r0bbm5uSElJgZGREaytrVXqOzg4ICUlBQCQkpKikuyK9hftU4foz/BOnz6NNWvWFCuvUaOG2jdDREQVT53uSwBo1KgRYmNjkZGRgZ07d8Lf3x9RUVEVGGHJRE94crkcmZmZxcqvXbuG6tWrixAREZEE6HDiuZGREerXrw8AaNWqFU6fPo1ly5Zh8ODByMvLQ3p6ukor7/79+3B0fP5iYEdHR5w6dUrlfPfv31fuU4foXZrvv/8+goODkZ+fD+D5ItFJSUmYNm0aBgwYIHJ0RERVlIjvw1MoFMjNzUWrVq1gaGiII0eOKPfFx8cjKSkJHh4eAAAPDw9cvHgRqan/e2F0REQELC0t4ebmptZ1RW/hLV68GAMHDoS9vT2ePXsGT09PpKSkwMPDA/Pnc1FZIqIKoaMWXlBQEHr06IHatWvjyZMn2LJlCyIjI3Hw4EFYWVlh9OjRCAwMhK2tLSwtLTFx4kR4eHigXbt2AIBu3brBzc0NI0aMwMKFC5GSkoKZM2ciICBA7dfAiZ7wrKysEBERgePHjyMuLg5ZWVlo2bKlyqgdIiLSLkFHCS81NRV+fn5ITk6GlZUV3N3dcfDgQXTt+nyx+rCwMOjp6WHAgAEqE8+L6OvrY9++fRg/fjw8PDxgZmYGf39/BAcHqx3LGzEPT9s4D490hfPwSFe0PQ/vyWe9ND7WYvk+LUaiO6K38ADgyJEjOHLkCFJTU6F46aWE69evFykqIiKqSkRPeHPnzkVwcDBat24NJyenUt9sTkREWsQ3nuve6tWrER4ejhEjRogdChGRdEjwfXiiJ7y8vDy0b99e7DCIiKRFgglP9Hl4Y8aMwZYtW8QOg4hIUgRB0HirrERv4eXk5OCHH37A4cOH4e7uDkNDQ5X9S5YsESkyIqIqTIItPNETXlxcHFq0aAEAuHTpkso+DmAhIiJtET3hHTt2TOwQiIikhy08IiKSAl2ttPImET3hPX36FKGhoaVOPL9xg6umEBFpHROe7o0ZMwZRUVEYMWIEJ54TEemK9Oadi5/wDhw4gP3796NDhw5ih0JEJBlS7NIUfR6ejY0NbG1txQ6DiIiqONET3rx58zBr1ixkZ2eLHQoRkXQoBM23Skr0Ls3FixcjMTERDg4OcHV1LTbx/Ny5cyJFRkRUhfEZnu717dtX7BCIiCRHis/wRE94s2fPFjsEIiLpYQuPiIikgC08HbG1tcW1a9dgZ2cHGxubV869S0tL02FkRERUVYmS8MLCwmBhYQEAWLp0qRghEBFJG7s0X++PP/6Aubk53n33XQDA999/j7Vr18LNzQ3ff/89bGxsXnsOf39/5c9HjhyBl5cXPD09Ua9ePXXDISIiDQgSTHhqz8ObOnUqMjMzAQAXL17ElClT0LNnT9y8eROBgYFqByCXyxEaGoqGDRuiVq1aGD58OH788UckJCSofS4iIiojRTm2SkomqPn6WnNzc1y6dAmurq6YM2cOLl26hJ07d+LcuXPo2bMnUlJSNArk33//RXR0NKKiohAVFYVr167ByckJd+/eVftc+Q+54DTpholzR7FDIIkoyPtXq+d72MNT42PtDkRpMRLdUbuFZ2RkpFwV5fDhw+jWrRuA5wNRilp+mrCxsUG1atVgY2MDa2trGBgYoHr16hqfj4iIXkGCLTy1n+G9++67CAwMRIcOHXDq1Cls27YNAHDt2jXUrFlT7QCmT5+OyMhInD9/Hk2aNIGnpye++uordOrUqUzPA4mIiMpC7YS3YsUKfPrpp9i5cydWrVqFGjVqAHj+1oPu3burHUBoaCiqV6+O2bNno3///mjYsKHa5yAiIvVIcdCK2s/wtO3ChQuIiopCZGQk/vzzTxgZGcHT0xNeXl7w8vLSKAHyGR7pCp/hka5o+xleahfNn+HZH5HIMzwASExMxMyZMzF06FCkpqYCeN7Cu3z5strnat68OT777DPs2rULDx48wO+//w4jIyMEBASgSZMmmoRHRESvISg039QREhKCNm3awMLCAvb29ujbty/i4+NV6nh5eUEmk6lsn3zyiUqdpKQk+Pr6wtTUFPb29pg6dSoKCgrUikXtLs2oqCj06NEDHTp0QHR0NObPnw97e3tcuHAB69atw86dO9U6nyAIOH/+PCIjIxEZGYnjx48jMzMT7u7u8PTU/C8QIiJ6BaH0Fa60KSoqCgEBAWjTpg0KCgowffp0dOvWDVeuXIGZmZmy3tixYxEcHKz8bGpqqvy5sLAQvr6+cHR0xIkTJ5CcnAw/Pz8YGhpiwYIFZY5F7S5NDw8PfPDBBwgMDISFhQUuXLiAunXr4tSpU+jfv7/a0whsbGyQlZWF5s2bK7syO3bsCGtra7XO8yJ2aZKusEuTdEXbXZr3vbw0Ptb64EHk5uaqlMnlcsjl8tce++DBA9jb2yMqKgqdOnUC8LyF16JFi1JX3jpw4AB69eqFe/fuwcHBAQCwevVqTJs2DQ8ePICRkVGZ4la7S/PixYvo169fsXJ7e3s8fPhQ3dPh559/xqNHj3DmzBksXrwYvXv3LleyIyKi1ytPl2ZISAisrKxUtpCQkDJdNyMjA8DzqWwv2rx5M+zs7NC0aVMEBQWpvBQ8JiYGzZo1UyY7APDx8UFmZqZaj9LU7tK0trZGcnIy6tSpo1J+/vx55YhNdfj6+qp9DBERlY+g0LxLMygoqNjKWmVp3SkUCnz++efo0KEDmjZtqiz/8MMP4eLiAmdnZ8TFxWHatGmIj4/Hrl27AAApKSkqyQ6A8rM6i52onfCGDBmCadOmYceOHZDJZFAoFPjrr7/wxRdfwM/PT93TERGRCMozLaGs3ZcvCwgIwKVLl3D8+HGV8nHjxil/btasGZycnNClSxckJiZqdY1ltbs0FyxYgMaNG6NWrVrIysqCm5sbOnXqhPbt22PmzJlaC4yIiCqOIMg03jQxYcIE7Nu3D8eOHXvtIiVt27YFAFy/fh0A4OjoiPv376vUKfrs6OhY5hg0Wlps7dq1SExMxL59+/Dzzz/jn3/+waZNm6Cvr6/u6YiISAS6mpYgCAImTJiA3bt34+jRo8Ueh5UkNjYWAODk5ATg+WDJixcvKqfBAUBERAQsLS3h5uZW5lg0fh9e7dq1Ubt2bU0PJyIiCQgICMCWLVvw22+/wcLCQvnMzcrKCiYmJkhMTMSWLVvQs2dPVKtWDXFxcZg8eTI6deoEd3d3AEC3bt3g5uaGESNGYOHChUhJScHMmTMREBCgVteq2tMSPvroo1fuX79+vTqnqxCclkC6wmkJpCvanpZwp00XjY+tdfpImevKZCV3gW7YsAEjR47EnTt3MHz4cFy6dAlPnz5FrVq10K9fP8ycOROWlpbK+rdv38b48eMRGRkJMzMz+Pv7IzQ0FAYGZW+3qd3Ce/z4scrn/Px8XLp0Cenp6XjvvffUPR0REYlAV4tKvq5NVatWLURFvX6pMhcXF/z+++/likXthLd79+5iZQqFAuPHj+cby4mIKonyTEuorDRaS7PYSfT0EBgYiLCwMG2cjoiIKpigkGm8VVYaD1p5WWJiotoLeRIRkTjEfU+OONROeC/PrhcEAcnJydi/fz/8/f21FhgREZE2qZ3wzp8/r/JZT08P1atXx+LFi187gpOIiN4MlblrUlNqJ7xjx45VRBxERKRDmq6YUplp7RkeERFVHuVZS7OyKlPCe/vtt0udPPiyc+fOlSsgIiKqeAq28ErWt2/fCg6DiIh0iV2apZg9e3ZFx0FERFSh+AyPiEiCOEqzDAoLCxEWFobt27cjKSkJeXl5KvvT0tK0FhwREVUMKU48V3tpsblz52LJkiUYPHgwMjIyEBgYiP79+0NPTw9z5sypgBCJiEjbpLi0mNoJb/PmzVi7di2mTJkCAwMDDB06FD/++CNmzZqFkydPVkSMRESkZQpBpvFWWamd8FJSUtCsWTMAgLm5OTIyMgAAvXr1wv79+7UbHRERVQhBkGm8VVZqJ7yaNWsiOTkZAFCvXj0cOnQIAHD69Gm13jxLRESkS2onvH79+uHIkedvu504cSK+/vprNGjQAH5+flxLk4iokhAEzbfKqsyjNFesWIHhw4cjNDRUWTZ48GDUrl0bMTExaNCgAXr37l0hQRIRkXZV5mdxmpIJr3v/+n9ZWVkhPz8f/fr1w+jRo/Hee+9VdGway394Q+wQSCJMnDuKHQJJREHev1o93/nafTQ+9u2k37QYie6UuUszJSUFq1evxr1799C1a1fUqVMH8+bNw507dyoyPiIiqgBS7NIsc8IzMTGBn58fjh07hoSEBIwYMQLr1q1DnTp10L17d+zYsQP5+fkVGSsREWkJpyWUUd26dREcHIybN2/iwIEDqFatGkaOHIkaNWpoOz4iIiKtKNdamjKZDAYGBpDJZBAE4Y1p4VnXfnOfL1LVcrddA7FDINJIZZ5PpymNWnh37txBcHAw6tati65du+LevXtYu3atcn4eERG92aTYpVnmFl5eXh527dqF9evX4+jRo3BycoK/vz8++ugj1K1btyJjJCIiLavEY080VuaE5+joiOzsbPTq1Qt79+6Fj48P9PQ0aiASEZHIKnNLTVNlTngzZ87EiBEjUL169YqMh4iIdIDP8F4hMDCQyY6IiNQSEhKCNm3awMLCAvb29ujbty/i4+NV6uTk5CAgIADVqlWDubk5BgwYgPv376vUSUpKgq+vL0xNTWFvb4+pU6eioKBArVjYJ0lEJEGKcmzqiIqKQkBAAE6ePImIiAjk5+ejW7duePr0qbLO5MmTsXfvXuzYsQNRUVG4d+8e+vfvr9xfWFgIX19f5OXl4cSJE9i4cSPCw8Mxa9YstWIp89JilYmZqavYIZBEJLZ2FTsEkgjH6Eitni/a8QONj217+2fk5uaqlMnl8jK9MefBgwewt7dHVFQUOnXqhIyMDFSvXh1btmzBwIEDAQD//PMPmjRpgpiYGLRr1w4HDhxAr169cO/ePTg4OAAAVq9ejWnTpuHBgwcwMjIqU9xs4RERSZBC0HwLCQmBlZWVyhYSElKm6xa9Q9XW1hYAcPbsWeTn58Pb21tZp3HjxsoXEwBATEwMmjVrpkx2AODj44PMzExcvny5zPdcronnRERUOSmg+aCVoKAgBAYGqpSVpXWnUCjw+eefo0OHDmjatCmA5+s0GxkZwdraWqWug4MDUlJSlHVeTHZF+4v2lVWZEt7LN/YqS5YsKXNdIiISh1COhFfW7suXBQQE4NKlSzh+/LjG1y6PMiW88+fPl+lkMpn0hrkSEdHrTZgwAfv27UN0dDRq1qypLHd0dEReXh7S09NVWnn379+Ho6Ojss6pU6dUzlc0irOoTlmUKeEdO3aszCckIqI3n7qjLTUlCAImTpyI3bt3IzIyEnXq1FHZ36pVKxgaGuLIkSMYMGAAACA+Ph5JSUnw8PAAAHh4eGD+/PlITU2Fvb09ACAiIgKWlpZwc3Mrcyx8hkdEJEHl6dJUR0BAALZs2YLffvsNFhYWymduVlZWMDExgZWVFUaPHo3AwEDY2trC0tISEydOhIeHB9q1awcA6NatG9zc3DBixAgsXLgQKSkpmDlzJgICAtTqWtUo4Z05cwbbt29HUlIS8vLyVPbt2rVLk1MSEZEO6aqFt2rVKgCAl5eXSvmGDRswcuRIAEBYWBj09PQwYMAA5ObmwsfHBytXrlTW1dfXx759+zB+/Hh4eHjAzMwM/v7+CA4OVisWtRPe1q1b4efnBx8fHxw6dAjdunXDtWvXcP/+ffTr10/d0xERkQh02aX5OsbGxvj+++/x/fffl1rHxcUFv//+e7liUXse3oIFCxAWFoa9e/fCyMgIy5Ytwz///INBgwahdu3a5QqGiIh0Q4BM462yUjvhJSYmwtfXFwBgZGSEp0+fQiaTYfLkyfjhhx+0HiAREZE2qJ3wbGxs8OTJEwBAjRo1cOnSJQBAeno6srOztRsdERFVCIVM862yUvsZXqdOnRAREYFmzZrhgw8+wKRJk3D06FFERESgS5cuFREjERFpWXlWWqms1E54K1asQE5ODgBgxowZMDQ0xIkTJzBgwADMnDlT6wESEZH2Vbm3BpSB2gmvaMFPANDT08NXX32l1YCIiKji6WqU5ptE7Wd4+vr6SE1NLVb+6NEj6OvrayUoIiKqWAqZTOOtslI74ZU2pyI3N7fM7yQiIiLStTJ3aS5fvhzA8wWif/zxR5ibmyv3FRYWIjo6Go0bN9Z+hEREpHV8hvcKYWFhAJ638FavXq3SfWlkZARXV1esXr1a+xESEZHWSfEZXpkT3s2bNwEAnTt3xq5du2BjY1NhQRERUcWqzPPpNKX2KE2+KoiIqPKT4jw8tQetDBgwAN98802x8oULF+KDDz7QSlBERFSxhHJslZXaCS86Oho9e/YsVt6jRw9ER0drJSgiIiJtU7tLMysrq8TpB4aGhsjMzNRKUEREVLGk+AxP7RZes2bNsG3btmLlW7duVetV60REJB5FObbKSu0W3tdff43+/fsjMTER7733HgDgyJEj+OWXX7Bjxw6tB0hERNpXmZ/FaUrthNe7d2/s2bMHCxYswM6dO2FiYgJ3d3ccPnwYnp6eFREjERFpmRS7NNVOeADg6+urfAnsiy5duoSmTZuWOygiIqpYlblrUlNqP8N72ZMnT/DDDz/gnXfeQfPmzbURExERkdZpnPCio6Ph5+cHJycnLFq0CO+99x5OnjypzdiIiKiCcNDKa6SkpCA8PBzr1q1DZmYmBg0ahNzcXOzZs0frIzQFQcCDBw9gb2+v1fMSEREgSPAZXplbeL1790ajRo0QFxeHpUuX4t69e/juu+80vrCpqSkePHig/Ozr64vk5GTl59TUVDg5OWl8fiIiKh1beK9w4MABfPbZZxg/fjwaNGhQ7gvn5OSovFsvOjoaz549U6lT2rv3iIiofCpz4tJUmVt4x48fx5MnT9CqVSu0bdsWK1aswMOHDysyNsgq8Zt1iYjeZFxL8xXatWuHtWvXIjk5GR9//DG2bt0KZ2dnKBQKRERE4MmTJxUZJxERUbmoPUrTzMwMH330EY4fP46LFy9iypQpCA0Nhb29Pd5///0yn0cmk6m04F7+TEREFUch03yrrMo1D69Ro0ZYuHAh7t69i19++UWtYwVBQMOGDWFrawtbW1tkZWXh7bffVn5u3LhxeUIjIqJX0NWglejoaPTu3RvOzs6QyWTYs2ePyv6RI0cqGzxFW/fu3VXqpKWlYdiwYbC0tIS1tTVGjx6NrKwsdW9Zs5VWXqavr4++ffuib9++ZT5mw4YN2rg0ERFpQFeDVp4+fYrmzZvjo48+Qv/+/Uus0717d5WcIJfLVfYPGzYMycnJiIiIQH5+PkaNGoVx48Zhy5YtasWilYSnCX9/f7EuTUQkeeUZfJKbm4vc3FyVMrlcXixRAc/fldqjR49Xnk8ul8PR0bHEfVevXsUff/yB06dPo3Xr1gCA7777Dj179sSiRYvg7Oxc5rjLvbQYERFJS0hICKysrFS2kJAQjc8XGRkJe3t7NGrUCOPHj8ejR4+U+2JiYmBtba1MdgDg7e0NPT09/P3332pdR7QWXp06dV47SEUmkyExMVFHERERSUd5Bp8EBQUhMDBQpayk1l1ZdO/eHf3790edOnWQmJiI6dOno0ePHoiJiYG+vj5SUlKKrbhlYGAAW1tbpKSkqHUt0RLe559/Xuq+W7duYc2aNcWazEREpB3leYZXWvelJoYMGaL8uVmzZnB3d0e9evUQGRmJLl26aOUaRURLeJMmTSpWlpaWhnnz5mHVqlVo27YtvvnmGxEiIyKq+t7UCeR169aFnZ0drl+/ji5dusDR0RGpqakqdQoKCpCWllbqc7/SvBHP8J49e4b58+ejXr16OHbsGHbt2oWoqCi0a9dO7NCIiKokBQSNt4p09+5dPHr0SLmWsoeHB9LT03H27FllnaNHj0KhUKBt27ZqnVu0Fh4AFBYWYu3atZg7dy6MjY2xfPlyDB8+nBPQiYgqmK6mJWRlZeH69evKzzdv3kRsbKxyzvXcuXMxYMAAODo6IjExEV9++SXq168PHx8fAECTJk3QvXt3jB07FqtXr0Z+fj4mTJiAIUOGqDVCExAx4W3fvh0zZ85Eeno6ZsyYgfHjx8PIyEiscIiIqAKcOXMGnTt3Vn4uGuzi7++PVatWIS4uDhs3bkR6ejqcnZ3RrVs3zJs3T+UZ4ebNmzFhwgR06dIFenp6GDBgAJYvX652LDJBpFcS6OnpwcTEBEOHDoWlpWWp9ZYsWaL2uc1MXcsRGVHZJbZ2FTsEkgjH6Eitni/YZZjGx866vVmLkeiOaC28Tp06vXbaAbs2iYgqhhRfDyRawouMjBTr0kREkleZF4HWlKiDVl5U9G49Ozs7kSMhIqr6Knq05ZtI1GkJ6enpCAgIgJ2dHRwcHODg4AA7OztMmDAB6enpYoZGRFSlSfEFsKK18NLS0uDh4YF///0Xw4YNQ5MmTQAAV65cQXh4OI4cOYITJ07AxsZGrBCJiKgKES3hBQcHw8jICImJiXBwcCi2r1u3bggODkZYWJhIERIRVV1SHLQiWpfmnj17sGjRomLJDgAcHR2xcOFC7N69W4TIiIiqvjd1pZWKJFoLLzk5GW+99Vap+5s2bar2SthERFQ2lTdtaU60Fp6dnR1u3bpV6v6bN2/C1tZWdwEREUmIohxbZSVawvPx8cGMGTOQl5dXbF9ubi6+/vprdO/eXYTIiIiqPnZp6lBwcDBat26NBg0aICAgAI0bN4YgCLh69SpWrlyJ3NxcbNq0SazwiIioihEt4dWsWRMxMTH49NNPERQUhKIlPWUyGbp27YoVK1agVq1aYoVHRFSlVd52muZEXWmlTp06OHDgAB4/foyEhAQAQP369Ut8dnf37l04OztDT++NeIUfEVGlVpmfxWnqjVhazMbGBu+8884r67i5uSE2NhZ169bVUVRERFWXIME23huR8MpCpLcYERFVSWzhERGRJFTm0Zaa4gMxIiKSBLbwJKZDh3fw+eRxePvtZnBycsDgweOwb+8h5X57ezvMm/cVunh3hJWVJf766xSmBM5GYuIt8YKmCmU27EMYd+oEfZfaEHJzkX/pMp6sXoPCO3dKPcake3dYTf9KpUzIzcP9rt0qNFbTfn1hNmQI9GxtkZ94HU+WLUf+1X8AADILC5h/NAryNq2h7+AARXo6cv48jqx16yE8fVqhcVVG0mvfVaIWHt9+rh1mZqa4ePEqJk+eVeL+rdt+gGudWhg0aCzae/giKelf7Nv/M0xNTXQcKemKUYsWyN69B2mffIrHgV8ABvqwXfwtZMbGrzxOkZWF1L79lduDQYPLFYdJ9+6wXba01P3G73WGRcCnyAoPx8MxY1FwPRE2i76FnrU1AEDfzg76dtXwZOUqPPQfhYyQUMjbvgOraV+WK66qihPP32ActKIdhw5F4tChyBL31a9fB23btkTrVl1x9erzaSKTPpuBmzdP44NB72Nj+DYdRkq68niqakLIWBAKh72/waBRQ+RfiCv9QAFQpKWVvt/QEBZjx8C4y3uQmZuj4OZNZK3+AXmxsRrFaTroA2Tv249nB/4AAGQuXgK5RzuY+PbE081bUHDzJtK/nq2sX3jvHp6s/RHWM2cA+vpAYaFG162qpDhoRdQWXn5+PgwMDHDp0qXX1r1y5QpcXFx0EJV0yeVGAICcnFxlmSAIyM3LQ3uPNmKFRTqmZ24OABAyn7yynszEBNW3b0X1ndthveA/MHB1Vdlv+fkkGL7lhvS5wXg0ajRyIqNg8+1C6NesoX5QBgYwbNgIeWfO/q9MEJB39iwM33Ir/V7MzCFkZzPZlUAox38qK1ETnqGhIWrXro3CMnwZa9WqBX19fR1EJV3x8YlISrqLucFfwtraEoaGhggM/AQ1azrD0dFe7PBIF2QyWEycgLy4iyi4ebPUagV3kpDxzTd4PH0m0ufNB2R6sF25AnrVqwMA9OztYdKjB9JnzUF+3EUU3ruH7K3bkHfxIkx69FA7LD0rK8gM9KF4rNqiLEx7DL1SFpmXWVnB3H8Esv9vr9rXkwIpLh4tepfmjBkzMH36dGzatEmjtyPk5uYiNzdXpUwQBD7z00BBQQGGDv0Eq1YtxL/34lBQUIBjx/7CwYPH+PuUCMvJn8OwTh08mjDxlfXyL19B/uUrys/ply7BbtNPMH2/N7LWrYdh3bqQGejDbvPPKsfJjAyhyMwA8Dwp2v208X/79PUBA33Y/3FAWfb055/x9OfNat+HzNQUNt+EoODWbWRtCFf7eKqaRE94K1aswPXr1+Hs7AwXFxeYmZmp7D937twrjw8JCcHcuXNVygwMrGBkaK3tUCUh9vwleLTrCUtLCxgZGeLhwzRERu3BuXOveJZDVYLF55Mgb++BtImfQfHggXoHFxaiICEB+jWed1fKTE0gFBTi0dhxgEK1TSA8ewYAUDx6hEejxyjLjTt1hNyzEzLmzVeWKTIzn/93RgaEgkLo2aj+Uaxva1PsOaLMxAQ2ixZCyH6GxzO/ZndmKSpz16SmRE94ffv2LdfxQUFBCAwMVClzdGhWrnMSkPnf5zf16rmiZctmmBe8WOSIqCJZfD4Jxh3fRdqkz1GYrMGLl/X0YFC3LnJPngQA5F9LgMxAH3o21siPu1jyMYWFKPz3X+VHxeN0IDdPpUypoAD51+Jh1Kolco8ff14mk8GoZStk796trCYzNYXNom+B/Hw8DpoOlPD6MXquMndNakr0hDd79uzXV3oFuVwOuVyuUsbut9KZmZmiXj1X5WdXl1pwd3dDWlo67t69h379euLhwzTcufMv3mraGN9+Oxt79x7CkSN/ihc0VSjLyZ/D2Nsbj6fPgJD9TPlMTJGVpUwYVtODUPjwIbJ+WAsAMPP3Q/6VKyi8+y9kFuYwGzIE+o4OyN63HwBQePcunh2KgNWM6Xjy/UoUJCRAz9oaRi1boiDxhjIxqiN7+w5YBQUhPz4e+VevwuyDgZCZGOPZ78+7QGWmprBZvAgyYznS/zMfemZmwH97jBTp6cVamlKnkODId9ETHgCkp6dj586dSExMxNSpU2Fra4tz587BwcEBNWpoMKKLStWypTv+OLhV+fmbhV8DAH7etBMff/wFHB3tEfrNTNjb2yElJRVbtuxCaMh3YoVLOmDary8AoNp3y1TKMxaE4tkfz6cA6Ds4AC/8A6lnYQGrqV9Az9YWiidZyL8Wj0efBqDw9u3/HR8SCnO/EbAI+BT6dnZQZGQg/8oV5MbEaBRnztFj0LO2hsVHo55PPL9+HY+/+BKKx48BAIYNG8LovyM2q2/donLsg0FDUJiiQcu1CpNeugNkgsgT3OLi4uDt7Q0rKyvcunUL8fHxqFu3LmbOnImkpCT89NNPap/TzNRV+4ESlSCxtavYIZBEOEZHavV8H7r00/jYLbd3v77Sf0VHR+Pbb7/F2bNnkZycjN27d6s8yhIEAbNnz8batWuRnp6ODh06YNWqVWjQoIGyTlpaGiZOnIi9e/dCT08PAwYMwLJly2D+3yk0ZSX6SiuBgYEYOXIkEhISYPzCyg49e/ZEdHS0iJEREVF5PX36FM2bN8f3339f4v6FCxdi+fLlWL16Nf7++2+YmZnBx8cHOTk5yjrDhg3D5cuXERERgX379iE6Ohrjxo1TOxbRuzRPnz6NNWvWFCuvUaMGUtgFQURUIcozSrOk6WAljacAgB49eqBHKXMvBUHA0qVLMXPmTPTp0wcA8NNPP8HBwQF79uzBkCFDcPXqVfzxxx84ffo0WrduDQD47rvv0LNnTyxatAjOzs5ljlv0Fp5cLkfmf4cev+jatWuo/t9JrEREpF3lmXgeEhICKysrlS0kJETtGG7evImUlBR4e3sry6ysrNC2bVvE/PdZb0xMDKytrZXJDgC8vb2hp6eHv//+W63riZ7w3n//fQQHByM/Px/A8xGWSUlJmDZtGgYMGCBydEREVVN5Fo8OCgpCRkaGyhYUFKR2DEW9eA4ODirlDg4Oyn0pKSmwt1dd6cnAwAC2trZq9wKKnvAWL16MrKws2Nvb49mzZ/D09ET9+vVhYWGB+fPnv/4ERESktvKspSmXy2FpaamyldSd+aYR/RmelZUVIiIicPz4ccTFxSErKwstW7ZUaeISEZF2vQmzEh0dHQEA9+/fh5OTk7L8/v37aNGihbJOamqqynEFBQVIS0tTHl9Woie8Iu+++y7effddscMgIiIdqVOnDhwdHXHkyBFlgsvMzMTff/+N8ePHAwA8PDyQnp6Os2fPolWrVgCAo0ePQqFQoG3btmpd741IeEeOHMGRI0eQmpoKxUurIaxfv16kqIiIqi5dTcHOysrC9evXlZ9v3ryJ2NhY2Nraonbt2vj888/xn//8Bw0aNECdOnXw9ddfw9nZWTlXr0mTJujevTvGjh2L1atXIz8/HxMmTMCQIUPUGqEJvAEJb+7cuQgODkbr1q3h5OTEZcGIiHRAV28uP3PmDDp37qz8XLT2sb+/P8LDw/Hll1/i6dOnGDduHNLT0/Huu+/ijz/+UJmXvXnzZkyYMAFdunRRTjxfvny52rGIvtKKk5MTFi5ciBEjRmjtnFxphXSFK62Qrmh7pZXetXtpfOzepH1ajER3RG/h5eXloX379mKHQUQkKVJ8PZDo0xLGjBmDLVu2vL4iERFpTXnm4VVWorfwcnJy8MMPP+Dw4cNwd3eHoaGhyv4lS5aIFBkREVUloie8uLg45XDUS5cuqezjABYioooh8vANUYie8I4dOyZ2CEREkvMmTDzXNdETHhER6Z4UB62InvCePn2K0NDQUiee37hxQ6TIiIiqrso8+ERToie8MWPGICoqCiNGjODEcyIiHeEzPBEcOHAA+/fvR4cOHcQOhYiIqjDRE56NjQ1sbW3FDoOISFKk2KUp+sTzefPmYdasWcjOzhY7FCIiySjP+/AqK9FbeIsXL0ZiYiIcHBzg6upabOL5uXPnRIqMiKjqUvAZnu4VvQKCiIh0R3rp7g1IeLNnzxY7BCIiyeEzPCIioipKlBaera0trl27Bjs7O9jY2Lxy7l1aWpoOIyMikgYptvBESXhhYWGwsLAAACxdulSMEIiIJI0Tz3XE399f+fORI0fg5eUFT09P1KtXT4xwiIgkR4otPNGf4cnlcoSGhqJhw4aoVasWhg8fjh9//BEJCQlih0ZEVGVJcR6e6Alv7dq1uHbtGpKSkrBw4UKYm5tj8eLFaNy4MWrWrCl2eEREVZIgCBpvlZXoCa+IjY0NqlWrBhsbG1hbW8PAwADVq1cXOywiIqoiRE9406dPR/v27VGtWjV89dVXyMnJwVdffYWUlBScP39e7PCIiKokBQSNt8pK9InnoaGhqF69OmbPno3+/fujYcOGYodERFTlVeauSU2JnvDOnz+PqKgoREZGYvHixTAyMoKnpye8vLzg5eXFBEhEVAEqc0tNUzLhDUvzFy5cQFhYGDZv3gyFQoHCwkK1z2Fm6qr9wIhKkNjaVewQSCIcoyO1ej53Rw+Nj41LidFiJLojegtPEAScP38ekZGRiIyMxPHjx5GZmQl3d3d4enqKHR4RUZXEtyWIwNbWFllZWWjevDk8PT0xduxYdOzYEdbW1mKHRkREVYjoozR//vlnPHr0CGfOnMHixYvRu3dvJjsiogqmq4nnc+bMgUwmU9kaN26s3J+Tk4OAgABUq1YN5ubmGDBgAO7fv6/t2wXwBrTwfH19xQ6BiEhydNml+dZbb+Hw4cPKzwYG/0s9kydPxv79+7Fjxw5YWVlhwoQJ6N+/P/766y+txyF6wiMiIt0rzxJhubm5yM3NVSmTy+WQy+Ul1jcwMICjo2Ox8oyMDKxbtw5btmzBe++9BwDYsGEDmjRpgpMnT6Jdu3Yax1gS0bs0iYhI9xSCoPEWEhICKysrlS0kJKTUayUkJMDZ2Rl169bFsGHDkJSUBAA4e/Ys8vPz4e3trazbuHFj1K5dGzEx2h8JyhYeERGpJSgoCIGBgSplpbXu2rZti/DwcDRq1AjJycmYO3cuOnbsiEuXLiElJQVGRkbFxm04ODggJSVF63Ez4RERSVB5ujRf1X35sh49eih/dnd3R9u2beHi4oLt27fDxMRE4xg0wS5NIiIJKk+XZnlYW1ujYcOGuH79OhwdHZGXl4f09HSVOvfv3y/xmV95MeEREUmQWO/Dy8rKQmJiIpycnNCqVSsYGhriyJEjyv3x8fFISkqCh4fmK8GUhl2aREQSJAgKnVzniy++QO/eveHi4oJ79+5h9uzZ0NfXx9ChQ2FlZYXRo0cjMDAQtra2sLS0xMSJE+Hh4aH1EZoAEx4RkSTpavHou3fvYujQoXj06BGqV6+Od999FydPnlS+7zQsLAx6enoYMGAAcnNz4ePjg5UrV1ZILG/c4tHawMWjSVe4eDTpirYXj3ap5q7xsbcfxWkxEt1hC4+ISIKqYFvntZjwiIgkSIrvw2PCIyKSILbwiIhIEvg+PCIikoTyzqerjDjxnIiIJIEtPCIiCeIzPCIikgSO0iQiIklgC4+IiCSBozSJiEgSpNjC4yhNIiKSBLbwiIgkiINWiIhIEqTYpcmER0QkQRy0QkREkiDFpcWY8IiIJEiKLTyO0iQiIklgC4+ISII4aIWIiCSBz/CIiEgS2MIjIiJJYMIjIiJJkF664yhNIiKSCJkgxXYtFZObm4uQkBAEBQVBLpeLHQ5VYfyukViY8AgAkJmZCSsrK2RkZMDS0lLscKgK43eNxMIuTSIikgQmPCIikgQmPCIikgQmPAIAyOVyzJ49m4MIqMLxu0Zi4aAVIiKSBLbwiIhIEpjwiIhIEpjwiIhIEpjwRBYeHg5ra2uxwyAJ4nePpIYJT2SDBw/GtWvXxA7jtSIjIyGTyUrdOnfuDAC4detWqXVOnjwJ4Pk/tEVlenp6cHJywuDBg5GUlFTsupcvX8agQYNQvXp1yOVyNGzYELNmzUJ2drZO778qqizfvSJ37tzBRx99BGdnZxgZGcHFxQWTJk3Co0ePVOp5eXlBJpNh69atKuVLly6Fq6ur8vOL38MXN2NjY13cDomACU9kJiYmsLe3FzsM5OXlvXJ/+/btkZycXGxbs2YNZDIZPv30U5X6hw8fLla3VatWyv2WlpZITk7Gv//+i19//RXx8fH44IMPVM5x8uRJtG3bFnl5edi/fz+uXbuG+fPnIzw8HF27dn1tzPRqleW7BwA3btxA69atkZCQgF9++QXXr1/H6tWrceTIEXh4eCAtLU2lvrGxMWbOnIn8/PxXnrfoe/jidvv27XLdD73BBNK6vXv3ClZWVkJBQYEgCIJw/vx5AYAwbdo0ZZ3Ro0cLw4YNEzZs2CBYWVkpy2fPni00b95c+OmnnwQXFxfB0tJSGDx4sJCZmams4+npKUycOFGYOnWqYGNjIzg4OAizZ89WieHx48fC6NGjBTs7O8HCwkLo3LmzEBsbW+w6a9euFVxdXQWZTKb2fV65ckWwsLAQZsyYoSy7efOmAEA4f/58qce9fM+CIAjLly8XAAgZGRmCIAiCQqEQ3NzchNatWwuFhYUqdWNjYwWZTCaEhoaqHXNVV1W/e927dxdq1qwpZGdnq5QnJycLpqamwieffKIS46hRo4Rq1aoJ33//vbI8LCxMcHFxUX4u6XtIVRtbeBWgY8eOePLkCc6fPw8AiIqKgp2dHSIjI5V1oqKi4OXlVeLxiYmJ2LNnD/bt24d9+/YhKioKoaGhKnU2btwIMzMz/P3331i4cCGCg4MRERGh3P/BBx8gNTUVBw4cwNmzZ9GyZUt06dJF5S/h69ev49dff8WuXbsQGxur1j2mp6ejT58+8PLywrx589Q69mWpqanYvXs39PX1oa+vDwCIjY3FlStXEBgYCD091a9p8+bN4e3tjV9++aVc162KquJ3Ly0tDQcPHsSnn34KExMTlX2Ojo4YNmwYtm3bpvJCU0tLS8yYMQPBwcF4+vTpK89P0sGEVwGsrKzQokUL5T8ykZGRmDx5Ms6fP4+srCz8+++/uH79Ojw9PUs8XqFQIDw8HE2bNkXHjh0xYsQIHDlyRKWOu7s7Zs+ejQYNGsDPzw+tW7dW1jl+/DhOnTqFHTt2oHXr1mjQoAEWLVoEa2tr7Ny5U3mOvLw8/PTTT3j77bfh7u5e5vtTKBT48MMPYWBggM2bN0MmkxWr0759e5ibm6tsL8rIyIC5uTnMzMzg4OCAY8eOISAgAGZmZgCgfLbUpEmTEmNo0qRJpXr+pCtV8buXkJAAQRBe+V14/PgxHjx4oFL+6aefwtjYGEuWLCn13EXfwxe3Hj16vDIeqrz4xvMK4unpicjISEyZMgV//vknQkJCsH37dhw/fhxpaWlwdnZGgwYN8NdffxU71tXVFRYWFsrPTk5OSE1NVanz8j8SL9a5cOECsrKyUK1aNZU6z549Q2JiovKzi4sLqlevrva9TZ8+HTExMTh16pRKnC/atm1bqf9AAYCFhQXOnTuH/Px8HDhwAJs3b8b8+fOL1RO4EJDaqup3T93vglwuR3BwMCZOnIjx48eXWKfoe/iil1uRVHUw4VUQLy8vrF+/HhcuXIChoSEaN24MLy8vREZG4vHjx6X+hQ0AhoaGKp9lMhkUCkWZ62RlZcHJyUmlG6vIi8PQi1pT6ti6dSsWLVqE/fv3o0GDBqXWq1WrFurXr1/qfj09PeX+Jk2aIDExEePHj8emTZsAAA0bNgQAXL16FW+//Xax469evaqsQ6qq2nevfv36kMlkuHr1Kvr161ds/9WrV2FjY1NiAh0+fDgWLVqE//znPyojNIu8+D2kqo9dmhWk6FlKWFiY8h+Yon90IiMjS32Gog0tW7ZESkoKDAwMUL9+fZXNzs5O4/PGxsZi9OjRCA0NhY+PjxYjBr766its27ZN+dd2ixYt0LhxY4SFhRX7B/fChQs4fPgwhg4dqtUYqoqq9t2rVq0aunbtipUrV+LZs2cq+1JSUrB582YMHjy4xK51PT09hISEYNWqVbh165ZG16eqgwmvgtjY2MDd3R2bN29W/gPTqVMnnDt3DteuXXvlX9nl5e3tDQ8PD/Tt2xeHDh3CrVu3cOLECcyYMQNnzpzR6JwPHz5E37594eXlheHDhyMlJUVle/n5yaNHj4rVycnJKfX8tWrVQr9+/TBr1iwAz1sN69atw5UrVzBgwACcOnUKSUlJ2LFjB3r37g0PDw98/vnnGt1LVVfVvnsAsGLFCuTm5sLHxwfR0dG4c+cO/vjjD3Tt2hU1atQosTu8iK+vL9q2bYs1a9YU2ycIQrHvaUpKSrE/sqhqYMKrQJ6enigsLFT+o2Nraws3Nzc4OjqiUaNGFXZdmUyG33//HZ06dcKoUaPQsGFDDBkyBLdv34aDg4NG59y/fz9u376N33//HU5OTsW2Nm3aqNT39vYuVmfPnj2vvMbkyZOxf/9+nDp1CsDzgS8nT56Evr4+evTogfr16yMoKAj+/v6IiIjg62VeoSp99wCgQYMGOHPmDOrWrYtBgwahXr16GDduHDp37oyYmBjY2tq+8vhvvvmmxD+4MjMzS/w+v/zckqoGvh6IiIgkgS08IiKSBCY8AgAkJSUVm4/04lbSOpdE2sDvHukKuzQJAFBQUPDKUWyurq4wMOAsFtI+fvdIV5jwiIhIEtilSUREksCER0REksCER0REksCER0REksCER1XGyJEj0bdvX+VnLy8vUZYfi4yMhEwmQ3p6eoVeRyaTvXb1GiL6HyY8qlAjR46ETCaDTCaDkZER6tevj+DgYBQUFFT4tXft2lXml9PqKknl5eXBzs6u2EtVi8ybNw8ODg7Iz8+v0DiIpIgJjypc9+7dkZycjISEBEyZMgVz5szBt99+W2LdvLw8rV3X1ta21Pf1icXIyAjDhw/Hhg0biu0TBAHh4eHw8/Mr9goeIio/JjyqcHK5HI6OjnBxccH48ePh7e2N//u//wPwv27I+fPnw9nZWbmw8Z07dzBo0CBYW1vD1tYWffr0UZmcXFhYiMDAQFhbW6NatWr48ssvi70g9OUuzdzcXEybNg21atWCXC5H/fr1sW7dOty6dQudO3cG8PxNAzKZDCNHjgTw/A3gISEhqFOnDkxMTNC8eXOVN3cDwO+//46GDRvCxMQEnTt3fu1raEaPHo1r167h+PHjKuVRUVG4ceMGRo8ejdOnT6Nr166ws7ODlZUVPD09i72o9EUltVBjY2Mhk8lU4jl+/Dg6duwIExMT1KpVC5999hmePn2q3L9y5Uo0aNAAxsbGcHBwwMCBA195L0SVCRMe6ZyJiYlKS+7IkSOIj49HREQE9u3bh/z8fPj4+MDCwgJ//vkn/vrrL5ibm6N79+7K4xYvXozw8HCsX79e+Sbv3bt3v/K6fn5++OWXX7B8+XJcvXoVa9asgbm5OWrVqoVff/0VABAfH4/k5GQsW7YMABASEoKffvoJq1evxuXLlzF58mQMHz4cUVFRAJ4n5v79+6N3796IjY3FmDFj8NVXX70yjmbNmqFNmzZYv369SvmGDRvQvn17NG7cGE+ePIG/vz+OHz+OkydPokGDBujZsyeePHmi3i/7BYmJiejevTsGDBiAuLg4bNu2DcePH8eECRMAAGfOnMFnn32G4OBgxMfH448//kCnTp00vh7RG0cgqkD+/v5Cnz59BEEQBIVCIURERAhyuVz44osvlPsdHByE3Nxc5TGbNm0SGjVqJCgUCmVZbm6uYGJiIhw8eFAQBEFwcnISFi5cqNyfn58v1KxZU3ktQRAET09PYdKkSYIgCEJ8fLwAQIiIiCgxzmPHjgkAhMePHyvLcnJyBFNTU+HEiRMqdUePHi0MHTpUEARBCAoKEtzc3FT2T5s2rdi5XrZ69WrB3NxcePLkiSAIgpCZmSmYmpoKP/74Y4n1CwsLBQsLC2Hv3r3KMgDC7t27S43//PnzAgDh5s2byrjHjRunct4///xT0NPTE549eyb8+uuvgqWlpZCZmVlq3ESVGVt4VOH27dsHc3NzGBsbo0ePHhg8eDDmzJmj3N+sWTMYGRkpP1+4cAHXr1+HhYWFcgFhW1tb5OTkIDExERkZGUhOTkbbtm2VxxgYGKB169alxhAbGwt9fX21Xn56/fp1ZGdno2vXriqLGf/0009ITEwEAFy9elUlDgDw8PB47bmHDh2KwsJCbN++HQCwbds26OnpYfDgwQCA+/fvY+zYsWjQoAGsrKxgaWmJrKysci2kfOHCBYSHh6vci4+PDxQKBW7evImuXbvCxcUFdevWxYgRI7B582ZkZ2drfD2iNw1XZKUK17lzZ6xatQpGRkZwdnYuthCwmZmZyuesrCy0atUKmzdvLnau6tWraxSDiYmJ2sdkZWUBeP7y2xo1aqjsK+/LZy0tLTFw4EBs2LABH330ETZs2IBBgwbB3NwcAODv749Hjx5h2bJlcHFxgVwuh4eHR6mDevT0nv/tKrzwHPPlkZ5ZWVn4+OOP8dlnnxU7vnbt2jAyMsK5c+cQGRmJQ4cOYdasWZgzZw5Onz4Na2vrct0v0ZuACY8qnJmZGerXr1/m+i1btsS2bdtgb28PS0vLEus4OTnh77//Vj5jKigowNmzZ9GyZcsS6zdr1gwKhQJRUVHw9vYutr+ohVlYWKgsc3Nzg1wuR1JSUqktwyZNmigH4BQ5efLk628SzweveHl5Yd++fThx4oTKyNW//voLK1euRM+ePQE8f1b48OHDUs9V9IdAcnIybGxsADxv1b6oZcuWuHLlyiv/tzAwMIC3tze8vb0xe/ZsWFtb4+jRo+jfv3+Z7onoTcYuTXrjDBs2DHZ2dujTpw/+/PNP3Lx5E5GRkfjss89w9+5dAMCkSZMQGhqKPXv24J9//sGnn376yjl0rq6u8Pf3x0cffYQ9e/Yoz1nUpeji4gKZTIZ9+/bhwYMHyMrKgoWFBb744gtMnjwZGzduRGJiIs6dO4fvvvsOGzduBAB88sknSEhIwNSpUxEfH48tW7YgPDy8TPfZqVMn1K9fH35+fmjcuDHat2+v3NegQQNs2rQJV69exd9//41hw4a9spVav3591KpVC3PmzEFCQgL279+PxYsXq9SZNm0aTpw4gQkTJiA2NhYJCQn47bfflINW9u3bh+XLlyM2Nha3b9/GTz/9BIVCoRw5S1Tpif0Qkaq2FwetqLM/OTlZ8PPzE+zs7AS5XC7UrVtXGDt2rJCRkSEIwvNBKpMmTRIsLS0Fa2trITAwUPDz8yt10IogCMKzZ8+EyZMnC05OToKRkZFQv359Yf369cr9wcHBgqOjoyCTyQR/f39BEJ4PtFm6dKnQqFEjwdDQUKhevbrg4+MjREVFKY/bu3evUL9+fUEulwsdO3YU1q9f/9pBK0UWLFggAFAZgCMIgnDu3DmhdevWgrGxsdCgQQNhx44dgouLixAWFqasgxcGrQiCIBw/flxo1qyZYGxsLHTs2FHYsWOHyqAVQRCEU6dOCV27dhXMzc0FMzMzwd3dXZg/f74gCM8HsHh6ego2NjaCiYmJ4O7uLmzbtu2190BUWfB9eEREJAns0iQiIklgwiMiIklgwiMiIklgwiMiIklgwiMiIklgwiMiIklgwiMiIklgwiMiIklgwiMiIklgwiMiIklgwiMiIkn4fxQkD36HwprzAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.96      0.98      0.97       423\n",
            "           1       0.97      0.93      0.95       270\n",
            "\n",
            "    accuracy                           0.96       693\n",
            "   macro avg       0.96      0.95      0.96       693\n",
            "weighted avg       0.96      0.96      0.96       693\n",
            "\n",
            "Acuuracy results of the 4 models :  [0.9581529581529582, 0.9668109668109668, 0.974025974025974, 0.9595959595959596]\n",
            "Avrage accuracy of this probability = 0.9646464646464645\n"
          ]
        }
      ],
      "source": [
        "# No preprocessing-NO Balancing- Anonymisation (2)\n",
        "\n",
        "dff=df\n",
        "p = 0.9\n",
        "dff_pred = df_pred\n",
        "\n",
        "#---------------------------------\n",
        "\n",
        "for i in range (len(dff)):\n",
        "    dff['Facts'].iloc[i] = anonymisation(dff['Facts'].iloc[i] , dff['first_party'].iloc[i] , dff['second_party'].iloc[i])\n",
        "\n",
        "for i in range (len(dff_pred)):\n",
        "    dff_pred['Facts'].iloc[i] = anonymisation(dff_pred['Facts'].iloc[i], dff_pred['first_party'].iloc[i] , dff_pred['second_party'].iloc[i])\n",
        "\n",
        "\n",
        "#---------------------------------\n",
        "\n",
        "X_input_ids_pred = np.zeros((len(dff_pred), 256))\n",
        "X_input_ids_pred = generate_training_data(dff_pred , X_input_ids_pred , tokenizer)\n",
        "\n",
        "#-----------------------------------\n",
        "\n",
        "train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4 = K_fold(dff)\n",
        "\n",
        "#----------------------------------\n",
        "train_set_1 = making_dataset(train_1)\n",
        "train_size = int((len(train_1)/32)*p) \n",
        "train_1_dataset = train_set_1.take(train_size)\n",
        "val_1_dataset = train_set_1.skip(train_size)\n",
        "\n",
        "test_1_dataset = making_dataset(test_1)\n",
        "\n",
        "train_set_2 = making_dataset(train_2)\n",
        "train_size = int((len(train_2)/32)*p) \n",
        "train_2_dataset = train_set_2.take(train_size)\n",
        "val_2_dataset = train_set_2.skip(train_size)\n",
        "\n",
        "test_2_dataset = making_dataset(test_2)\n",
        "\n",
        "train_set_3 = making_dataset(train_3)\n",
        "train_size = int((len(train_3)/32)*p) \n",
        "train_3_dataset = train_set_3.take(train_size)\n",
        "val_3_dataset = train_set_3.skip(train_size)\n",
        "\n",
        "test_3_dataset = making_dataset(test_3)\n",
        "\n",
        "train_set_4 = making_dataset(train_4)\n",
        "train_size = int((len(train_4)/32)*p) \n",
        "train_4_dataset = train_set_4.take(train_size)\n",
        "val_4_dataset = train_set_4.skip(train_size)\n",
        "\n",
        "test_4_dataset= making_dataset(test_4)\n",
        "\n",
        "#------------------------------------\n",
        "acc_result = []\n",
        "\n",
        "for i in range (4):\n",
        "    \n",
        "    if i == 0 :\n",
        "        \n",
        "        the_model_2_1 = creating_model(train_1_dataset,val_1_dataset,test_1_dataset)\n",
        "        y_predict = the_model_2_1.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "        \n",
        "    if i == 1 :\n",
        "        the_model_2_2 = creating_model(train_2_dataset,val_2_dataset,test_2_dataset)\n",
        "        y_predict = the_model_2_2.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 2 :\n",
        "        the_model_2_3 = creating_model(train_3_dataset,val_3_dataset,test_3_dataset)\n",
        "        y_predict = the_model_2_3.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 3 :\n",
        "        the_model_2_4 = creating_model(train_4_dataset,val_4_dataset,test_4_dataset)\n",
        "        y_predict = the_model_2_4.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "        \n",
        "    \n",
        "print('Acuuracy results of the 4 models : ',acc_result)\n",
        "print('Avrage accuracy of this probability =' , sum(acc_result)/len(acc_result))\n",
        "\n",
        "probabilitiy_2=sum(acc_result)/len(acc_result)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "92a0a401",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000,
          "referenced_widgets": [
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      "outputs": [
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          "text": [
            "2160\n"
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        },
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        {
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          "text": [
            "Epoch 1/10\n",
            "45/45 [==============================] - 89s 2s/step - loss: 0.6970 - accuracy: 0.5528 - val_loss: 0.6692 - val_accuracy: 0.6062\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.6801 - accuracy: 0.5833 - val_loss: 0.6900 - val_accuracy: 0.4938\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.6656 - accuracy: 0.5924 - val_loss: 0.6350 - val_accuracy: 0.6500\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.6317 - accuracy: 0.6438 - val_loss: 0.5716 - val_accuracy: 0.7250\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.5699 - accuracy: 0.6965 - val_loss: 0.5129 - val_accuracy: 0.6938\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.4729 - accuracy: 0.7521 - val_loss: 0.4353 - val_accuracy: 0.7500\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.4062 - accuracy: 0.7792 - val_loss: 0.3471 - val_accuracy: 0.8250\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.3053 - accuracy: 0.8514 - val_loss: 0.1481 - val_accuracy: 0.9250\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.1779 - accuracy: 0.9181 - val_loss: 0.0695 - val_accuracy: 0.9812\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0976 - accuracy: 0.9646 - val_loss: 0.0240 - val_accuracy: 0.9937\n"
          ]
        },
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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 542ms/step - loss: 0.2888 - accuracy: 0.9102\n",
            "22/22 [==============================] - 16s 553ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.93      0.89      0.91       423\n",
            "           1       0.84      0.89      0.86       270\n",
            "\n",
            "    accuracy                           0.89       693\n",
            "   macro avg       0.88      0.89      0.89       693\n",
            "weighted avg       0.89      0.89      0.89       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 89s 2s/step - loss: 0.3400 - accuracy: 0.8730 - val_loss: 0.0702 - val_accuracy: 0.9812\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.1138 - accuracy: 0.9618 - val_loss: 0.0124 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.1188 - accuracy: 0.9590 - val_loss: 0.0095 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.0455 - accuracy: 0.9840 - val_loss: 0.0038 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0341 - accuracy: 0.9903 - val_loss: 0.0045 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0174 - accuracy: 0.9924 - val_loss: 0.0036 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0138 - accuracy: 0.9965 - val_loss: 0.0012 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0052 - accuracy: 0.9993 - val_loss: 0.0011 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0041 - accuracy: 0.9993 - val_loss: 7.1491e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0089 - accuracy: 0.9958 - val_loss: 0.0013 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 539ms/step - loss: 0.0054 - accuracy: 0.9980\n",
            "22/22 [==============================] - 15s 555ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.99      0.96      0.97       423\n",
            "           1       0.93      0.99      0.96       270\n",
            "\n",
            "    accuracy                           0.97       693\n",
            "   macro avg       0.96      0.97      0.97       693\n",
            "weighted avg       0.97      0.97      0.97       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 89s 2s/step - loss: 0.0345 - accuracy: 0.9959 - val_loss: 1.4541e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.0272 - accuracy: 0.9917 - val_loss: 0.0011 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.0194 - accuracy: 0.9931 - val_loss: 0.0402 - val_accuracy: 0.9937\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0250 - accuracy: 0.9910 - val_loss: 0.0014 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0143 - accuracy: 0.9951 - val_loss: 3.5405e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0032 - accuracy: 0.9986 - val_loss: 1.0536e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0039 - accuracy: 0.9986 - val_loss: 1.0858e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0069 - accuracy: 0.9965 - val_loss: 3.6677e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.0129 - accuracy: 0.9951 - val_loss: 1.6356e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0216 - accuracy: 0.9924 - val_loss: 1.4978e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 538ms/step - loss: 0.0048 - accuracy: 0.9980\n",
            "22/22 [==============================] - 15s 555ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       1.00      0.94      0.97       423\n",
            "           1       0.92      1.00      0.96       270\n",
            "\n",
            "    accuracy                           0.96       693\n",
            "   macro avg       0.96      0.97      0.96       693\n",
            "weighted avg       0.97      0.96      0.96       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 90s 2s/step - loss: 0.0644 - accuracy: 0.9754 - val_loss: 1.7241e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0207 - accuracy: 0.9931 - val_loss: 2.9792e-04 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0148 - accuracy: 0.9951 - val_loss: 2.8663e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0055 - accuracy: 0.9979 - val_loss: 1.4859e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0080 - accuracy: 0.9965 - val_loss: 1.8926e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0086 - accuracy: 0.9979 - val_loss: 9.6858e-05 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0088 - accuracy: 0.9972 - val_loss: 1.5949e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0025 - accuracy: 0.9993 - val_loss: 0.0049 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.0105 - accuracy: 0.9965 - val_loss: 2.0047e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 77s 2s/step - loss: 0.0015 - accuracy: 0.9993 - val_loss: 1.6644e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 540ms/step - loss: 9.3458e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 16s 554ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       1.00      0.90      0.95       423\n",
            "           1       0.87      1.00      0.93       270\n",
            "\n",
            "    accuracy                           0.94       693\n",
            "   macro avg       0.93      0.95      0.94       693\n",
            "weighted avg       0.95      0.94      0.94       693\n",
            "\n",
            "Acuuracy results of the 4 models :  [0.8917748917748918, 0.9682539682539683, 0.963924963924964, 0.9393939393939394]\n",
            "Avrage accuracy of this probability = 0.9408369408369408\n"
          ]
        }
      ],
      "source": [
        "# No preprocessing- Balancing - No Anonymisation (3)\n",
        "\n",
        "dff = df\n",
        "p = 0.9\n",
        "dff_pred = df_pred\n",
        "\n",
        "#---------------------------------\n",
        "\n",
        "dff=balancing_func(dff)\n",
        "print(len(dff))\n",
        "\n",
        "#_--------------------------------\n",
        "\n",
        "X_input_ids_pred = np.zeros((len(dff_pred), 256))\n",
        "X_input_ids_pred = generate_training_data(dff_pred , X_input_ids_pred , tokenizer)\n",
        "\n",
        "\n",
        "#-----------------------------------\n",
        "\n",
        "train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4 = K_fold(dff)\n",
        "\n",
        "#----------------------------------\n",
        "train_set_1 = making_dataset(train_1)\n",
        "train_size = int((len(train_1)/32)*p) \n",
        "train_1_dataset = train_set_1.take(train_size)\n",
        "val_1_dataset = train_set_1.skip(train_size)\n",
        "\n",
        "test_1_dataset = making_dataset(test_1)\n",
        "\n",
        "train_set_2 = making_dataset(train_2)\n",
        "train_size = int((len(train_2)/32)*p) \n",
        "train_2_dataset = train_set_2.take(train_size)\n",
        "val_2_dataset = train_set_2.skip(train_size)\n",
        "\n",
        "test_2_dataset = making_dataset(test_2)\n",
        "\n",
        "train_set_3 = making_dataset(train_3)\n",
        "train_size = int((len(train_3)/32)*p) \n",
        "train_3_dataset = train_set_3.take(train_size)\n",
        "val_3_dataset = train_set_3.skip(train_size)\n",
        "\n",
        "test_3_dataset = making_dataset(test_3)\n",
        "\n",
        "train_set_4 = making_dataset(train_4)\n",
        "train_size = int((len(train_4)/32)*p) \n",
        "train_4_dataset = train_set_4.take(train_size)\n",
        "val_4_dataset = train_set_4.skip(train_size)\n",
        "\n",
        "test_4_dataset= making_dataset(test_4)\n",
        "\n",
        "#------------------------------------\n",
        "acc_result = []\n",
        "\n",
        "for i in range (4):\n",
        "    \n",
        "    if i == 0 :\n",
        "        \n",
        "        the_model_3_1 = creating_model(train_1_dataset,val_1_dataset,test_1_dataset)\n",
        "        y_predict = the_model_3_1.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "        \n",
        "    if i == 1 :\n",
        "        the_model_3_2 = creating_model(train_2_dataset,val_2_dataset,test_2_dataset)\n",
        "        y_predict = the_model_3_2.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 2 :\n",
        "        the_model_3_3 = creating_model(train_3_dataset,val_3_dataset,test_3_dataset)\n",
        "        y_predict = the_model_3_3.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 3 :\n",
        "        the_model_3_4 = creating_model(train_4_dataset,val_4_dataset,test_4_dataset)\n",
        "        y_predict = the_model_3_4.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "        \n",
        "    \n",
        "print('Acuuracy results of the 4 models : ',acc_result)\n",
        "print('Avrage accuracy of this probability =' , sum(acc_result)/len(acc_result))\n",
        "\n",
        "probabilitiy_3=sum(acc_result)/len(acc_result)\n"
      ]
    },
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          "text": [
            "Epoch 1/10\n",
            "45/45 [==============================] - 92s 2s/step - loss: 0.6875 - accuracy: 0.5368 - val_loss: 0.6188 - val_accuracy: 0.6812\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 81s 2s/step - loss: 0.6201 - accuracy: 0.6597 - val_loss: 0.4746 - val_accuracy: 0.8062\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.4819 - accuracy: 0.7778 - val_loss: 0.2864 - val_accuracy: 0.9000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.2611 - accuracy: 0.8861 - val_loss: 0.0788 - val_accuracy: 0.9812\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.1382 - accuracy: 0.9528 - val_loss: 0.0361 - val_accuracy: 0.9937\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0798 - accuracy: 0.9715 - val_loss: 0.0113 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0648 - accuracy: 0.9764 - val_loss: 0.0035 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0228 - accuracy: 0.9937 - val_loss: 0.0029 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0141 - accuracy: 0.9951 - val_loss: 0.0013 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0439 - accuracy: 0.9840 - val_loss: 0.0041 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
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h+vTpdO/ene3bt1O9evXzPs4LL7zAa6+9xuuvv87bb7/Nvffey/79+wkLCyuRnCIlwjAgN/3skpKVfKrApBRdV5h7aY9v9QaLzscQOS+rt6lPX6HKTXGMGDGCYcOGOb/PyMggNjb2ou+fU2Cj/vPmjOnZ8mIX/L1L5i168cUXuf76653fh4WF0bhxY+f3Y8eOZe7cuXzzzTcMGjTovI/Tv39/7r77bgDGjRvHW2+9xerVq7nxxhtLJKfIeRkG5KadUUySzyguZ+5tOfXVlvePD1mEdyAEREJgNARGQkAUBEadWhflWH962TugVF6iiJSMClVuYmJiSEpKKrIuKSmJ4ODgc+61AfDx8cHHx6cs4pVrzZs3L/J9ZmYmY8aMYd68eRw9epTCwkJycnI4cODABR+nUaNGzuWAgACCg4OdUxuIXDLDgJwTFz4kdGZ5seVf2uP7BP9VSJxfoxzlJTD6r+WAKPDWxTvlLza7QYHNTqHdoNBmJ99mp9BmUGgzKLA7lgtsduc2Bad/brdTcHq7M35eaDu1/tTPT29/+rEKbXZshkGVUD8SIgNJiAqkepg/nlbtISyOClVuWrduzfz584usW7hwIa1bty615/TzsrLlRXMGK/t5ldw0AQEBRf9P88knn2ThwoW88cYbJCQk4Ofnx5133kl+/oU/PLy8vIp8b7FYsNvtJZZTXIxhQMZhSNoMiRvh+N6i41eyUsB+iVeN9gk5Y8/K6a/n2dvide7/6RHXcDQ9hxW7j/HnoXRy8m1/FQW7nfxCx9fTJeOvkuL4eq5CcmbhMMrBeHFvqwfxEQEkRAVSK8pReBIiA6kZGYBvCX4+uCJTy01mZia7du1yfr93717Wr19PWFgY1atXZ8SIERw+fJjp06cD8PDDDzN58mSefvpp7r//fpYsWcIXX3zBvHnzSi2jxWIpsUND5cny5cvp378/t99+O+B4L/bt22duKKnY8rMhZSskbnKUmaTNkLTJcSjpn/iG/FVMzty7EnDm96dKi5dvqb8UKZ8S03NZuecYK3YfY+XeY+w/ll2mz+9lteDp4YGn1YK31fHV08PDsd7qgaeHBW9Px1dPq4dze+dXTw+8PCyO+1lPL//1eAAHjmezKzmT3SmZ5BbY2Z50ku1JJ4vk8LBAbJi/cw9PrahAap/6Guzrda7obsfUT+3ff/+da665xvn96bEx/fr1Y9q0aRw9erTIYZL4+HjmzZvH0KFDefPNN6lWrRr//e9/3fo08OKqXbs2c+bMoXv37lgsFkaNGqU9MHJxDAPSD57aG7PJUWCSNsPx3WCc49+QhydEXAHRDSCijuP00DPHrwREgqcOHcvZkjIcZeZ0odn3tzLjYYGGVUNoERdGqL8XXlaPIqXC02o5o2D8VULOLBVeHh54eRYtKV5nlBOvU6XF6mEp02lc7HaDw2k57ErJZFdSJruSMx3LyZmk5xSw/1g2+49ls3hb0WEB0cE+zj08CVGBJEQFkRAVSESgt1tNQ2NquenUqRPGBfb9nevqw506deKPP/4oxVTuYeLEidx///20adOGiIgInnnmGZc8TV4uU34WJG91HFJy7o3ZDHnp597ePwJiroTo07cGEFlH5UUuSnJGLiv2HGPlnuOs2nOMPalZRX7uYYErq4Zwdc1wWtcMp3lcJYJcdE+Fh4eF2DB/YsP8uaZOlHO9YRikZuazM/kku5OLlp6kjDznbfmuY0UeL8TPq2jpiXYsVw31w8PD9UqPxbhQu3BBGRkZhISEkJ6eTnBwcJGf5ebmsnfvXuLj4/H11a5vV6L39h/Y7ZB+4IxDSqf2yBzfyzkvVufh5SgtpwtMdAOIaejYEyNykZJP5rJqz/FTheYYe1KKlhmLBa6sEsLVNcO4umY4LeLDdNjlAjJyCxxlJznTWXx2Jmdy8ET2eccQ+XlZqRkZ4Cw+taMd5adGeABe5Www84U+v//O9QaTiMiF5Z2EpC1/HU5K2uT4Pv/kubcPjD6jxFzp2DMTXhs8zb2OhVQ8KSfzWLX32KlDTcfZlZxZ5OcWC9SvHEzrmuHOMhPipzJzsYJ9vWhavRJNq1cqsj63wMaelCznHp7dyZnsTD7J3tQscgpsbD6SweYjRffce3pYqBHuf+rQViC1Tx3eqhkZUCHGoZb/hCJSPHY7pO07e2/MiX3n3t7qDZF1/yoyMVdCVAPHwF6RYjiWmcfKPced42Z2nqPM1IsJdhxmqhVOy7gwQvxVZkqar5eV+lWCqV+l6N6OQpvdOYDZObYnxVF+svJt7E7JYndKFj9sLnoJlqqhfmeUnkDncqh/+fkfHpUbEVeQm3FGgTljb0xB1rm3D6pS9HBSdAMITwCrPlik+I5n5bNqzzHnYaYdSZlnbVOvcrDzMFOr+LBy9YHobjytHtSMDKRmZCA3nLHeMAyOpuc6D2s5D3OlZHI8K5/DaTkcTsvh5x0pRR4vItCbWqfG9DSsGkLvlue/2n1pU7kRqUjsNsc4mKS/7Y1JO8/FF60+EFXvr8NJ0Q0ce2MCwss2t7ikE1n5pw4zOfbObEs8+9Bm3Zggrj51mKlVfBiVAlRmyjuLxUKVUD+qhPrR4Yqie26PZ+WfKj0ni4zvOZKeS2pmPqmZx1m19ziNq6nciMiF7FsOf850lJnkrVBwnmt7BFf763DS6fExYbXAqv/MpWSkZeezau9xx3VmzlNm6kQH/bVnpmY4YSozLiUswJuW8WG0jC86n2BmXmGRs7eigsw9Q1J/9UTKs72/wCe3gb3wr3Wefo69MTFXFj1bya/SeR9GpDjSswuce2ZW7DnGtsSMs866qR0VSOtajj0zLePDiAjUaf/uKNDHk8axoTSODTU7CqByI1J+pe6CWX0cxSbherjqXohuCGHx4KFLr0vJS88pYPXevwYAbzl6dplJiArk6pphtK4ZQcv4MCJN/j90kXNRuREpj7KPw4yejqkLqrWAXp9oniQpcRm5Baw5fZhp7zE2Hzm7zNSKDHCOmbm6ZrjKjFQIKjci5U1hvmOPzfE9EFIdes9QsZELyi+0k55TQHpOPmnZBY5bTgFp2fmk55zn++x8MnILz3qsmhEBXH3qMNPV8WFEBeuil1LxqNwI4JjWokmTJkyaNAmAuLg4hgwZwpAhQ857H4vFwty5c7ntttsu67lL6nFcgmHAt4Nh/3LwDoJ7Zumqv24kt8BWpHyk5RSQnl1A2unS8vfvT22XlW8r9nPGRwQ4BwBfXTOcaJUZcQEqNy6ge/fuFBQUsGDBgrN+9ssvv9ChQwc2bNhAo0aNLvox16xZQ0BAQEnGZMyYMXz99desX7++yPqjR49SqZIGwwLwywTYMAMsVrhrGkTXNzuRXCLDMMjOt/21p8S518RRStKz/1pOyy44Y89KPrkFlzd5bbCvJ6H+3oT6exHi5+VY9vM65/eh/l6EB/jo1GxxSSo3LuCBBx6gR48eHDp0iGrVqhX52ccff0zz5s0vqdgAREaW3VVpY2Jiyuy5yrXNc2HJWMdy19cgobO5eeQsOfk2Vu09xqbD6Zw4VVLSz9ircvr7Alvxp+zzsOAsISH+XqfKiPepcnLG92csh/p5EeznhdUFJ0AUKQ6VGxdw8803ExkZybRp03juueec6zMzM/nyyy8ZPnw4d999N8uWLePEiRPUqlWLZ599lrvvvvu8j/n3w1I7d+7kgQceYPXq1dSsWZM333zzrPs888wzzJ07l0OHDhETE8O9997L888/j5eXF9OmTeOFF14AHIehwFG8+vfvf9ZhqY0bNzJ48GBWrFiBv78/PXr0YOLEiQQGBgLQv39/0tLSaNeuHRMmTCA/P5/evXszadIkvLwq6BV2D/0Ocx92LLd6BFo8aG4eAcBuN9hyNINlO1P4dWcqv+87Qb7t4vaueFktf9tz4n1GOfEi5My9KKd+FuLvRaC3p0vO0ixSllRu/olhnP+iaaXNy98x+co/8PT0pG/fvkybNo2RI0c6y8OXX36JzWajT58+fPnllzzzzDMEBwczb9487rvvPmrVqkXLli3/8fHtdjt33HEH0dHRrFq1ivT09HOOxQkKCmLatGlUqVKFjRs3MnDgQIKCgnj66afp1asXmzZtYsGCBSxatAiAkJCQsx4jKyuLLl260Lp1a9asWUNycjIPPvgggwYNYtq0ac7tfvrpJypXrsxPP/3Erl276NWrF02aNGHgwIH/+HrKnbQD8HlvKMyF2l2gy8tmJ3JrR9Jy+HVnKr/sSmX5rlSOZ+UX+XmVEF9a1QwnKsjn1N4Tbyr5ezmXTx/y8fOyOv9bFJGypXLzTwqyYVwVc5772SPgfXHjXu6//35ef/11fv75Zzp16gQ49oz06NGDGjVq8OSTTzq3ffzxx/nhhx/44osvLqrcLFq0iG3btvHDDz9QpYrjdzFu3DhuuummItududcoLi6OJ598kpkzZ/L000/j5+dHYGAgnp6eFzwMNWPGDHJzc5k+fbpzzM/kyZPp3r07r776KtHR0QBUqlSJyZMnY7VaqVu3Lt26dWPx4sUVr9zkZsCMXpCV4rgg351TdQ2bMpaVV8jKPcf4ZWcqv+xMYXdK0fm4AryttK4VTvvakbSrHUHNiACVFpFyTuXGRdStW5c2bdrw0Ucf0alTJ3bt2sUvv/zCiy++iM1mY9y4cXzxxRccPnyY/Px88vLy8Pf3v6jH3rp1K7Gxsc5iA9C6deuztps1axZvvfUWu3fvJjMzk8LCQoKDg8/a7p+eq3HjxkUGM7dt2xa73c727dud5aZBgwZYrX+VgMqVK7Nx48ZLei7T2Qph9gBI3gKB0Y4zo3yCzE7l8mx2g42H0/l1ZwrLdqbyx4ETRcbIeFigUbVQOtSOoF3tSK6qHoqX1cPExCJyqVRu/omXv2MPilnPfQkeeOABHn/8cd555x0+/vhjatWqRceOHXn11Vd58803mTRpEg0bNiQgIIAhQ4aQn5//zw96kVasWMG9997LCy+8QJcuXQgJCWHmzJlMmDChxJ7jTH8fW2OxWLDbL+9MkzL3wwjYtcgxncLdMyGk2j/fR4rl4PFsft3l2DOzfNcx0nMKivw8NsyP9rUjaZ8QQZtaEYT4V9CxWyICqNz8M4vlog8Nme2uu+5i8ODBzJgxg+nTp/PII49gsVhYvnw5t956K3369AEcY2h27NhB/foXd5pxvXr1OHjwIEePHqVy5coArFy5ssg2v/32GzVq1GDkyJHOdfv37y+yjbe3Nzbbha/HUa9ePaZNm0ZWVpZz783y5cvx8PCgTp06F5W3Qlj1Pqz+wLF8xwdQtam5eVzMydwCVux2HGr6dVcqe1OLHmoK8vGkTUI47WpH0qF2BDXCK8Z/4yJycVRuXEhgYCC9evVixIgRZGRk0L9/fwBq167N7Nmz+e2336hUqRITJ04kKSnpostN586dueKKK+jXrx+vv/46GRkZRUrM6ec4cOAAM2fOpEWLFsybN4+5c+cW2SYuLo69e/eyfv16qlWrRlBQED4+RS/lfu+99zJ69Gj69evHmDFjSElJ4fHHH+e+++5zHpKq8Hb8AAuGO5Y7vwD1bzE3jwsotNnZcCidX06d1fTHwTRs9r8ONVk9LFwVG0q72hG0rx1J42oheOpQk4jLUrlxMQ888ABTp06la9euzjEyzz33HHv27KFLly74+/vz0EMPcdttt5Genn5Rj+nh4cHcuXN54IEHaNmyJXFxcbz11lvceOONzm1uueUWhg4dyqBBg8jLy6Nbt26MGjWKMWPGOLfp0aMHc+bM4ZprriEtLc15KviZ/P39+eGHHxg8eDAtWrQociq4S0jcBLPvB8MOV/WBtoPNTlRh7T+WxbKdqfy6M4Xfdh/j5N+mEoiPCKBdQgTta0dwda1wgn11qEnEXVgM4+/TpLm2jIwMQkJCSE9PP2uwa25uLnv37iU+Ph5fX12C3JWUi/f2ZCJ8eB1kHIK49tBnDnjq6rAXKz27gN92pzoKza4UDh7PKfLzED8v2iacOqspIYLYsEsbsyYi5duFPr//TntuRMpCfjZ8frej2ITXdszyrWJzQQU2O38cSHOe1fTnoTTOONKEp4eFpjUqOc9qalg1RFfoFRFA5Uak9NntMPdfcGQd+FVynPLtp7m0/s4wDPakZjkuoLczhZV7jpOZV/RQU63IAMdZTbUjaFUznEAf/QkTkbPpL4NIaVvyImz9Bjy8oPcMCK9ldqJy40RWPst3p/LLDsdZTYfTih5qquTvRbtTp2i3qx1BlVA/k5KKSEWiciNSmv74FH79j2P5lrehRhtz85gsr9DGuv1pjrOadqWy8XA6Z47687Z60DyuEu1qR9ChdiT1KwdrniURuWQqN+fgZmOs3YIp7+neX+DbU2dDdXgKmpx/olJXZ7cbvPHjdj5evo+cgqLXOqoTHUT72o49M63iw/Hz1vQTInJ5VG7OcPqqt9nZ2fj5afe3K8nOdkx+Wmazhqfugll9wF4IDe6ATs+WzfOWQza7wci5G5m55iAAEYE+jjJz6lBTdLDOTBSRkqVycwar1UpoaCjJycmA45ormiCvYjMMg+zsbJKTkwkNDS0yH1WpyT4OM3pCbhpUawG3vQse7nnBuEKbnadm/8ncPw7jYYFX7mjEnc2q6VCTiJQqlZu/OT1j9emCI64hNDT0grORl5jCPMcem+N7IKS6YwCxl3vuBSyw2Rkycz3zNh7F6mFhUq8mdG9c5Z/vKCJymVRu/sZisVC5cmWioqIoKCj45ztIuefl5VU2e2wMA74dAvuXg3eQ45TvwKjSf95yKLfAxqAZ61i0NRkvq4XJ9zSlS4MyKJciIqjcnJfVai2bD0RxHb9MgA0zwGKFu6ZB9MXN3eVqcvJtPPTJ7/yyMxUfTw+m3NeMa+q4Z8kTEXOo3IiUhM1zYclYx3LX1yChs7l5TJKVV8gD/1vDyj3H8fOyMrVfc9okRJgdS0TcjMqNyOU69DvMfdix3OoRaPGguXlMkpFbQP+PVrPuQBqBPp5MG9CC5nFhZscSETekciNyOdIOwOe9oTAXaneBLi+bncgUadn59P1oNX8eSifY15PpD7SiSWyo2bFExE2p3IgUV24GzOgFWSkQ3RDunAoe7jdOKzUzjz7/XcW2xJOEBXjzyQMtaVAlxOxYIuLGVG5EisNWCLMHQPIWCIyBe2aCT5DZqcpcUkYu93y4kt0pWUQG+fDZg624Itr9fg8iUr6o3IgUxw8jYNci8PSDuz+HkGpmJypzh9NyuOfDlew/lk3lEF9mDLya+IgAs2OJiKjciFyyVe/D6g8cy3d8AFWbmpvHBPuPZXHPh6s4nJZDbJgfMx68mtgwf7NjiYgAKjcil2bHD7BguGO58wtQ/xZz85hgd0om93y4kqSMPOIjApgxsBWVQ9zzKswiUj6p3IhcrMRNMPt+MOxw1X3QdrDZicrctsQM+vx3FamZ+dSOCuSzB1sRpYkvRaScUbkRuRgnEx1nRuVnQlx76DYR3GxS1U2H0+kzdRVp2QXUrxzMJw+0JDzQx+xYIiJnUbkR+Sf52fD53ZBxCMJrQ69PwNPb7FRlat2BE/T7aDUncwtpHBvK9AEtCfH3MjuWiMg5qdyIXIjdDnP/BUfWgV8lx2SYfpXMTlWmVu05xv3T1pCVb6NFXCU+6t+CIF8VGxEpv1RuRC5kyYuw9Rvw8ILeMyC8ltmJytSvO1N5cPoacgvstKkVzn/7NcffW382RKR8018pkfP541P49T+O5VsnQ4025uYpY0u2JfHwp+vIL7TTqU4kU/o0w9fL/a7ALCIVj8qNyLnsXQbfnjobqsNT0Li3uXnK2IJNR3n88z8osBncUD+at++5Ch9PFRsRqRhUbkT+LnUXzLoP7IXQ4A7o9KzZicrU/60/zLAvNmCzG3RvXIWJdzXGy+phdiwRkYumciNypuzjMKMn5KZBtRZw27vg4T4f7F/8fpBnvvoTw4AeTavx2p2NsHq41ynvIlLxqdyInFaYB7P6wPE9EFLdMYDYy32uvPvJyv2M+noTAPe2qs7YW6/EQ8VGRCoglRsRAMOAb4fA/uXgEwz3fgGBUWanKjP//WUPL83bCsD9beMZdXM9LG52kUIRcR0qNyIAv0yADTPAYoWeH0NUPbMTlZnJS3byxo87AHi0Uy2e6lJHxUZEKjSVG5FNc2DJWMdy19cgobO5ecqIYRhMXLiDt5fsAmDY9Vfw+LUJKjYiUuGp3Ih7O/Q7fP2IY7nVI9DiQXPzlBHDMBg3fysf/rIXgBE31eVfHd3rAoUi4rpUbsR9pR2Az3tDYS7U7gJdXjY7UZmw2w3GfLuZ6Sv2A/DCLQ3o1ybO3FAiIiVI5UbcU26GY5bvrBSIbgh3TgUP179Inc1u8Oycjcz6/SAWC4y/vSG9W1Y3O5aISIlSuRH3YyuE2QMgeQsExsA9M8EnyOxUpa7QZuffX27g/9YfwcMCE+5qzO1XVTM7lohIiVO5EfezYDjsWgSefnD35xDi+h/w+YV2Bs/8g+83JeLpYeHN3lfRrVFls2OJiJQKlRtxL6vehzUfOpbv+ACqNjU3TxnILbDx2GfrWLwtGW+rB+/c25Tr60ebHUtEpNSo3Ij72PGDY68NQOcXoP4t5uYpAzn5Nh765Hd+2ZmKj6cHH/RtTscrIs2OJSJSqlRuxD0kboLZ94Nhh6vug7aDzU5U6jLzCnlg2hpW7T2Ov7eVqf1a0LpWuNmxRERKnekzAr7zzjvExcXh6+tLq1atWL169Xm3LSgo4MUXX6RWrVr4+vrSuHFjFixYUIZppUI6meg4Myo/E+LaQ7eJ4OIXqkvPKeC+qatYtfc4QT6efPJASxUbEXEbppabWbNmMWzYMEaPHs26deto3LgxXbp0ITk5+ZzbP/fcc7z//vu8/fbbbNmyhYcffpjbb7+dP/74o4yTS4WRn+24lk3GIQivDb0+AU9vs1OVqhNZ+dz735X8cSCNED8vPhvYimY1wsyOJSJSZiyGYRhmPXmrVq1o0aIFkydPBsButxMbG8vjjz/O8OHDz9q+SpUqjBw5kscee8y5rkePHvj5+fHpp59e1HNmZGQQEhJCeno6wcHBJfNCpHyy2+HLfrD1G/CrBA8uhnDXvgpvysk87pu6im2JJwkP8ObTB1tRr7L+nYtIxXcpn9+m7bnJz89n7dq1dO781zw+Hh4edO7cmRUrVpzzPnl5efj6+hZZ5+fnx6+//nre58nLyyMjI6PITdzEkrGOYuPhBb1nuHyxSUzPpfcHK9iWeJKoIB9m/etqFRsRcUumlZvU1FRsNhvR0UVPSY2OjiYxMfGc9+nSpQsTJ05k586d2O12Fi5cyJw5czh69Oh5n2f8+PGEhIQ4b7GxsSX6OqSc2jYffp3oWL51MtRoY26eUnboRDa9PljB7pQsqoT48sW/WpMQ5foXJhQRORfTBxRfijfffJPatWtTt25dvL29GTRoEAMGDMDD4/wvY8SIEaSnpztvBw8eLMPEYor0Q/B/jzqWr34UGvc2N08p25eaRa/3V7L/WDbVw/yZ9a/WxEUEmB1LRMQ0ppWbiIgIrFYrSUlJRdYnJSURExNzzvtERkby9ddfk5WVxf79+9m2bRuBgYHUrFnzvM/j4+NDcHBwkZu4MFshfPUg5JyAyk2g8xizE5WqXcmZ3PX+Cg6n5VAzMoAv/tWa2DB/s2OJiJjKtHLj7e1Ns2bNWLx4sXOd3W5n8eLFtG7d+oL39fX1pWrVqhQWFvLVV19x6623lnZcqSh+fhUOrADvIOj5MXj6mJ2o1GxLzKD3BytIPplHneggZj3UmpgQ33++o4iIizP1In7Dhg2jX79+NG/enJYtWzJp0iSysrIYMGAAAH379qVq1aqMHz8egFWrVnH48GGaNGnC4cOHGTNmDHa7naefftrMlyHlxZ6fYdnrjuXukyDs/Hv0KrqNh9K576NVpGUX0KBKMJ880IqwANc+xV1E5GKZWm569epFSkoKzz//PImJiTRp0oQFCxY4BxkfOHCgyHia3NxcnnvuOfbs2UNgYCBdu3blk08+ITQ01KRXIOVGZgrMGQgYjisQN7zT7ESlZu3+E/T/eDUncwtpEhvK/+5vSYifl9mxRETKDVOvc2MGXefGBdntMKOnY6bviDrw0FLwds1xJyv3HOP+aWvIzrfRMj6Mj/q3INBHs6iIiOu7lM9v/VWUim/F245i4+kLPae5bLFZtiOFhz75ndwCO+0SIviwb3P8vK1mxxIRKXdUbqRiO/Q7LH7RsXzjKxBd39w8pWTx1iQe+XQd+TY719aN4t17m+LrpWIjInIuKjdSceWkwewBYC+EBrdDs/5mJyoVCzYdZdCMPyi0G9zYIIa37r4Kb88KdYkqEZEypXIjFZNhwLdPQNoBCK0B3d90yZm+DxzLZsis9RTaDW5tUoUJPRvjaVWxERG5EJUbqZjWfgxb/g88POHOj8E3xOxEJc4wDJ6du5HcAjtX1wxj4l1NsHq4XoETESlp+l9AqXiSNsOCEY7l60ZDtWbm5iklc9Yd5tddqXh7ejD+jkYqNiIiF0nlRiqW/Cz4cgAU5kLC9dB6kNmJSsWxzDxemrcFgCGdaxOvuaJERC6ayo1ULN8/DanbITAGbp8CF5g0tSIb+90WTmQXUK9yMAPbu+6VlkVESoNrfjKIa/rzS/jjU8ACPT6EgAizE5WKpduT+Xr9ETws8ModDfHSAGIRkUuiv5pSMRzbDd8NcSx3fBriO5gap7Rk5RUycu4mAPq3iadxbKi5gUREKiCVGyn/CvMc17PJz4TqbaCD606UOnHhDg6n5VA11I9/33CF2XFERCoklRsp/xaNgaMbwC8MevwXrK55BYMNB9P4ePleAF66/UoCNGeUiEixqNxI+bb9e1j5rmP5tvcgpKq5eUpJgc3O8DkbsRtwa5MqXFMnyuxIIiIVlsqNlF/ph+DrRxzLVz8KdW40N08p+u8ve9l6NINQfy9G3eya82OJiJQVlRspn2yF8NVAyDkBlZtA5zFmJyo1+1KzmLRoBwDPdatPRKCPyYlERCo2lRspn35+FQ78Bt5BcOdH4OmaH/inp1jIK7TTLiGCHk1d87CbiEhZUrmR8mfvMlj2umO5+yQIr2VqnNL05dpD/Lb7GL5eHrx8+5VYXHDyTxGRsqZyI+VLZorjcBQGXHUfNLzT7ESlJuVkHi/P2wrA0M5XUCNcUyyIiJQElRspP+x2+PphyEyEiDpw06tmJypVL363hfScAhpUCeaBdvFmxxERcRkqN1J+rJgMuxaBpy/0/Bi8XXdPxpJtSXy74fQUC43w1BQLIiIlRn9RpXw49DssfsGxfON4iG5gbp5SlJlXyHOnplh4sH1NGlYLMTmRiIhrUbkR8+WkOaZXsBdC/dug2QCzE5WqN37YzpH0XGLD/BjaWVMsiIiUNJUbMZdhwLeDIe0AhFaHW94CFz5j6I8DJ/jfin0AjLu9IX7eVnMDiYi4IJUbMdfaj2HL1+DhCXdOA1/XPUSTX2hnxJyNGAbccVVV2teONDuSiIhLUrkR8yRthgUjHMvXjYZqzczNU8o+WLabbYknCQvw5jlNsSAiUmpUbsQc+Vnw5QAozIWE66H1ILMTlao9KZm8tWQXAM/fXJ+wAG+TE4mIuC6VGzHH989A6nYIjIHbp4CH6/5TtNsNRszZSH6hnQ5XRHJrkypmRxIRcWmu+4ki5dfG2fDHJ4AFenwIARFmJypVX/x+kFV7j+PnZeXl2zTFgohIaVO5kbJ1bDd8O8Sx3OEpiO9gapzSlpyRy7j5jikW/n3DFcSG+ZucSETE9ancSNkpzIPZ90P+SajeBjo+Y3aiUjfm281k5BbSsGoI/dvEmR1HRMQtqNxI2Vk0Bo6uB79K0OO/YPU0O1GpWrglifkbE7F6WHilR0NNsSAiUkb011bKxvbvYeW7juXb3oOQqubmKWUncwsY9bVjioWB7WvSoIrrXr9HRKS8UbmR0pd+GL5+xLF89aNQ5yZz85SB13/YTmJGLjXC/RnSubbZcURE3IrKjZQuWyF89SDknIDKjaHzGLMTlbq1+4/zycr9gGOKBV8vTbEgIlKWVG6kdC17DQ78Bt6BcOfH4OljdqJSlVdoY/hXjikW7mxWjbYJrn2au4hIeaRyI6Vn7zL4+TXH8s2TILyWqXHKwpSle9iZnElEoDcju9YzO46IiFtSuZHSkZUKXw0EDLiqDzTqaXaiUrcr+STv/HRqioXuDaikKRZEREyhciMlz26HuQ9DZiJE1IGbXjM7UalzTrFgs3NNnUi6N6psdiQREbelciMlb+U7sGshePpCz4/BO8DsRKXu8zUHWLPvBP7eVl66vaGmWBARMZHKjZSsQ2sdF+sDuHE8RDcwNU5ZSEzP5ZX52wB48oY6VA31MzmRiIh7U7mRkpObDrMHgL0Q6t8KzQaYnahMjP5mEyfzCmkcG0o/TbEgImI6lRspGYYB3zwBafshtDp0fwvc4NDMgk2J/LA5CU8PC6/2aIjVw/Vfs4hIeadyIyVj7TTY8jV4eDquZ+MXanKg0peRW8Dz/+eYYuFfHWtSNybY5EQiIgIqN1ISkrbAguGO5eueh2rNzc1TRl79fhvJJ/OIjwjg8Ws1xYKISHmhciOXJz/bMc6mMBcSOkPrx81OVCZW7z3OZ6sOAJpiQUSkvFG5kcvz/dOQsg0CY+C2KeDh+v+k8gptjJjzJwC9W8TSula4yYlERORMrv9JJKVn42z44xPAAnd8AIGRZicqE+/8tJvdKVlEBPow4iZNsSAiUt6o3EjxHNsN3w5xLHd4Cmp2NDVOWdmRdJL3ljqmWHjhlgaE+HuZnEhERP5O5UYuXWE+zL4f8k9C9TbQ8RmzE5UJu91g+Fd/UmAz6Fwviq4NY8yOJCIi56ByI5du0Rg4uh78KkGPD8HqaXaiMvHpqv2sO5BGoI8nY2+7UlMsiIiUUyo3cmm2L3DMHQVw67sQUs3cPGXkaHoOry3YDsDTN9ahcoimWBARKa9UbuTipR+Grx9xLLd6BOp2NTdPGTEMg1FfbyYzr5Cm1UPp06qG2ZFEROQCVG7k4tgKYc5AyDkOlRvD9S+YnajMfL8pkUVbk/CyWnilRyM8NMWCiEi5pnIjF2fZ67B/OXgHOqZX8PQxO1GZSM8uYPQ3mwF4pGMtrogOMjmRiIj8E5Ub+Wd7f4FlrzmWb54E4bVMjVOWxn+/lZSTedSKDOCxaxPMjiMiIhdB5UYuLCsVvnoQDDs06QONepqdqMys3HOMmWsOAvBKj0b4eGqKBRGRikDlRs7Pboe5D0NmIkTUga6vmZ2ozOQW2Hh2zkYA7mlVnRZxYSYnEhGRi6VyI+e38h3YtRCsPtDzY/AOMDtRmZm8ZBd7UrOICvJh+E11zY4jIiKXQOVGzu3wWsfF+gBuHA/RDUyNU5a2JWYw5efdALx4awOCfTXFgohIRaJyI2fLTYcvB4C9EOrfCs3vNztRmbHZDZ75aiOFdoMuDaK58crKZkcSEZFLVKxy89NPP5V0DikvDMMxIWbafgitDt3fAjeaZmD6in1sOJhGkI8nL956pdlxRESkGIpVbm688UZq1arFSy+9xMGDB0s6k5hp1yLYPAc8PB3Xs/ELNTtRmTmclsPrPzimWHjmprpEB/uanEhERIqjWOXm8OHDDBo0iNmzZ1OzZk26dOnCF198QX5+/iU/1jvvvENcXBy+vr60atWK1atXX3D7SZMmUadOHfz8/IiNjWXo0KHk5uYW52XI39kK4cdRjuVWD0O15ubmKUOOKRY2kZ1vo0VcJe5pWd3sSCIiUkzFKjcREREMHTqU9evXs2rVKq644goeffRRqlSpwhNPPMGGDRsu6nFmzZrFsGHDGD16NOvWraNx48Z06dKF5OTkc24/Y8YMhg8fzujRo9m6dStTp05l1qxZPPvss8V5GfJ36z+DlK3gGwodnjQ7TZn67s+jLNmWjLfVg/F3NNQUCyIiFdhlDyhu2rQpI0aMYNCgQWRmZvLRRx/RrFkz2rdvz+bNmy9434kTJzJw4EAGDBhA/fr1mTJlCv7+/nz00Ufn3P63336jbdu23HPPPcTFxXHDDTdw9913/+PeHrkIeZnw08uO5Y5Pg18lc/OUobTsfF741vFv9bFrEkiI0hQLIiIVWbHLTUFBAbNnz6Zr167UqFGDH374gcmTJ5OUlMSuXbuoUaMGPXue/2q2+fn5rF27ls6dO/8VxsODzp07s2LFinPep02bNqxdu9ZZZvbs2cP8+fPp2vX8s1Pn5eWRkZFR5CbnsGIyZCZBpTho8aDZacrUy/O2kpqZT+2oQB7p5D5TS4iIuCrP4tzp8ccf5/PPP8cwDO677z5ee+01rrzyrzNLAgICeOONN6hSpcp5HyM1NRWbzUZ0dHSR9dHR0Wzbtu2c97nnnntITU2lXbt2GIZBYWEhDz/88AUPS40fP54XXnCfGayL5WQiLH/TsXzdaLeZFBPgt12pfLn2EBYLvNKjId6eujqCiEhFV6y/5Fu2bOHtt9/myJEjTJo0qUixOS0iIqLETxlfunQp48aN491332XdunXMmTOHefPmMXbs2PPeZ8SIEaSnpztvOrvrHH4aBwXZULU5NLjd7DRlJrfAxoi5jikW+rSqQbMammJBRMQVFGvPzeLFi//5gT096dix43l/HhERgdVqJSkpqcj6pKQkYmJiznmfUaNGcd999/Hgg47DJg0bNiQrK4uHHnqIkSNH4uFxdlfz8fHBx8d99kRcsuSt8McnjuUuL7vVNW0mLdrJ/mPZxAT78vSNdcyOIyIiJaRYe27Gjx9/zkG/H330Ea+++upFPYa3tzfNmjUrUpTsdjuLFy+mdevW57xPdnb2WQXGanXM1GwYxsXGlzMtfN4x43e97lD9arPTlJnNR9L58Jc9AIy97UqCNMWCiIjLKFa5ef/996lb9+zJBBs0aMCUKVMu+nGGDRvGhx9+yP/+9z+2bt3KI488QlZWFgMGDACgb9++jBgxwrl99+7dee+995g5cyZ79+5l4cKFjBo1iu7duztLjlyCPUth54+OC/Z1dp9xSTa7wYg5G7HZDbo2jOH6+tH/fCcREakwinVYKjExkcqVz55zJzIykqNHj1704/Tq1YuUlBSef/55EhMTadKkCQsWLHAOMj5w4ECRPTXPPfccFouF5557jsOHDxMZGUn37t15+eWXi/My3Jvd/tcF+5o/AOHuc5bQx8v38uehdIJ8PRnT3X0mBBURcRcWoxjHc2rXrs3o0aPp06dPkfWffPIJo0ePZs+ePSUWsKRlZGQQEhJCeno6wcHBZscxz4aZMPdf4BMMT6yHgHCzE5WJg8ezueE/y8gpsDH+jobcrSsRi4hUCJfy+V2sPTcDBw5kyJAhFBQUcO211wKOQcZPP/00//73v4vzkFKWCnJg8akzzNoPc5tiYxgGI7/eRE6BjZbxYfRqHmt2JBERKQXFKjdPPfUUx44d49FHH3XOJ+Xr68szzzxTZIyMlFMr34OMQxBczTGHlJv4v/VHWLYjBW9PTbEgIuLKinVY6rTMzEy2bt2Kn58ftWvXrhCnXLv9YamsVHizCeSfhNvfh8a9zU5UJo5n5dN54s8cz8rnyRuuYNC1tc2OJCIil6DUD0udFhgYSIsWLS7nIaSs/fyqo9jENIKGd5mdpsy8NG8Lx7PyqRMdxEMd3GfwtIiIOyp2ufn999/54osvOHDggPPQ1Glz5sy57GBSClJ3we+nrk90w0twjoseuqJfdqYwZ91hTbEgIuImivVXfubMmbRp04atW7cyd+5cCgoK2Lx5M0uWLCEkJKSkM0pJWTQa7IVQuwvUPP/Vo11Jdn4hz56aYqFf6ziuqu4+s52LiLirYpWbcePG8Z///Idvv/0Wb29v3nzzTbZt28Zdd91F9eo6tbZc2v8bbPsOLB5w/Ytmpykzkxbt5ODxHKqE+PJkF02xICLiDopVbnbv3k23bt0AxzQKWVlZWCwWhg4dygcffFCiAaUEGAb8+JxjuWlfiDr76tKuaNPhdP57aoqFl26/kkCfyxpiJiIiFUSxyk2lSpU4efIkAFWrVmXTpk0ApKWlkZ2dXXLppGRsngOH14JXAHR61uw0ZcJmNxg+50/sBtzcqDLX1tUUCyIi7qJY/yvboUMHFi5cSMOGDenZsyeDBw9myZIlLFy4kOuuu66kM8rlKMyDRafmjWo7GILc40P+89UH2HQ4g2BfT0ZrigUREbdSrHIzefJkcnNzARg5ciReXl789ttv9OjRg+eee65EA8plWvNfSNsPgTHQZpDZacpEWnY+E37cDsC/b6hDZFD5v/6SiIiUnEsuN4WFhXz33Xd06dIFAA8PD4YPH17iwaQE5JyAn19zLF87ErwDzM1TRv6zcAcnsguoEx3Eva00wF1ExN1c8pgbT09PHn74YeeeGynHlr0BuWkQVR+a3Gt2mjKxLTGDT1buB2B09/p4WnVNGxERd1Osv/wtW7Zk/fr1JRxFStSJfbD61Jlr178IHlZT45QFwzAY881m7AZ0bRhDm4QIsyOJiIgJijXm5tFHH2XYsGEcPHiQZs2aERBQ9HBHo0aNSiScXIbFL4ItH2p2goTOZqcpE/M3JrJyz3F8PD14tms9s+OIiIhJilVuevd2TLb4xBNPONdZLBYMw8BisWCz2UomnRTPobWw6SvAAtePBYvrz36dk29j3PytADzcsRbVKvmbnEhERMxSrHKzd+/eks4hJeXMC/Y1vhsqu8detCk/7+ZwWg5VQ/14uKMmxhQRcWfFKjc1atQo6RxSUrbNgwO/gacvXOsep+UfPJ7NlJ93AzCyWz38vF1/fJGIiJxfscrN9OnTL/jzvn37FiuMXCZbgWNyTIDWj0FIVXPzlJFx87eSV2indc1wbroyxuw4IiJismKVm8GDBxf5vqCggOzsbLy9vfH391e5McvaaXBsF/hHQNshZqcpE7/tSuX7TYl4WGD0LfWxuMH4IhERubBinQp+4sSJIrfMzEy2b99Ou3bt+Pzzz0s6o1yM3AxY+opjudNw8A02N08ZKLTZGfPtZgDuu7oGdWNc/zWLiMg/K7ErnNWuXZtXXnnlrL06UkaWT4LsVAhPgGb9zU5TJj5duZ8dSZlU8vdi6PVXmB1HRETKiRK9fKunpydHjhwpyYeUi5F+CFa841i+/kWwepmbpwwcy8xj4sIdADzZpQ6h/t4mJxIRkfKiWGNuvvnmmyLfG4bB0aNHmTx5Mm3bti2RYHIJlrwMhblQvQ3U6Wp2mjIxYeEOMnILqV85mN4tNH+UiIj8pVjl5rbbbivyvcViITIykmuvvZYJEyaURC65WEf/hA2nxjnd8JJbXLBv0+F0Pl99AIAxtzTA6uH6r1lERC5escqN3W4v6RxSHM4L9hlwZQ+o1szsRKXu9PxRhgG3NK5Cy/gwsyOJiEg5oymTK7Jdi2Dvz2D1huueNztNmfhmwxF+338CPy8rI7rWNTuOiIiUQ8UqNz169ODVV189a/1rr71Gz549LzuUXARbIfw4yrHc8iGoFGdqnLKQlVfonD9q0LUJVA7xMzmRiIiUR8UqN8uWLaNr17MHrt50000sW7bsskPJRVj/GaRsBd9Q6PCk2WnKxLtLd5GUkUf1MH8eaBdvdhwRESmnilVuMjMz8fY++9RbLy8vMjIyLjuU/IP8LPhpnGO549PgV8ncPGVg/7EsPlzmmLD1uW718PXS/FEiInJuxSo3DRs2ZNasWWetnzlzJvXr17/sUPIPfpsMmYkQWgNaPGh2mjIx9rut5NvstK8dwfX1o82OIyIi5VixzpYaNWoUd9xxB7t37+baa68FYPHixXz++ed8+eWXJRpQ/uZkEix/07HceQx4+pgapyz8vCOFRVuT8PSwMLq75o8SEZELK1a56d69O19//TXjxo1j9uzZ+Pn50ahRIxYtWkTHjh1LOqOcaek4KMiCqs2hwe1mpyl1+YV2Xjg1f1S/NnEkRAWZnEhERMq7YpUbgG7dutGtW7eSzCL/JHkrrJvuWHaTC/ZNX7GPPSlZRAR6M7hzbbPjiIhIBVCsMTdr1qxh1apVZ61ftWoVv//++2WHkvNYOBoMO9S9GWq0NjtNqUs+mcukRTsBeLpLXYJ9XX/OLBERuXzFKjePPfYYBw8ePGv94cOHeeyxxy47lJzDnp9h5w/g4QmdXzA7TZl4fcF2MvMKaVQthDubVTM7joiIVBDFKjdbtmyhadOmZ62/6qqr2LJly2WHkr+x209NswA0vx8iEszNUwbWH0zjy7WHAMf8UR6aP0pERC5SscqNj48PSUlJZ60/evQonp7FHsYj57PxC0j8E3yCoeMzZqcpdXa7Y/4ogDuaVqVpdde/jo+IiJScYpWbG264gREjRpCenu5cl5aWxrPPPsv1119fYuEEKMiBxWMdy+2GQkCEuXnKwJw/DrP+YBoB3laG36j5o0RE5NIUazfLG2+8QYcOHahRowZXXXUVAOvXryc6OppPPvmkRAO6vZXvQcYhCK4GVz9idppSdzK3gFe+3wbAE9fVJirY1+REIiJS0RSr3FStWpU///yTzz77jA0bNuDn58eAAQO4++678fLSGS0lJisVfv2PY/m6UeDl+hNFvr1kF6mZedSMCGBAW80fJSIil67YA2QCAgJo164d1atXJz8/H4Dvv/8egFtuuaVk0rm7n1+DvAyIaQQN7zI7TanbnZLJx8sd80eNurk+3p7FOmoqIiJurljlZs+ePdx+++1s3LgRi8WCYRhFLolvs9lKLKDbSt0Fv091LN/wEni49ge9YRi8+O0WCmwG19aN4pq6UWZHEhGRCqpYn5iDBw8mPj6e5ORk/P392bRpEz///DPNmzdn6dKlJRzRTS0eA/ZCqH0D1HT9KS2WbEvm5x0peFktjLpZk6+KiEjxFWvPzYoVK1iyZAkRERF4eHhgtVpp164d48eP54knnuCPP/4o6ZzuZf8K2PotWDzg+hfNTlPq8gptvPid4/pID7SrSXxEgMmJRESkIivWnhubzUZQkGMCw4iICI4cOQJAjRo12L59e8mlc0eG8dcF+666D6LqmZunDHz06z72H8smKsiHQde6/gUKRUSkdBVrz82VV17Jhg0biI+Pp1WrVrz22mt4e3vzwQcfULNmzZLO6F42z4XDv4NXAFzzrNlpSl1SRi5vL3HMHzX8proE+ugikCIicnmK9Uny3HPPkZWVBcCLL77IzTffTPv27QkPD2fWrFklGtCtFObB4lPzRrV9AoJizM1TBl75fhvZ+TaaVg/ltiZVzY4jIiIuoFjlpkuXLs7lhIQEtm3bxvHjx6lUqVKRs6bkEq35L5zYB4HR0HqQ2WlK3e/7jjP3j8NYLJo/SkRESk6JHQMICwsrqYdyTzknHNe1AbhmJPgEmpunlNnsBmO+dcwfdVezWBpVCzU3kIiIuAzXvnhKRfLLBMhNg8h6cFUfs9OUui9/P8imwxkE+Xjy1I11zI4jIiIuROWmPDixD1a971i+YSx4WE2NU9rScwp47QfHWXVDrr+CiEAfkxOJiIgrUbkpDxaPBVs+xHeEhM5mpyl1kxbt4HhWPglRgfRtXcPsOCIi4mJUbsx2eC1smg1YHNMsuPiA7B1JJ5m+Yj8Ao7vXx8uqf4IiIlKy9MliJsOAH0c5lhv3hsqNzM1TygzD4IVvN2OzG9xQP5r2tSPNjiQiIi5I5cZM2+fD/uXg6QvXPmd2mlL3w+Yklu86hrenB8910/xRIiJSOlRuzGIrgIWjHctXPwoh1czNU8pyC2y8NM8xf9S/OtSkeri/yYlERMRVqdyYZe00OLYT/MOh3RCz05S6D5bt4dCJHCqH+PJIp1pmxxERERemcmOG3AxY+opjudMI8A0xN08pO5KWw7tLdwEwoms9/L01f5SIiJQelRszLJ8E2akQngDN+pudptSNm7+V3AI7LePC6N6ostlxRETExanclLX0w7DiHcdy5xfA6mVunlK2cs8xvvvzKB4WGH1Lfc09JiIipa5clJt33nmHuLg4fH19adWqFatXrz7vtp06dcJisZx169atWxkmvgw/vQyFuVC9NdStIJmLqdBmZ8w3jvmj7mlVnQZVXPvwm4iIlA+ml5tZs2YxbNgwRo8ezbp162jcuDFdunQhOTn5nNvPmTOHo0ePOm+bNm3CarXSs2fPMk5eDIkbYf0Mx7IbXLDv89UH2JZ4khA/L/59veaPEhGRsmF6uZk4cSIDBw5kwIAB1K9fnylTpuDv789HH310zu3DwsKIiYlx3hYuXIi/v3/5LzeGAT8+BxjQ4A6o1tzsRKXqRFY+ExbuAODfN1xBpQBvkxOJiIi7MLXc5Ofns3btWjp3/ms+JQ8PDzp37syKFSsu6jGmTp1K7969CQgIKK2YJWPXYtizFKze0Hm02WlK3cSFO0jLLqBuTBD3tKxudhwREXEjpp6Tm5qais1mIzo6usj66Ohotm3b9o/3X716NZs2bWLq1Knn3SYvL4+8vDzn9xkZGcUPXFx2Gyw8Nc1Cy4egUlzZZyhDW45k8Nmq0/NHNcBT80eJiEgZqtCfOlOnTqVhw4a0bNnyvNuMHz+ekJAQ5y02NrYME56y/jNI3gK+odD+32X//GXIMAzGfLsZuwHdGlWmda1wsyOJiIibMbXcREREYLVaSUpKKrI+KSmJmJiYC943KyuLmTNn8sADD1xwuxEjRpCenu68HTx48LJzX5L8LFjysmO5w1PgH1a2z1/G5m08yuq9x/H18uDZrvXMjiMiIm7I1HLj7e1Ns2bNWLx4sXOd3W5n8eLFtG7d+oL3/fLLL8nLy6NPnz4X3M7Hx4fg4OAitzL122TITITQGtByYNk+dxnLzi9k3LytADzSMYGqoX4mJxIREXdk+nXwhw0bRr9+/WjevDktW7Zk0qRJZGVlMWDAAAD69u1L1apVGT9+fJH7TZ06ldtuu43w8HJ82ONkEix/07HceTR4+pibp5RNWbqbI+m5VA31418da5odR0RE3JTp5aZXr16kpKTw/PPPk5iYSJMmTViwYIFzkPGBAwfw8Ci6g2n79u38+uuv/Pjjj2ZEvnhLx0FBFlRt5jj924UdPJ7NlGV7ABh1cz18vawmJxIREXdlMQzDMDtEWcrIyCAkJIT09PTSPUSVvA3eaw2GHQZ8DzXalN5zlQMPf7KWBZsTaVMrnM8ebKVpFkREpERdyud3hT5bqlxbNNpRbOre7PLF5tedqSzYnIjVw8Lo7g1UbERExFQqN6Vh7zLYsQA8PB2TY7qwApudF751zB9139U1qBMTZHIiERFxdyo3Jc1uPzXNAtBsAEQkmJunlH2yYj87kzMJC/BmaOcrzI4jIiKiclPiNn4JRzeAdxB0Gm52mlJ1LDOP/yxyzB/15A11CPH3MjmRiIiIyk3JKsiBJWMdy+2HQkCEuXlK2Rs/budkbiENqgTTq4UJV34WERE5B5WbkrRqCqQfhOCqcPWjZqcpVRsPpTNzjeNqzy/c0gCrhwYRi4hI+aByU1KyjsEvEx3L144CL9e9Oq9hGIz+ZhOGAbc1qULzONeeUkJERCoWlZuSsucnyM+EmIbQqJfZaUrV1+sPs+5AGv7eVobfpPmjRESkfDH9CsUuo+GdEN3AMe7Gw3U7Y2ZeIePnbwPgsWsSiAnxNTmRiIhIUSo3JSnK9fdivPPTLpJP5lEj3J8H2sWbHUdEROQsrruLQUrc3tQspv6yF4BR3epr/igRESmXVG7kor303RbybXY6XhHJdfWizI4jIiJyTio3clF+2p7M4m3JeHpYGHVzfc0fJSIi5ZbKjfyj/EI7Y7/dAsCAtnEkRAWanEhEROT8VG7kH037bS97UrOICPThietqmx1HRETkglRu5IKSM3J5c9FOAJ65sQ5Bvpo/SkREyjeVG7mgVxdsJyvfRuPYUHo0rWZ2HBERkX+kciPn9ceBE3y17hAAY7rXx0PzR4mISAWgciPnZLcbjPlmMwB3NqvGVdUrmZxIRETk4qjcyDnNXneIDYfSCfTx5Okb65gdR0RE5KKp3MhZMnILeG2BY/6oJ65LICpI80eJiEjFoXIjZ3l78U5SM/OpGRFA/zaaP0pERCoWlRspYndKJh8v3wfA893r4+2pfyIiIlKx6JNLihg/fxuFdoNr6kTSqY7mjxIRkYpH5UacftudyqKtSVg9LIzsVs/sOCIiIsWiciMA2OwGL323FYB7W1UnISrI5EQiIiLFo3IjAMxZd4gtRzMI8vVksOaPEhGRCkzlRsjOL+T1H7YD8Pi1CYQH+picSEREpPhUboT3f95D8sk8YsP86Ncmzuw4IiIil0Xlxs0lpufy/rLdAIy4qR4+nlaTE4mIiFwelRs398aP28ktsNO8RiVuujLG7DgiIiKXTeXGjW06nO6c9Xtkt3pYLJr1W0REKj6VGzdlGAYvzduCYcCtTapo1m8REXEZKjduauGWJFbuOY6PpwdP31jX7DgiIiIlRuXGDeUX2hn/vWPW7wfbx1M11M/kRCIiIiVH5cYNfbpyP3tTs4gI9OaRTglmxxERESlRKjduJi07nzcX7wRg2PV1CPTxNDmRiIhIyVK5cTNvL9lFek4BdaKDuKt5NbPjiIiIlDiVGzeyNzWL6Sv2AY5Tvz2tevtFRMT16NPNjbzy/VYKbAad6kTS4YpIs+OIiIiUCpUbN7FyzzF+2JyE1cPCyK71zI4jIiJSalRu3IDd7rhgH8DdLWOpHR1kciIREZHSo3LjBr5ef5hNhzMI9PFkSOcrzI4jIiJSqlRuXFxOvo3XFmwH4LFrEogI9DE5kYiISOlSuXFxH/6yh8SMXKqG+jGgbZzZcUREREqdyo0LS8rI5b2luwEYflNdfL2sJicSEREpfSo3LmzCj9vJKbBxVfVQbm5U2ew4IiIiZULlxkVtPpLOl2sPATDq5vpYLBaTE4mIiJQNlRsXZBgGL8/bimFA98ZVaFq9ktmRREREyozKjQtasi2Z33Yfw9vTg6e71DE7joiISJlSuXExBTY7L8/fCsD9beOJDfM3OZGIiEjZUrlxMTNWHWBPShbhAd48ek0ts+OIiIiUOZUbF5KeXcCkRTsAGHr9FQT7epmcSEREpOyp3LiQyT/t5ER2AbWjAundItbsOCIiIqZQuXER+49lMe23fQCM7FYPT6veWhERcU/6BHQRry7YRoHNoH3tCDrViTI7joiIiGlUblzAmn3Hmb8xEQ+LY6+NiIiIO1O5qeDsdoOXvtsCQK8W1akbE2xyIhEREXOp3FRw32w4woZD6QR4Wxl2/RVmxxERETGdyk0FlpNv49UF2wB49JoEIoN8TE4kIiJiPpWbCmzqr3s4mp5L1VA/HmgXb3YcERGRckHlpoJKPpnLe0t3A/D0jXXw9bKanEhERKR8ML3cvPPOO8TFxeHr60urVq1YvXr1BbdPS0vjscceo3Llyvj4+HDFFVcwf/78Mkpbfvxn4Q6y8m00jg3llsZVzI4jIiJSbnia+eSzZs1i2LBhTJkyhVatWjFp0iS6dOnC9u3biYo6+1ot+fn5XH/99URFRTF79myqVq3K/v37CQ0NLfvwJtp6NINZaw4CMKpbPSwWi8mJREREyg9Ty83EiRMZOHAgAwYMAGDKlCnMmzePjz76iOHDh5+1/UcffcTx48f57bff8PJyzJsUFxdXlpFNZxgGL8/bit2Abg0r0zwuzOxIIiIi5Ypph6Xy8/NZu3YtnTt3/iuMhwedO3dmxYoV57zPN998Q+vWrXnssceIjo7myiuvZNy4cdhstvM+T15eHhkZGUVuFdnS7Sn8uisVb6sHz9xY1+w4IiIi5Y5p5SY1NRWbzUZ0dHSR9dHR0SQmJp7zPnv27GH27NnYbDbmz5/PqFGjmDBhAi+99NJ5n2f8+PGEhIQ4b7GxFXdCyQKbnZfmOS7YN6BtHNXD/U1OJCIiUv6YPqD4UtjtdqKiovjggw9o1qwZvXr1YuTIkUyZMuW89xkxYgTp6enO28GDB8swccmaufoAu1OyCAvw5tFrEsyOIyIiUi6ZNuYmIiICq9VKUlJSkfVJSUnExMSc8z6VK1fGy8sLq/Wv057r1atHYmIi+fn5eHt7n3UfHx8ffHwq/sXtMnIL+M+inQAM6VybED8vkxOJiIiUT6btufH29qZZs2YsXrzYuc5ut7N48WJat259zvu0bduWXbt2Ybfbnet27NhB5cqVz1lsXMk7P+3ieFY+tSIDuLtldbPjiIiIlFumHpYaNmwYH374If/73//YunUrjzzyCFlZWc6zp/r27cuIESOc2z/yyCMcP36cwYMHs2PHDubNm8e4ceN47LHHzHoJZeLg8Ww+/nUf4Jj128taoY4mioiIlClTTwXv1asXKSkpPP/88yQmJtKkSRMWLFjgHGR84MABPDz++iCPjY3lhx9+YOjQoTRq1IiqVasyePBgnnnmGbNeQpl4ZcE28m122iVEcE2ds6//IyIiIn+xGIZhmB2iLGVkZBASEkJ6ejrBwcFmx/lHa/cfp8d7K7BYYP4T7alXufxnFhERKWmX8vmt4xvlmGEYjP1uKwC9mseq2IiIiFwElZty7Ns/j7L+YBr+3laG3XCF2XFEREQqBJWbciq3wMar328D4JGOtYgK8jU5kYiISMWgclNOfbR8L4fTcqgc4suD7WuaHUdERKTCULkph1JO5vHuT7sBePrGOvh5W//hHiIiInKayk059J9FO8jMK6RRtRBubVzV7DgiIiIVispNObM98SQzVx8A4Llu9fHwsJicSEREpGJRuSlnxs3fit2Am66MoWV8mNlxREREKhyVm3Jk6fZkft6RgpfVwvCb6podR0REpEJSuSknCm12xs13XLCvX+s4aoQHmJxIRESkYlK5KSdm/X6QHUmZhPp78fi1tc2OIyIiUmGp3JQDJ3MLmPjjDgCGXFebEH8vkxOJiIhUXCo35cC7S3dzLCufmhEB3Ht1DbPjiIiIVGgqNyY7eDybqb/uBeDZrvXwsuotERERuRz6JDXZ6z9sJ7/QTpta4VxXL8rsOCIiIhWeyo2J1h04wTcbjmCxwMhu9bBYdME+ERGRy6VyYxLDMHjpuy0A3Nm0Gg2qhJicSERExDWo3Jhk3sajrDuQhp+XlSe71DE7joiIiMtQuTFBboGNV77fBsDDHWsRHexrciIRERHXoXJjgmm/7ePQiRxign0Z2CHe7DgiIiIuReWmjB3LzOOdJbsAeKpLHfy9PU1OJCIi4lpUbsrYpEU7OZlXyJVVg7n9qqpmxxEREXE5KjdlaGfSSWasPgDAyK718fDQqd8iIiIlTeWmDI2bvxWb3eCG+tG0rhVudhwRERGXpHJTRpbtSOGn7Sl4elgY0bWe2XFERERclspNGbDZDcbN3wpA39ZxxEcEmJxIRETEdanclIEvfz/ItsSThPh58cR1CWbHERERcWkqN6UsM6+QN37cAcAT19Um1N/b5EQiIiKuTeWmlE1ZupvUzDziwv257+oaZscRERFxeSo3pehwWg4f/rIHgBFd6+HtqV+3iIhIadOnbSl6fcE28grttIoP44b60WbHERERcQsqN6Vk/cE0vl5/BIsFRt1cH4tFF+wTEREpCyo3pcAwDF76bgsAd1xVjSurhpicSERExH2o3JSCBZsS+X3/CXy9PHiqSx2z44iIiLgVlZsSlldoY/z32wB4qEMtYkJ8TU4kIiLiXlRuStj03/Zz4Hg2UUE+/KtDTbPjiIiIuB2VmxJ0PCuft5bsBODJLnUI8PE0OZGIiIj7UbkpQW8u2sHJ3ELqVw6mR9NqZscRERFxSyo3JWRXciafrjoAwHPd6mH10KnfIiIiZtBxkxKSlJFLRKA3DauG0iYhwuw4IiIibkvlpoS0TYjgpyc7kZlXaHYUERERt6ZyU4L8vT3x99avVERExEwacyMiIiIuReVGREREXIrKjYiIiLgUlRsRERFxKSo3IiIi4lJUbkRERMSlqNyIiIiIS1G5EREREZeiciMiIiIuReVGREREXIrKjYiIiLgUlRsRERFxKSo3IiIi4lLcbgprwzAAyMjIMDmJiIiIXKzTn9unP8cvxO3KzcmTJwGIjY01OYmIiIhcqpMnTxISEnLBbSzGxVQgF2K32zly5AhBQUFYLJYSfeyMjAxiY2M5ePAgwcHBJfrYcun0fpQvej/KF70f5Y/ekwszDIOTJ09SpUoVPDwuPKrG7fbceHh4UK1atVJ9juDgYP3DLEf0fpQvej/KF70f5Y/ek/P7pz02p2lAsYiIiLgUlRsRERFxKSo3JcjHx4fRo0fj4+NjdhRB70d5o/ejfNH7Uf7oPSk5bjegWERERFyb9tyIiIiIS1G5EREREZeiciMiIiIuReVGREREXIrKTQl55513iIuLw9fXl1atWrF69WqzI7mt8ePH06JFC4KCgoiKiuK2225j+/btZseSU1555RUsFgtDhgwxO4rbOnz4MH369CE8PBw/Pz8aNmzI77//bnYst2Sz2Rg1ahTx8fH4+flRq1Ytxo4de1HzJ8n5qdyUgFmzZjFs2DBGjx7NunXraNy4MV26dCE5OdnsaG7p559/5rHHHmPlypUsXLiQgoICbrjhBrKyssyO5vbWrFnD+++/T6NGjcyO4rZOnDhB27Zt8fLy4vvvv2fLli1MmDCBSpUqmR3NLb366qu89957TJ48ma1bt/Lqq6/y2muv8fbbb5sdrULTqeAloFWrVrRo0YLJkycDjvmrYmNjefzxxxk+fLjJ6SQlJYWoqCh+/vlnOnToYHYct5WZmUnTpk159913eemll2jSpAmTJk0yO5bbGT58OMuXL+eXX34xO4oAN998M9HR0UydOtW5rkePHvj5+fHpp5+amKxi056by5Sfn8/atWvp3Lmzc52HhwedO3dmxYoVJiaT09LT0wEICwszOYl7e+yxx+jWrVuR/1ak7H3zzTc0b96cnj17EhUVxVVXXcWHH35odiy31aZNGxYvXsyOHTsA2LBhA7/++is33XSTyckqNrebOLOkpaamYrPZiI6OLrI+Ojqabdu2mZRKTrPb7QwZMoS2bdty5ZVXmh3Hbc2cOZN169axZs0as6O4vT179vDee+8xbNgwnn32WdasWcMTTzyBt7c3/fr1Mzue2xk+fDgZGRnUrVsXq9WKzWbj5Zdf5t577zU7WoWmciMu7bHHHmPTpk38+uuvZkdxWwcPHmTw4MEsXLgQX19fs+O4PbvdTvPmzRk3bhwAV111FZs2bWLKlCkqNyb44osv+Oyzz5gxYwYNGjRg/fr1DBkyhCpVquj9uAwqN5cpIiICq9VKUlJSkfVJSUnExMSYlEoABg0axHfffceyZcuoVq2a2XHc1tq1a0lOTqZp06bOdTabjWXLljF58mTy8vKwWq0mJnQvlStXpn79+kXW1atXj6+++sqkRO7tqaeeYvjw4fTu3RuAhg0bsn//fsaPH69ycxk05uYyeXt706xZMxYvXuxcZ7fbWbx4Ma1btzYxmfsyDINBgwYxd+5clixZQnx8vNmR3Np1113Hxo0bWb9+vfPWvHlz7r33XtavX69iU8batm171qURduzYQY0aNUxK5N6ys7Px8Cj6UWy1WrHb7SYlcg3ac1MChg0bRr9+/WjevDktW7Zk0qRJZGVlMWDAALOjuaXHHnuMGTNm8H//938EBQWRmJgIQEhICH5+fiancz9BQUFnjXcKCAggPDxc46BMMHToUNq0acO4ceO46667WL16NR988AEffPCB2dHcUvfu3Xn55ZepXr06DRo04I8//mDixIncf//9Zker0HQqeAmZPHkyr7/+OomJiTRp0oS33nqLVq1amR3LLVkslnOu//jjj+nfv3/ZhpFz6tSpk04FN9F3333HiBEj2LlzJ/Hx8QwbNoyBAweaHcstnTx5klGjRjF37lySk5OpUqUKd999N88//zze3t5mx6uwVG5ERETEpWjMjYiIiLgUlRsRERFxKSo3IiIi4lJUbkRERMSlqNyIiIiIS1G5EREREZeiciMiIiIuReVGRNze0qVLsVgspKWlmR1FREqAyo2IiIi4FJUbERERcSkqNyJiOrvdzvjx44mPj8fPz4/GjRsze/Zs4K9DRvPmzaNRo0b4+vpy9dVXs2nTpiKP8dVXX9GgQQN8fHyIi4tjwoQJRX6el5fHM888Q2xsLD4+PiQkJDB16tQi26xdu5bmzZvj7+9PmzZtzpo9W0QqBpUbETHd+PHjmT59OlOmTGHz5s0MHTqUPn368PPPPzu3eeqpp5gwYQJr1qwhMjKS7t27U1BQADhKyV133UXv3r3ZuHEjY8aMYdSoUUybNs15/759+/L555/z1ltvsXXrVt5//30CAwOL5Bg5ciQTJkzg999/x9PTUzMzi1RQmjhTREyVl5dHWFgYixYtonXr1s71Dz74INnZ2Tz00ENcc801zJw5k169egFw/PhxqlWrxrRp07jrrru49957SUlJ4ccff3Te/+mnn2bevHls3ryZHTt2UKdOHRYuXEjnzp3PyrB06VKuueYaFi1axHXXXQfA/Pnz6datGzk5Ofj6+pbyb0FESpL23IiIqXbt2kV2djbXX389gYGBztv06dPZvXu3c7szi09YWBh16tRh69atAGzdupW2bdsWedy2bduyc+dObDYb69evx2q10rFjxwtmadSokXO5cuXKACQnJ1/2axSRsuVpdgARcW+ZmZkAzJs3j6pVqxb5mY+PT5GCU1x+fn4XtZ2Xl5dz2WKxAI7xQCJSsWjPjYiYqn79+vj4+HDgwAESEhKK3GJjY53brVy50rl84sQJduzYQb169QCoV68ey5cvL/K4y5cv54orrsBqtdKwYUPsdnuRMTwi4rq050ZETBUUFMSTTz7J0KFDsdvttGvXjvT0dJYvX05wcDA1atQA4MUXXyQ8PJzo6GhGjhxJREQEt912GwD//ve/adGiBWPHjqVXr16sWLGCyZMn8+677wIQFxdHv379uP/++3nrrbdo3Lgx+/fvJzk5mbvuususly4ipUTlRkRMN3bsWCIjIxk/fjx79uwhNDSUpk2b8uyzzzoPC73yyisMHjyYnTt30qRJE7799lu8vb0BaNq0KV988QXPP/88Y8eOpXLlyrz44ov079/f+Rzvvfcezz77LI8++ijHjh2jevXqPPvss2a8XBEpZTpbSkTKtdNnMp04cYLQ0FCz44hIBaAxNyIiIuJSVG5ERETEpeiwlIiIiLgU7bkRERERl6JyIyIiIi5F5UZERERcisqNiIiIuBSVGxEREXEpKjciIiLiUlRuRERExKWo3IiIiIhLUbkRERERl/L/NmhoFlcmRXUAAAAASUVORK5CYII=",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 568ms/step - loss: 0.4286 - accuracy: 0.8906\n",
            "22/22 [==============================] - 15s 572ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.96      0.79      0.87       423\n",
            "           1       0.74      0.94      0.83       270\n",
            "\n",
            "    accuracy                           0.85       693\n",
            "   macro avg       0.85      0.87      0.85       693\n",
            "weighted avg       0.87      0.85      0.85       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 94s 2s/step - loss: 0.1977 - accuracy: 0.9103 - val_loss: 0.0528 - val_accuracy: 0.9688\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0757 - accuracy: 0.9757 - val_loss: 0.0092 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0444 - accuracy: 0.9840 - val_loss: 0.0045 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0324 - accuracy: 0.9889 - val_loss: 0.0035 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0138 - accuracy: 0.9965 - val_loss: 8.9791e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0053 - accuracy: 0.9993 - val_loss: 5.2520e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 83s 2s/step - loss: 0.0124 - accuracy: 0.9944 - val_loss: 6.3500e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0091 - accuracy: 0.9951 - val_loss: 0.0018 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 83s 2s/step - loss: 0.0207 - accuracy: 0.9917 - val_loss: 4.1591e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0055 - accuracy: 0.9986 - val_loss: 3.0117e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 561ms/step - loss: 0.0079 - accuracy: 0.9980\n",
            "22/22 [==============================] - 15s 562ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.98      0.95      0.96       423\n",
            "           1       0.92      0.96      0.94       270\n",
            "\n",
            "    accuracy                           0.95       693\n",
            "   macro avg       0.95      0.95      0.95       693\n",
            "weighted avg       0.95      0.95      0.95       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 93s 2s/step - loss: 0.1204 - accuracy: 0.9585 - val_loss: 5.6849e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0206 - accuracy: 0.9931 - val_loss: 0.0067 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0066 - accuracy: 0.9965 - val_loss: 4.3270e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0054 - accuracy: 0.9979 - val_loss: 3.9657e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0018 - accuracy: 1.0000 - val_loss: 2.3829e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0013 - accuracy: 1.0000 - val_loss: 1.9755e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0179 - accuracy: 0.9931 - val_loss: 2.3292e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0293 - accuracy: 0.9910 - val_loss: 8.1242e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0092 - accuracy: 0.9965 - val_loss: 2.4346e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0054 - accuracy: 0.9986 - val_loss: 3.0473e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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/hxkTRgIAJN4d8c+P5yM+4QgO/JwIbw9XLF8Yi78937c5b7dxqgWgIAf4YThQnCZ2NSZJBsBb7CKIqPm8dxewtBblrQ1qEHRmZibc3d21jrm7u6OwsBBlZWXIzc2FUqms85w/toD8WVxcHOzt7TUPX1/fBtUlCAJKK6vr96hS6eyh68a72Us/w4fvvYWkn3chLKQ1ikvK0P+ZnkjYvg5nD2zDC/16YODYGUhNz3jsdf6+4gsMG/gcLhz6Fv2f7YWRU+fifl6BTmslIiJ6EgbVAtRU5syZg9jYWM3XhYWFDQpBZVVKtF1w4K9P1LHLiyIb18RufxaQSAGPsJqvne4DABZ/sAzPDfqb5jSnECD82Vc0Xy/pMQB7DiXi+9+uY+qUqJqDUkvAzuvhtQCMGfc6Xn1zFgBgadjT+OzLbTiRUoIXQno3vNbmVF4OFMuAib8A7ALTucpqFRJv3cOBS5k4lJSFovJqzXPutnJEtfPAC+09EO5jDzMzw16SoLxKiQlfncap1Ptwt5Vj28Ru8LRXiF0Wkf6xEG9NPYMKQB4eHsjKytI6lpWVBTs7OygUCkilUkil0jrP8fDwwKPIZDLIZAb4gWcmrXk0+HVmD1//h/927tpV63rFxcVYtGgR4uPjkZGRgerqapSVlSE17Y72+0rMtL4OC4/QfG1tawc7Oztk595rXK3NyUxacy+WVoBlA8d3UZ2qlCok3riHfRfu4sDvWSgoUy8yaQ5XW2tEh3oiOswTnVo4Gnzo+SO5JbB6TC+8su4YrmUXI+br3/HdGz1gb2UhdmlE9IBBBaDu3bvjhx9+0Dp28OBBdO/eHQBgaWmJTp06ISEhQTOYWqVSISEhAVOnTm2yuhQWUlxeHNVk13/c++qStbV2P+zbb7+NgwcP4pNPPkGrVq2gUCjwyiuvoLLy8YNULSy0f8lLJBKoVOIM/qbmV61U4beb9xF/8S72X8pEXunDlbVdbGToH+qB6FBPdPZ3gtSIQs+f2VtZYNO4rnj586O4mlWMCVtOYfO4rpDr+P9bImocUQNQcXExrl+/rvn61q1bOHfuHJycnNCiRQvMmTMH6enp2Lx5MwDgzTffxOrVqzFr1iyMGzcOP/74I3bs2IH4+HjNNWJjYxETE4POnTuja9euWLlyJUpKSjB27Ngmuw+JRGKUsz2OHj2KMWPG4KWXXgJQ8/O6ffu2uEWRXlKqBBy/dQ/7LmRg/6VM3C95GJKdrS3xQnsPRId5oluAs1GHnj/zdlBg09iuGLYuESdu3UfsjnNY9WpHk/oeEOkrUT+1T506haefflrztXocTkxMDDZt2oSMjAykpqZqng8ICEB8fDxmzpyJTz/9FD4+PvjXv/6FqKiHrS/Dhw9HTk4OFixYgMzMTERERGD//v21BkbTX2vdujV2796NgQMHQiKRYP78+WzJIQ2lSsDJ2/cRfyED/72UidzihzMpHa0s8EJ7DwwI80K3ACeYSw1qvoVOhXjaYf3oTojZcAI/XMyEm+1lLBzYlluvEIlM1ADUr1+/x85kqmuV5379+uHs2bOPve7UqVObtMvLVKxYsQLjxo1Djx494OLignfffbfplgggg6BSCTidmof4Cxn44WIGsosehh57hQVeaFfT0tM90BkWJhx6/qxHoAuWD4vAW9vOYtOx2/C0l+ONvoFil0Vk0vRmIUR90mQLIZJe48+2biqVgLNpedj3IPRkFT4MPbZyc0S188CAME/0bOXC0PMX/vXrTbwfnwQAWDk8AoM7cNUjIl0y2oUQiah5CIKAc2n5mpaeuwXlmudsZeZ4rp07BoR5olcrV1iaM/TU1/jeLZFRUI4vj9zCOzvPw8VGhl6tXcQui8gkMQAREYCa0HMxvQDxFzKw70IG0vPLNM9ZW0rxXFt3DAjzQu82LpCZcyZTY83tH4KswnLsu5CBN78+je1vPIV2XvZil0XUrFQqAZVKlaizIhmAiEyYIAj4/W4h9l3IQPzFu0i7/zD0WFlKERnijugwT/Rt48rp2zpiZibB8mHhyC2uwG8372PMxpPYPakHfJ3EWxCOqDn8uTv9taf8MPWZ1qLVwwBEZGIEQUBSRhHiL95F/IUM3L5XqnlOYSHFMyFuGBjmiX5Bbgw9TURmLsX61zpj+PpEJGcWIWbjCex6swccrS3FLo1Ipx7Xnf7zlRwGICJqWoIg4EpWEeIvZCD+QgZu5pZonpNbmOGZYDdEh3rh6WBXo1zTSh/ZKyywaWzNQok3c0owfvMpbB3fjaGTDJ66O33fg983j+tOFxN/0xEZsWtZRQ+6tzJwPbtYc9zS3AxPB7kiOswLzwa7wVrGXwVi8LCXY9O4rnhl7TGcTsnDW9vOYu2oTlwokQyOIXan87cekZG5nl1c09Jz8S6uZv0h9EjN0DfIFQPCPPFsiDtsGHr0Qht3W/wrpgtGfXkc/7uchYXfX8KSQe25UCLpPUPvTudvQCIDp1IJuJZdjIOXM7HvQgaSM4s0z1lIJejT2hXRYZ6IbOsOOzk349RHXQOcsHJ4BKZ8cwZf/5YKT3sFpjzdSuyyiGoxpu50/a6OiGopKq/CubR8nE7Jw5nUfJxNzUNRebXmeXMzCXq1dsGAMC8819Yd9gqGHkPQP9QTCwe0xaL/XMbHB67AzVaGoZ19xS6LCIBxdqcbTqUkun79+iEiIgIrV64EAPj7+2PGjBmYMWPGI18jkUiwZ88eDB48+IneW1fXMTSCIOBWbolW2LmSVYQ/r9+usJCiS4ATBoR64vl27nCw4mwiQzSmZwAyCsux/vBNzN59Ea62MvQLchO7LDJRN3KKse+88XanG2bV1GADBw5EVVUV9u/fX+u5X3/9FX369MH58+cRFhZW72uePHkS1tbWuiwTixYtwt69e3Hu3Dmt4xkZGXB0dNTpe+mj0spqnE8rwJnUPJxJycOZ1DzklVbVOs/XSYGOLRzRyc8RHVs4ItjD1qQ3HDUm70YFI7uwAnvOpmPy1jPYPrE7Qn24UCI1j1u5JYi/cNckutMZgEzE66+/jiFDhuDOnTvw8fHRem7jxo3o3Llzg8IPALi6uuqyxMfy8PBotvdqLoIg4E5eGc6k5j1o4clDUkYRlCrt5h1LczOEeduj44Ow09HPAW623KvMWJmZSbBsSBhyiipw5Houxm46gd2TeqKFMxdKpKaRcq8E8RdrxvT8fvfhhtfG3p3OfzKaiAEDBsDV1RWbNm3SOl5cXIzvvvsOgwcPxquvvgpvb29YWVkhNDQU27Zte+w1/f39Nd1hAHDt2jX06dMHcrkcbdu2xcGDB2u95t1330WbNm1gZWWFli1bYv78+aiqqmnh2LRpE/7+97/j/PnzkEgkkEgkmnolEgn27t2ruc7FixfxzDPPQKFQwNnZGRMnTkRx8cMm2jFjxmDw4MH45JNP4OnpCWdnZ0yZMkXzXmIor1Li1O37WH/4Bt7Ycgpdlyag90c/Yfq357A5MQWX0guhVAnwsJMjOtQT86JDsGdyD1xc9Dx2TuqB9/qH4IX2Hgw/JsDS3AxrR3VEW0875BZXImbjCdwrrvjrFxLVU9r9Uqw7fAMDVx1B349/xkf7r+D3u4WQmknQp40rPhoShlPzIrFpbFe80snH6MIPwBYg3RAEoKr0r8/TNQsroJ5TZc3NzTF69Ghs2rQJc+fO1Uyx/e6776BUKjFq1Ch89913ePfdd2FnZ4f4+Hi89tprCAwMRNeuXf/y+iqVCi+//DLc3d1x/PhxFBQU1Dk2yNbWFps2bYKXlxcuXryICRMmwNbWFrNmzcLw4cNx6dIl7N+/H4cOHQIA2NvXbvovKSlBVFQUunfvjpMnTyI7Oxvjx4/H1KlTtQLeTz/9BE9PT/z000+4fv06hg8fjoiICEyYMKFe37MnlVFQhjMp+ZrWnd/vFqBKqd26Y24mQTtve3Rs4aDpzvJyUDRLfaTfbOUW2DS2C176/Bhu5ZZg3FensG1CN72fWUP6Kz2/DD9cyMC+ixk4n5avOW4mAXoEuiA6zBNR7TzgZCIrkvP/JF2oKgWWejX/+753F7Cs/xiccePG4eOPP8bhw4fRr18/ADXdX0OGDIGfnx/efvttzbnTpk3DgQMHsGPHjnoFoEOHDiE5ORkHDhyAl1fN92Lp0qV48cUXtc6bN2+e5s/+/v54++238e2332LWrFlQKBSwsbGBubn5Y7u8vvnmG5SXl2Pz5s2aMUirV6/GwIEDsWzZMri7uwMAHB0dsXr1akilUgQHByM6OhoJCQlNEoAqq1W4nFGIMyl5OJ2ah7MpeVpLvqu52Fg+6MaqGb8T6m2vl+tjkH5ws5Pjq3Fd8cq6Yziflo9p35zF+tc6cbwX1VtGQRl+uJiJfRfu4mxqvua4mQToFuCMAeE1ocfFRiZekSJhADIhwcHB6NGjBzZs2IB+/frh+vXr+PXXX7F48WIolUosXboUO3bsQHp6OiorK1FRUQErq/qNO0hKSoKvr68m/ABA9+7da523fft2fPbZZ7hx4waKi4tRXV0NOzu7Bt1HUlISwsPDtQZg9+zZEyqVCleuXNEEoHbt2kEqfRguPD09cfHixQa916PkFFVoDVS+cKcAFdUqrXPMJECIp51m3E6nFk7wdVJwgTtqkFZuNvgypjP+3z+PIyE5G/P/fQlLXwrl3yN6pKzCcvzwYEzPqZQ8zXGJBOjq74QBYZ6IYnc6A5BOWFjVtMaI8b4N9Prrr2PatGlYs2YNNm7ciMDAQPTt2xfLli3Dp59+ipUrVyI0NBTW1taYMWMGKisrdVZuYmIiRo4cib///e+IioqCvb09vv32Wyxfvlxn7/FHFhbafdYSiQQqleoRZz9atVKF5MwinNUMVs5H6v3aXZ4OVhY1YaeFAzr6OSLcx8Gg1sQg/dXJzwmfvdoBk74+jW0n0uBuJ8eMyDZil0V6JLuoHPsv1SyGevL2fa2lMrr4O2JAmBdebO8BNzvTDj1/xN/OuiCRNKgrSkzDhg3D9OnT8c0332Dz5s2YNGkSJBIJjh49ikGDBmHUqFEAasb0XL16FW3btq3XdUNCQpCWloaMjAx4enoCAH777Tetc44dOwY/Pz/MnTtXcywlJUXrHEtLSyiVyr98r02bNqGkpETTCnT06FGYmZkhKCioXvU+TkFpJY7dLtCM3zl/Jx+lldo1SSRAazcbdPJzRIcH09FbuljzX+XUZKLaeWDxoPaYt/cSVh66Bg87OUZ0bSF2WSSi3OIK/PdSJuIv3MXxW9qhp5OfI6JDPdE/1BMe9gw9dWEAMjE2NjYYPnw45syZg8LCQowZMwYA0Lp1a+zcuRPHjh2Do6MjVqxYgaysrHoHoMjISLRp0wYxMTH4+OOPUVhYqBV01O+RmpqKb7/9Fl26dEF8fDz27NmjdY6/vz9u3bqFc+fOwcfHB7a2tpDJtPumR44ciYULFyImJgaLFi1CTk4Opk2bhtdee03T/VVfgiCgolqFkspqFBaVIauwHON3H0N6kXbgsZWZI6KFg2btnYgWDkaxDgYZllFP+SGzoByrf7qOuXsvwdVWhmdDGvZ3ngzb/ZJK7L+UifiLd5F44x7+uGpGhK8DBoTVhB5OpvhrDEAm6PXXX8eXX36J/v37a8bszJs3Dzdv3kRUVBSsrKwwceJEDB48GAUFBfW6ppmZGfbs2YPXX38dXbt2hb+/Pz777DO88MILmnP+9re/YebMmZg6dSoqKioQHR2N+fPnY9GiRZpzhgwZgt27d+Ppp59Gfn4+Nm7cqAlpalZWVjhw4ACmT5+OLl26wMrKCkOGDMGKFSvq/T0QBAF5pVXIKixHlbKmW0yortLM0mrpYq1Zd6eTnyNaudlwh27SC//3fBtkFpZj5+k7mPLNGWyb8BQ6tDD+RUJNnSAI+OKXm/j4wBVU/yH1hPvYIzrMEy+294SvE9eKagiJIPx5UX0qLCyEvb09CgoKag3QLS8vx61btxAQEAC5nM2Khqi4vAoZBeUoq6pp5TGTSGBlKYUFqpGbcQdePi3g7tSwgdlEzalKqcL4r07h8NUcOFlbYtekHghwMYxueGo4lUrA4n2XsenYbQBAOy87DAjzQnSoJxfI/JPHfX7/GVuAyGSUVymRWVCOwvKaxRClZhK42crgbC2DmZkE5eXlKM6Vwp77aJGes5Ca4fORHTHii99wMb0AMRtOYNekHnC1Nb2pzMauolqJ2B3nEX8hAwAwLzoE43u3FLkq48DFJMjoVStVuJtfhmtZxSgsr4IEEjjbyBDkbgtXWznM2LVFBshaZo4NY7qghZMVUu+XYtymkyipqBa7LNKhwvIqxGw4gfgLGbCQSvDpiAiGHx1iACKjpRIE5BRV4EpWEXKLKyBAgJ3cAq3dbeDtoOBicmTwXG1l+GpcVzhZW+JiegEmbz2jGdNGhi2rsBzD1iXit5v3YW0pxcYxXTEowlvssowKPwHI6AiCgILSSlzNKkJGQRmUKgFyCylauljD38WaKy+TUQlwscaGMV2gsJDi8NUczNl9ERzaadiuZxfj5c+PITmzCC42Mmx/ozt6tXYRuyyjwwDUSPwFo59KK6txM6cEKfdLUVmtgrnUDD6OVmjtZgObv5i2zp8pGaoIXwesGdkBUjMJdp6+gxUHr4pdEjXS6ZQ8vLLuGNLzyxDgYo3dk3qgvXftPRHpyTEANZB6deHSUhE2P6VHqqxWIfV+Ka5nF6OkshpmEgnc7OQIcreFk7VlvRYoVP9M/7yCNJEheCbYHR8Mbg8AWPXjdXz9W8pfvIL0TUJSFkb+6zfkl1Yh3MceO9/szlleTYizwBpIKpXCwcEB2dnZAGrWpOHqv+JRqgTcL6lAXmmVpgXHTm4BZxtLWJoDVZUVqPqLawiCgNLSUmRnZ8PBwUFr/zAiQzKiawtkFVbgH4euYsG/axZKjGr36I2FSX9sP5mK9/ZcglIloF+QKz4f2RFWlvyIbkr87jaCeqdydQii5icIAkorlSgsr4J6zKfM3Az2CguUl5khPe/xr6+Lg4PDY3ehJzIEbz3bCpmFZdh2Ig1vbTuLbyZ0Qyc/J7HLokcQBAGrf7yO5Q+6LV/p5IO4l0NhwUkaTY4LIdahvgspKZVKVFX9VfsC6drJW/ex/vAN3LpXAgDwdrTCxN4B6NnKpdGtcRYWFmz5IaNRrVThjS2nkZCcDQcrC+x8swdaudmIXRb9iVIlYMG/L2Hr8VQAwJSnA/H280HsVXgCDVkIkQGoDg35BlLzuZpVhA/ik3D4ag4AwF5hgenPtsaop/xgac5/LRH9UWllNf7fP4/jXFo+vB0U2DO5B3cC1yPlVUpM//YsDvyeBYkEWDSwHWJ6+ItdlsFjAHpCDED6Jbe4Av84eBXbTqRCJQAWUglGd/fHtGdawYGrNhM90r3iCryyLhG3ckvQ1tMO2994CrbcxFd0BaVVGL/5JE7ezoOl1AwrR0Sgf6in2GUZBQagJ8QApB/Kq5TYcPQWPv/pBoofrHD7QjsPzH4xGP7c94ioXlLvleLltUeRW1yJXq1csGFMF7aYiuhufhnGbDyBq1nFsJWZ44vRndE90FnssowGA9ATYgASlyAI+P78XXy0/wrS88sAAKHe9pgXHYJuLfmLgqihLt4pwPAvElFaqcTgCC+sGBbBLWBEcDWrCKO/PIHMwnK428mwaWxXhHjyM0aXuBkqGazTKfexZF8SzqXlAwA87eWY9UIQBoV78xc2USOF+tjj85EdMf6rU9h77i487BWY/WKw2GWZlBO37mP8VydRWF6NQFdrfDWuK3wcucaPmBiASC+k3ivFsv3JiL9Ys+OxlaUUk/oGYnzvllBYcnYW0ZPqF+SGD4eE4e3vzmPd4RvwsJNhTM8AscsyCfsvZeKtb8+islqFji0c8GVMFzhac/yi2BiASFQFZVVY89N1bDp6G5VKFSQSYHhnX8Q+14YzVoh07JVOPsgqLMfHB67g7/suw81OzsG3Tezr31Kw4N+XoBKAyBB3rHq1A/9RpycYgEgUVUoVtp1IxT8OXkVeac1aSr1auWBudAj7xIma0OR+gcgsKMeW31IwY/s5OFtbcmxdExAEAf84eBWf/XgdAPBqV18sGdQe5lzgUG8wAFGzEgQBPyZn44MfknAzp2Yhw1ZuNpjbPwT9gly5ABhRE5NIJFj0t3bIKizH/y5nYcLmU9g5qQfauNuKXZrRqFaqMHfPJWw/lQYAmP5sa8yIbM3fb3qGs8DqwFlgTePy3UJ88MNlHL1+DwDgZG2Jmc+1watdfPmvIqJmVl6lxMh/HcfplDx42suxe3IPeNorxC7L4JVVKjH1mzNISM6GmQRYMrg9RnbzE7ssk8Fp8E+IAUi3sgrLsfx/V/Dd6TsQBMBSaoaxvfwx5elWsOOibESiySupxCvrjuFGTgmC3G2x483usFfw/8nGyiupxLivTuJsaj5k5mb47NUO3Iy2mTEAPSEGIN0orazGP3+5hXWHb6CsSgkAGBDmiXdfCIavE6d/EumDO3mlePnzY8guqsBTLZ3w1biukJlzkG5Dpd0vRczGE7iZUwI7uTm+HNMFXfy5CW1zYwB6QgxAT0alErDnbDo+PnAFmYXlAIAOLRwwL7otOvk5ilwdEf3Z73cLMHz9byiuqMaAME98NqID191qgMt3CzFm4wlkF1XAy16Or8Z1RWuOqRIFF0Ik0STeuIcPfriMS+mFAABvh5oF1waEeXIAIJGeaudlj/WvdcKYjSew70IGPOzkmDegrdhlGYRjN3LxxubTKKqoRpC7LTaN68KxVAaCAYh04mZOMeL+m4yDl7MAALYyc0x5phXG9PCH3ILN6UT6rmcrF3wyNBzTvz2Hfx25BQ97Ocb3bil2WXpt34W7iN1+HpVKFbr6O+GfozvD3opjqAwFAxA9kfzSSnyacA1bElNQrRIgNZPg1a6+mBHZBi42MrHLI6IGGBThjazCciz9IRnvxyfBzU6Ov4V7iV2WXtp09Bb+vu8yBKFmk+aVIyL4jz0DwwBEjVJZrcLmxNv4LOEaCstrdmp/OsgV7/UPYd83kQGb0LslMgrKsfHobby94zxcbCzRI9BF7LL0hiAI+OjAFaz9+QYA4LWn/LDob+0g5Zgpg8MARA1WUlGNIWuPITmzCAAQ7GGLudEh6N3aVeTKiOhJSSQSzI9ui+zCCsRfzMDEzafxaldfRId5IdzH3qTH8lUpVXh31wXsPpMOAHj7+TaY8nQrk/6eGDIGIGqwX67mIDmzCHZyc7zXPwRDO/vyXz9ERsTMTILlw8Jxr6QCv928j3/+egv//PUWfBwViA7zxIBQL7T3tjOpD/6SimpM3noGh6/mQGomQdxLoRjWxVfssugJMABRgyU9aPl5ob0HRnRtIXI1RNQU5BZSbHm9GxKSshF/MQMJSVm4k1eG9YdvYv3hm/BztkJ0qCeiwzzR1tO4w1BucQXGbTqJC3cKILcww+cjO+KZYHexy6InxABEDZacUTPFPciDayQRGTMLqRleaO+BF9p7oKxSiZ+uZCP+QgYSkrOQcq8Un/98A5//fAMBLtaaMBTsYWtUYSj1XilGbziO2/dK4WhlgS/HdEHHFlzPzBgwAFGDXcmqaQEK8eBgZyJTobCUon+oJ/qHeqK0sho/JteEoR+Ts3ErtwSrf7qO1T9dR6CrNaLDvDAgzNPgN1i9lF6AMRtPILe4Ej6OCnw1risCXW3ELot0hCtB14ErQT9aSUU12i08AAA4PS8SzpzqTmTSiiuqkZCUhfgLGfj5ag4qq1Wa51q72dSMGQrzRCs3wwpDv17LwZtbTqOkUokQTzt8NbYL3OzkYpdFf4ErQVOTUbf+uNnKGH6ICDYycwyK8MagCG8UlVchISkb+y7cxS9Xc3EtuxgrD13DykPXEOxhq+kma6nnrSh7z6bj7e/Oo1oloEegM9a91okbNxshBiBqkOSMB1PfPdkyRkTabOUWGNzBG4M7eKOgrAqHLmch/mIGfr1WM3M0ObMIyw9eRYinHQaEeSI61BP+LtZil63ln7/cxAc/JAGo2bx5+bBwbg5rpBiAqEGSM2sGQHP8DxE9jr3CAkM6+WBIJx8UlFbhwOVMxF/IwNHruUjKKERSRiE+PnAF7b3tEB3qhehQT7RwthKtXpVKwNIfkvCvI7cAAGN7+mN+dFtuCmvEGICoQdQtQEEMQERUT/ZWFhjW2RfDOvsir6QS/7uciX0XMnDsxj1cSi/EpfRCLNufjDAfewwIqxlo7ePYfGGoslqFt787j+/P3wUAzHkxGBP7tDSq2WxUGwMQ1ZsgCEh60AIUzCnwRNQIjtaWGN6lBYZ3aYH7JZXYfykT8RfvIvHGPVy4U4ALdwqw9IdkRPg6aMKQl0PT7a5eVF6FSV+fwZHruTA3k+CjV8LwckefJns/0h+cBVYHzgKr2938MvT48EeYm0nw++Io9osTkc7kFlfUhKELGfjt1j388ZOpk58joh9Mwfew191MrOyicozdeBK/3y2ElaUUa0d1Qt823NLHkHEWGDUJ9fifQFcbhh8i0ikXGxlGPeWHUU/5IbuoHPsv1XSTnbx9H6dT8nA6JQ+L911GF/+HYehJpqXfzClGzMYTSLtfBmdrS2wc2wVhPg66uyHSewxAVG9JmhlgHP9DRE3HzVaO0d39Mbq7P7IKy/HfixmIv5iBk7fzNI+/77uMrv5OGBDmiRfae8LVtv7LcpxLy8e4TSdxv6QSfs5W+GpsV72bjUZNjwGI6u3h7u/sFiSi5uFuJ8eYngEY0zMAGQVl+OFiJuIv3MWZ1Hwcv3Ufx2/dx8Lvf0e3AGcMCPfEC+08HrtG2U9XsjH56zMoq1Ii1NseG8Z0aVB4IuPBMUB14Biguj234jCuZRdj49gueDrITexyiMiEpeeX4b8XM/CfCxk4n5avOW4mAXoEuiA6zBNR7TzgZG2peW7n6Tt4d9cFKFUCerd2wdpRnWAjYzuAMWnI5zcDUB0YgGqrqFai7YIDUKoEJM55Bp72TTcrg4ioIdLul+KHB91kF+4UaI5LzSToEeiMgWFeyCosx/KDVwEAgyO88NEr4bA0NxOrZGoiHARNOnc9uxhKlQB7hQU8uB8OEekRXycrvNE3EG/0DUTqvVLsu3gX8Rcy8PvdQvx6LRe/XsvVnPtGn5Z494VgLnBIDEBUP5otMDxsuTgYEemtFs5WmNyvFSb3a4VbuSX44WIG9l3IwLWsIszpH4LXewWIXSLpCQYgqhfNFhjcA4yIDESAizWmPN0KU55uhSqlChZSdnnRQ/zbQPXycAYYp8ATkeFh+KE/498Iqpck7gJPRERGRPQAtGbNGvj7+0Mul6Nbt244ceLEI8+tqqrC4sWLERgYCLlcjvDwcOzfv1/rnKKiIsyYMQN+fn5QKBTo0aMHTp482dS3YdRyiiqQW1wBiQRo424jdjlERERPTNQAtH37dsTGxmLhwoU4c+YMwsPDERUVhezs7DrPnzdvHtavX49Vq1bh8uXLePPNN/HSSy/h7NmzmnPGjx+PgwcPYsuWLbh48SKef/55REZGIj09vbluy+hcedD95edkBStLDhsjIiLDJ+o6QN26dUOXLl2wevVqAIBKpYKvry+mTZuG2bNn1zrfy8sLc+fOxZQpUzTHhgwZAoVCga+//hplZWWwtbXFv//9b0RHR2vO6dSpE1588UW8//779aqL6wBp+9evN/F+fBJeaOeBda91ErscIiKiOjXk81u0FqDKykqcPn0akZGRD4sxM0NkZCQSExPrfE1FRQXkcu01aBQKBY4cOQIAqK6uhlKpfOw5j7puYWGh1oMe0gyA5h5gRERkJEQLQLm5uVAqlXB3d9c67u7ujszMzDpfExUVhRUrVuDatWtQqVQ4ePAgdu/ejYyMDACAra0tunfvjiVLluDu3btQKpX4+uuvkZiYqDmnLnFxcbC3t9c8fH19dXejRkA9BZ57gBERkbEQfRB0Q3z66ado3bo1goODYWlpialTp2Ls2LEwM3t4G1u2bIEgCPD29oZMJsNnn32GV199VeucP5szZw4KCgo0j7S0tOa4HYNQrVThalYxACCELUBERGQkRAtALi4ukEqlyMrK0jqelZUFDw+POl/j6uqKvXv3oqSkBCkpKUhOToaNjQ1atmypOScwMBCHDx9GcXEx0tLScOLECVRVVWmd82cymQx2dnZaD6px+14JKqtVsLKUwtfRSuxyiIiIdEK0AGRpaYlOnTohISFBc0ylUiEhIQHdu3d/7Gvlcjm8vb1RXV2NXbt2YdCgQbXOsba2hqenJ/Ly8nDgwIE6z6G/pl7/p427LffOISIioyHqnObY2FjExMSgc+fO6Nq1K1auXImSkhKMHTsWADB69Gh4e3sjLi4OAHD8+HGkp6cjIiIC6enpWLRoEVQqFWbNmqW55oEDByAIAoKCgnD9+nW88847CA4O1lyTGkY9BZ7dX0REZExEDUDDhw9HTk4OFixYgMzMTERERGD//v2agdGpqalaY3fKy8sxb9483Lx5EzY2Nujfvz+2bNkCBwcHzTkFBQWYM2cO7ty5AycnJwwZMgQffPABLCwsmvv2jAIHQBMRkTESdR0gfcV1gB7q+eGPSM8vw/aJT6FbS2exyyEiInokg1gHiPRfYXkV0vPLALAFiIiIjAsDED2SevyPl70c9lbsQiQiIuPBAESPlJxRM/4nyIMDoImIyLgwANEjPdwCg91fRERkXBiA6JE0AYgtQEREZGQYgKhOKpXwhzWA2AJERETGhQGI6pSeX4biimpYSs0Q4GItdjlEREQ6xQBEdUp6MAC6lZsNLKT8a0JERMaFn2xUp4cDoDn+h4iIjA8DENXp4RYYDEBERGR8GICoTg9ngHEANBERGR8GIKqlrFKJ27klANgFRkRExokBiGq5ll0ElQA4W1vC1UYmdjlEREQ6xwBEtSRnPBwALZFIRK6GiIhI9xiAqJYkzQBojv8hIiLjxABEtahbgLgJKhERGSsGINIiCIJmCnwIW4CIiMhIMQCRlpyiCuSVVsFMArR2txG7HCIioibBAERakh6s/xPgYg25hVTkaoiIiJoGAxBpSX6wB1gwd4AnIiIjxgBEWtQrQIdwADQRERkxBiDSot4FnlPgiYjImDEAkUaVUoUbOcUAOAWeiIiMGwMQadzMKUGVUoCNzBw+jgqxyyEiImoyDECkkaxZAZpbYBARkXFjACKNpD/sAUZERGTMGIBII5l7gBERkYlgACIN9R5gIWwBIiIiI8cARACA/NJKZBaWAwDauDMAERGRcWMAIgAPF0D0cVTAVm4hcjVERERNiwGIAPxhCwyO/yEiIhPAAEQA/rAFBsf/EBGRCWAAIgAPd4FnCxAREZkCBiCCUiXgaibXACIiItPBAERIvV+KsiolZOZm8He2FrscIiKiJscARJoB0G3cbSE14xYYRERk/BiASDMAOpg7wBMRkYlgAKKHW2B4cgA0ERGZBgYgejgFni1ARERkIhiATFxJRTVS7pUCAIIYgIiIyEQwAJm4K1k1rT9utjI428hEroaIiKh5MACZOPUO8Gz9ISIiU8IAZOKuPBgAHcIB0EREZEIYgExcEqfAExGRCWIAMmGCIHAXeCIiMkkMQCYso6AcheXVMDeTINCNW2AQEZHpYAAyYeoFEANdbSAzl4pcDRERUfNhADJhSRncAZ6IiEwTA5AJu5LJKfBERGSaGIBMmLoLLIQDoImIyMQwAJmoimolbuSUAGAXGBERmZ5GBaCffvpJ13VQM7ueXQylSoC9wgIednKxyyEiImpWjQpAL7zwAgIDA/H+++8jLS1N1zVRM1BvgRHsYQuJRCJyNURERM2rUQEoPT0dU6dOxc6dO9GyZUtERUVhx44dqKys1HV91ESSuQUGERGZsEYFIBcXF8ycORPnzp3D8ePH0aZNG0yePBleXl546623cP78eV3XSTqWzBlgRERkwp54EHTHjh0xZ84cTJ06FcXFxdiwYQM6deqE3r174/fff9dFjdQEkrkHGBERmbBGB6Cqqirs3LkT/fv3h5+fHw4cOIDVq1cjKysL169fh5+fH4YOHarLWklHcosrkFNUAYkEaOPOAERERKbHvDEvmjZtGrZt2wZBEPDaa6/ho48+Qvv27TXPW1tb45NPPoGXl5fOCiXdUS+A6OdkBWtZo/4KEBERGbRGffpdvnwZq1atwssvvwyZTFbnOS4uLpwur6eSuAM8ERGZuEYFoISEhL++sLk5+vbt25jLUxPTjP/hAohERGSiGjUGKC4uDhs2bKh1fMOGDVi2bNkTF0VNSz0Fni1ARERkqhoVgNavX4/g4OBax9u1a4d169Y9cVHUdKqVKlzLKgbAGWBERGS6GhWAMjMz4enpWeu4q6srMjIynrgoajq375WioloFhYUULZysxC6HiIhIFI0KQL6+vjh69Git40ePHuXMLz2n7v4K8rCFmRm3wCAiItPUqEHQEyZMwIwZM1BVVYVnnnkGQM3A6FmzZuH//u//dFog6ZZ6D7AQDoAmIiIT1qgA9M477+DevXuYPHmyZv8vuVyOd999F3PmzNFpgaRbHABNRETUyAAkkUiwbNkyzJ8/H0lJSVAoFGjduvUj1wQi/ZGUwS0wiIiInmgZYBsbG3Tp0kVXtVATKyyvQnp+GQC2ABERkWlrdAA6deoUduzYgdTUVE03mNru3bufuDDSvasPFkD0tJfD3spC5GqIiIjE06hZYN9++y169OiBpKQk7NmzB1VVVfj999/x448/wt7eXtc1ko4kcQd4IiIiAI0MQEuXLsU//vEP/Oc//4GlpSU+/fRTJCcnY9iwYWjRokWDrrVmzRr4+/tDLpejW7duOHHixCPPraqqwuLFixEYGAi5XI7w8HDs379f6xylUon58+cjICAACoUCgYGBWLJkCQRBaMytGpVk9R5gnuz+IiIi09aoAHTjxg1ER0cDACwtLVFSUgKJRIKZM2fiiy++qPd1tm/fjtjYWCxcuBBnzpxBeHg4oqKikJ2dXef58+bNw/r167Fq1SpcvnwZb775Jl566SWcPXtWc86yZcuwdu1arF69GklJSVi2bBk++ugjrFq1qjG3alSS2QJEREQEoJEByNHREUVFNR+m3t7euHTpEgAgPz8fpaWl9b7OihUrMGHCBIwdOxZt27bFunXrYGVlVec+YwCwZcsWvPfee+jfvz9atmyJSZMmoX///li+fLnmnGPHjmHQoEGIjo6Gv78/XnnlFTz//POPbVkyBSqVgCuZ6jWA2AJERESmrVEBqE+fPjh48CAAYOjQoZg+fTomTJiAV199Fc8++2y9rlFZWYnTp08jMjLyYTFmZoiMjERiYmKdr6moqIBcLtc6plAocOTIEc3XPXr0QEJCAq5evQoAOH/+PI4cOYIXX3zxkbVUVFSgsLBQ62Fs0vPLUFxRDQupBAEu1mKXQ0REJKpGzQJbvXo1ysvLAQBz586FhYUFjh07hiFDhmDevHn1ukZubi6USiXc3d21jru7uyM5ObnO10RFRWHFihXo06cPAgMDkZCQgN27d0OpVGrOmT17NgoLCxEcHAypVAqlUokPPvgAI0eOfGQtcXFx+Pvf/16vug2VuvurlZstLKSNyr1ERERGo8EBqLq6Gvv27UNUVBSAmlab2bNn67ywunz66aeYMGECgoODIZFIEBgYiLFjx2p1me3YsQNbt27FN998g3bt2uHcuXOYMWMGvLy8EBMTU+d158yZg9jYWM3XhYWF8PX1bfL7aU7qAdAhHP9DRETU8ABkbm6ON998E0lJSU/0xi4uLpBKpcjKytI6npWVBQ8Pjzpf4+rqir1796K8vBz37t2Dl5cXZs+ejZYtW2rOeeeddzB79myMGDECABAaGoqUlBTExcU9MgDJZDKjX8VaMwCae4ARERE1bgxQ165dce7cuSd6Y0tLS3Tq1AkJCQmaYyqVCgkJCejevftjXyuXy+Ht7Y3q6mrs2rULgwYN0jxXWloKMzPt25JKpVCpVE9Ur6FL4h5gREREGo0aAzR58mTExsYiLS0NnTp1grW19qDasLCwel0nNjYWMTEx6Ny5M7p27YqVK1eipKQEY8eOBQCMHj0a3t7eiIuLAwAcP34c6enpiIiIQHp6OhYtWgSVSoVZs2Zprjlw4EB88MEHaNGiBdq1a4ezZ89ixYoVGDduXGNu1SiUVSpxO7cEAFuAiIiIgEYGIHX30ltvvaU5JpFIIAgCJBKJ1qDkxxk+fDhycnKwYMECZGZmIiIiAvv379cMjE5NTdVqzSkvL8e8efNw8+ZN2NjYoH///tiyZQscHBw056xatQrz58/H5MmTkZ2dDS8vL7zxxhtYsGBBY27VKFzLLoJKAJytLeFqY9xdfURERPUhERqxRHJKSspjn/fz82t0QfqgsLAQ9vb2KCgogJ2d4XcZ7TiZhlm7LqBHoDO+mfCU2OUQERE1iYZ8fjeqBcjQA46pebgCtOGHOSIiIl1oVADavHnzY58fPXp0o4qhppGsHgDN8T9EREQAGhmApk+frvV1VVUVSktLYWlpCSsrKwYgPSIIApI0awCxBYiIiAho5DT4vLw8rUdxcTGuXLmCXr16Ydu2bbqukZ5ATlEF8kqrYCYBWrvbiF0OERGRXtDZngitW7fGhx9+WKt1iMSV9GD8T4CLNeQWUpGrISIi0g863RTK3Nwcd+/e1eUl6Qmpt8DgAGgiIqKHGjUG6Pvvv9f6WhAEZGRkYPXq1ejZs6dOCiPduKKZAcYB0ERERGqNCkCDBw/W+loikcDV1RXPPPMMli9frou6SEeSNHuAsQWIiIhIrVEByNT31TIUVUoVrmezBYiIiOjPdDoGiPTLzZwSVCkF2MjM4eOoELscIiIivdGoADRkyBAsW7as1vGPPvoIQ4cOfeKiSDc0CyB62EIikYhcDRERkf5oVAD65Zdf0L9//1rHX3zxRfzyyy9PXBTpRlKGevwPu7+IiIj+qFEBqLi4GJaWlrWOW1hYoLCw8ImLIt248qAFKIhT4ImIiLQ0KgCFhoZi+/bttY5/++23aNu27RMXRbqh3gQ1hAOgiYiItDRqFtj8+fPx8ssv48aNG3jmmWcAAAkJCdi2bRu+++47nRZIjZNfWomMgnIAQBsGICIiIi2NCkADBw7E3r17sXTpUuzcuRMKhQJhYWE4dOgQ+vbtq+saqRHUrT8+jgrYyS1EroaIiEi/NCoAAUB0dDSio6N1WQvpELfAICIierRGjQE6efIkjh8/Xuv48ePHcerUqScuip6cZvwPZ4ARERHV0qgANGXKFKSlpdU6np6ejilTpjxxUfTk1FtgBHH8DxERUS2NCkCXL19Gx44dax3v0KEDLl++/MRF0ZNRqQRc1WyCyi4wIiKiP2tUAJLJZMjKyqp1PCMjA+bmjR5WRDqSer8UZVVKyMzN4O9sJXY5REREeqdRAej555/HnDlzUFBQoDmWn5+P9957D88995zOiqPGUW+B0cbdFuZSbvdGRET0Z41qrvnkk0/Qp08f+Pn5oUOHDgCAc+fOwd3dHVu2bNFpgdRwmi0wOP6HiIioTo0KQN7e3rhw4QK2bt2K8+fPQ6FQYOzYsXj11VdhYcE1Z8Sm2QTVk+N/iIiI6tLoATvW1tbo1asXWrRogcrKSgDAf//7XwDA3/72N91UR43CLTCIiIger1EB6ObNm3jppZdw8eJFSCQSCIIAiUSieV6pVOqsQGqYkopqpN4vBcAp8ERERI/SqBGy06dPR0BAALKzs2FlZYVLly7h8OHD6Ny5M37++Wcdl0gNcTWrCIIAuNrK4GwjE7scIiIivdSoFqDExET8+OOPcHFxgZmZGaRSKXr16oW4uDi89dZbOHv2rK7rpHpKzuQAaCIior/SqBYgpVIJW9uaD1gXFxfcvXsXAODn54crV67orjpqMPUeYCEcAE1ERPRIjWoBat++Pc6fP4+AgAB069YNH330ESwtLfHFF1+gZcuWuq6RGiCJLUBERER/qVEBaN68eSgpKQEALF68GAMGDEDv3r3h7OyM7du367RAqj9BELgLPBERUT00KgBFRUVp/tyqVSskJyfj/v37cHR01JoNRs0ro6AcheXVkJpJEOhmLXY5REREektnG3c5OTnp6lLUSFcedH8FulpDZi4VuRoiIiL9xY2ijEhSJru/iIiI6oMByIgkq/cA8+QAaCIiosdhADIi6j3AQtgCRERE9FgMQEaiolqJGzk1M/PYAkRERPR4DEBG4np2MZQqAfYKC3jYycUuh4iISK8xABkJ9QywIA9bLkVARET0FxiAjIR6D7AQrgBNRET0lxiAjESSegVo7gFGRET0lxiAjAR3gSciIqo/BiAjkFtcgZyiCkgkQBt3BiAiIqK/wgBkBNQDoP2crGAt09nuJkREREaLAcgIqMf/BLH7i4iIqF4YgIzAFc34Hw6AJiIiqg8GICOgmQLPFaCJiIjqhQHIwFUrVbiaxRYgIiKihmAAMnC375WioloFhYUULZysxC6HiIjIIDAAGTj1DvBBHrYwM+MWGERERPXBAGTgkjM4/oeIiKihGIAMnHoAdBAXQCQiIqo3BiADp+4C4x5gRERE9ccAZMAKy6twJ68MAPcAIyIiaggGIAN29UH3l6e9HA5WliJXQ0REZDgYgAxYEneAJyIiahQGIAOWnMHxP0RERI3BAGTAktkCRERE1CgMQAZKEARugkpERNRIDEAG6k5eGYorqmEhlaClq7XY5RARERkUBiADpe7+auVmCwspf4xEREQNwU9OA6UeAB3C8T9EREQNxgBkoDQDoLkHGBERUYMxABmoJPUWGBwATURE1GAMQAaovEqJ27klADgFnoiIqDEYgAzQtaxiqATAydoSrrYyscshIiIyOAxABuhh95ctJBKJyNUQEREZHgYgA5ScwQUQiYiIngQDkAFKVrcAcQYYERFRozAAGRhBEDRT4EPYAkRERNQoehGA1qxZA39/f8jlcnTr1g0nTpx45LlVVVVYvHgxAgMDIZfLER4ejv3792ud4+/vD4lEUusxZcqUpr6VJpdTXIH7JZUwkwCt3W3ELoeIiMggiR6Atm/fjtjYWCxcuBBnzpxBeHg4oqKikJ2dXef58+bNw/r167Fq1SpcvnwZb775Jl566SWcPXtWc87JkyeRkZGheRw8eBAAMHTo0Ga5p6akHv/j72INuYVU5GqIiIgMk+gBaMWKFZgwYQLGjh2Ltm3bYt26dbCyssKGDRvqPH/Lli1477330L9/f7Rs2RKTJk1C//79sXz5cs05rq6u8PDw0Dz27duHwMBA9O3bt7luq8mox/+w+4uIiKjxRA1AlZWVOH36NCIjIzXHzMzMEBkZicTExDpfU1FRAblcrnVMoVDgyJEjj3yPr7/+GuPGjXvklPGKigoUFhZqPfTVwxlgHABNRETUWKIGoNzcXCiVSri7u2sdd3d3R2ZmZp2viYqKwooVK3Dt2jWoVCocPHgQu3fvRkZGRp3n7927F/n5+RgzZswj64iLi4O9vb3m4evr2+h7ampJmj3A2AJERETUWKJ3gTXUp59+itatWyM4OBiWlpaYOnUqxo4dCzOzum/lyy+/xIsvvggvL69HXnPOnDkoKCjQPNLS0pqq/CdSpVThejZbgIiIiJ6UqAHIxcUFUqkUWVlZWsezsrLg4eFR52tcXV2xd+9elJSUICUlBcnJybCxsUHLli1rnZuSkoJDhw5h/Pjxj61DJpPBzs5O66GPbuaUoEopwEZmDh9HhdjlEBERGSxRA5ClpSU6deqEhIQEzTGVSoWEhAR07979sa+Vy+Xw9vZGdXU1du3ahUGDBtU6Z+PGjXBzc0N0dLTOaxeDegB0ELfAICIieiLmYhcQGxuLmJgYdO7cGV27dsXKlStRUlKCsWPHAgBGjx4Nb29vxMXFAQCOHz+O9PR0REREID09HYsWLYJKpcKsWbO0rqtSqbBx40bExMTA3Fz029QJ9QKI7P4iIiJ6MqIng+HDhyMnJwcLFixAZmYmIiIisH//fs3A6NTUVK3xPeXl5Zg3bx5u3rwJGxsb9O/fH1u2bIGDg4PWdQ8dOoTU1FSMGzeuOW+nSSVnqLfA0M8uOiIiIkMhEQRBELsIfVNYWAh7e3sUFBTo1Xig7nEJyCgox843u6Ozv5PY5RAREemVhnx+G9wsMFOVX1qJjIJyAEAbdoERERE9EQYgA6Ee/+PjqICd3ELkaoiIiAwbA5CBuMIB0ERERDrDAGQg1FPgg7kHGBER0RNjADIQSeo9wDzZAkRERPSkGIAMgEol/KELjC1ARERET4oByACk3i9FWZUSMnMz+DtbiV0OERGRwWMAMgDq8T9t3G1hLuWPjIiI6Enx09QAqMf/BHEGGBERkU4wABkAToEnIiLSLQYgA6DuAgvhHmBEREQ6wQCk50oqqpFyvxQAW4CIiIh0hQFIz13NKoIgAK62MjjbyMQuh4iIyCgwAOm5ZI7/ISIi0jkGID2XnMHxP0RERLrGAKTn1C1AQe5sASIiItIVBiA9JgjCwy4w7gFGRESkMwxAeiyzsBwFZVWQmknQys1G7HKIiIiMBgOQHkt+sAJ0oKs1ZOZSkashIiIyHgxAeizpwQKI3AGeiIhItxiA9Ji6BYjjf4iIiHSLAUiPJWtagBiAiIiIdIkBSE9VVCtxM6cEALvAiIiIdI0BSE/dyC5BtUqAndwcnvZyscshIiIyKgxAekrT/eVpB4lEInI1RERExoUBSE+pF0AM4fgfIiIinWMA0lNJGQ9bgIiIiEi3GID0FHeBJyIiajoMQHroXnEFcooqAABtuAkqERGRzjEA6aErD1p//JytYC0zF7kaIiIi48MApIeS2P1FRETUpBiA9FByBvcAIyIiakoMQHpIMwWee4ARERE1CQYgPaNUCbiape4CYwsQERFRU2AA0jO375WgoloFhYUULZysxC6HiIjIKDEA6ZnkjJrWnzYetjAz4xYYRERETYEBSM+o9wDjFhhERERNhwFIzyRlcAo8ERFRU2MA0jN/3AWeiIiImgYDkB4pLK/CnbwyAGwBIiIiakoMQHrk6oP1fzzt5XCwshS5GiIiIuPFAKRH1AsgBrH1h4iIqEkxAOkRzfgfLoBIRETUpBiA9Ih6DSBugUFERNS0GID0hCAImi4wtgARERE1LQYgPXEnrwzFFdWwkErQ0tVa7HKIiIiMGgOQnlC3/rRys4WFlD8WIiKipsRPWj1xRTMAmuN/iIiImhoDkJ5IyuQWGERERM2FAUhPJGdwCwwiIqLmwgCkB8qrlLiVWwKAu8ATERE1BwYgPXAtqxgqAXCytoSrrUzscoiIiIweA5AeSPrDAGiJRCJyNURERMaPAUgPqFeA5gKIREREzYMBSA9cyeIUeCIioubEACQyQRCQpG4B4h5gREREzYIBSGQ5xRW4X1IJMwnQ2o0BiIiIqDkwAIlMPf7H38UaCkupyNUQERGZBgYgkSU/mAEWwgHQREREzYYBSGQPZ4Cx+4uIiKi5MACJTL0LfBADEBERUbNhABJRlVKF69nFAIAQ7gFGRETUbBiARHQrtwSVShVsZObwdlCIXQ4REZHJYAASUdKDHeCDPGxhZsYtMIiIiJoLA5CI1ON/OACaiIioeTEAiSj5QQtQMMf/EBERNSsGIBGpW4BC2AJERETUrBiARFJQWoWMgnIAQBsGICIiombFACQS9QrQ3g4K2MktRK6GiIjItDAAiUTT/cUd4ImIiJqd6AFozZo18Pf3h1wuR7du3XDixIlHnltVVYXFixcjMDAQcrkc4eHh2L9/f63z0tPTMWrUKDg7O0OhUCA0NBSnTp1qyttoMHULUDD3ACMiImp2ogag7du3IzY2FgsXLsSZM2cQHh6OqKgoZGdn13n+vHnzsH79eqxatQqXL1/Gm2++iZdeeglnz57VnJOXl4eePXvCwsIC//3vf3H58mUsX74cjo6OzXVb9ZKk3gOMLUBERETNTiIIgiDWm3fr1g1dunTB6tWrAQAqlQq+vr6YNm0aZs+eXet8Ly8vzJ07F1OmTNEcGzJkCBQKBb7++msAwOzZs3H06FH8+uuvja6rsLAQ9vb2KCgogJ2d7ltoVCoB7RcdQGmlEodi+6KVm43O34OIiMjUNOTzW7QWoMrKSpw+fRqRkZEPizEzQ2RkJBITE+t8TUVFBeRyudYxhUKBI0eOaL7+/vvv0blzZwwdOhRubm7o0KED/vnPfz62loqKChQWFmo9mlJaXilKK5WwNDeDv7NVk74XERER1SZaAMrNzYVSqYS7u7vWcXd3d2RmZtb5mqioKKxYsQLXrl2DSqXCwYMHsXv3bmRkZGjOuXnzJtauXYvWrVvjwIEDmDRpEt566y189dVXj6wlLi4O9vb2moevr69ubvIR1N1fbdxtYC4VfRgWERGRyTGoT99PP/0UrVu3RnBwMCwtLTF16lSMHTsWZmYPb0OlUqFjx45YunQpOnTogIkTJ2LChAlYt27dI687Z84cFBQUaB5paWlNeh8cAE1ERCQu0QKQi4sLpFIpsrKytI5nZWXBw8Ojzte4urpi7969KCkpQUpKCpKTk2FjY4OWLVtqzvH09ETbtm21XhcSEoLU1NRH1iKTyWBnZ6f1aErJGdwDjIiISEyiBSBLS0t06tQJCQkJmmMqlQoJCQno3r37Y18rl8vh7e2N6upq7Nq1C4MGDdI817NnT1y5ckXr/KtXr8LPz0+3N/AE1C1AIdwDjIiISBTmYr55bGwsYmJi0LlzZ3Tt2hUrV65ESUkJxo4dCwAYPXo0vL29ERcXBwA4fvw40tPTERERgfT0dCxatAgqlQqzZs3SXHPmzJno0aMHli5dimHDhuHEiRP44osv8MUXX4hyj39WWlmNlPulANgCREREJBZRA9Dw4cORk5ODBQsWIDMzExEREdi/f79mYHRqaqrW+J7y8nLMmzcPN2/ehI2NDfr3748tW7bAwcFBc06XLl2wZ88ezJkzB4sXL0ZAQABWrlyJkSNHNvft1elqVjEEAXCxkcHZRiZ2OURERCZJ1HWA9FVTrgP07YlUzN59Eb1bu2DL6910em0iIiJTZhDrAJkq9R5g7P4iIiISDwNQM0vK4BR4IiIisTEANSNBEB62AHEPMCIiItEwADWjzMJyFJRVQWom4f5fREREImIAakbqBRADXa0hM5eKXA0REZHpYgBqRnmllbCRmSOI43+IiIhEJeo6QKbm5Y4+eKmDN0orlWKXQkREZNLYAtTMJBIJrGXMnURERGJiACIiIiKTwwBEREREJocBiIiIiEwOAxARERGZHAYgIiIiMjkMQERERGRyGICIiIjI5DAAERERkclhACIiIiKTwwBEREREJocBiIiIiEwOAxARERGZHAYgIiIiMjnclrwOgiAAAAoLC0WuhIiIiOpL/bmt/hx/HAagOhQVFQEAfH19Ra6EiIiIGqqoqAj29vaPPUci1CcmmRiVSoW7d+/C1tYWEolEp9cuLCyEr68v0tLSYGdnp9NrU8Px56Ff+PPQL/x56B/+TB5PEAQUFRXBy8sLZmaPH+XDFqA6mJmZwcfHp0nfw87Ojn959Qh/HvqFPw/9wp+H/uHP5NH+quVHjYOgiYiIyOQwABEREZHJYQBqZjKZDAsXLoRMJhO7FAJ/HvqGPw/9wp+H/uHPRHc4CJqIiIhMDluAiIiIyOQwABEREZHJYQAiIiIik8MARERERCaHAagZrVmzBv7+/pDL5ejWrRtOnDghdkkmKy4uDl26dIGtrS3c3NwwePBgXLlyReyyCMCHH34IiUSCGTNmiF2KSUtPT8eoUaPg7OwMhUKB0NBQnDp1SuyyTJJSqcT8+fMREBAAhUKBwMBALFmypF77XdGjMQA1k+3btyM2NhYLFy7EmTNnEB4ejqioKGRnZ4tdmkk6fPgwpkyZgt9++w0HDx5EVVUVnn/+eZSUlIhdmkk7efIk1q9fj7CwMLFLMWl5eXno2bMnLCws8N///heXL1/G8uXL4ejoKHZpJmnZsmVYu3YtVq9ejaSkJCxbtgwfffQRVq1aJXZpBo3T4JtJt27d0KVLF6xevRpAzX5jvr6+mDZtGmbPni1ydZSTkwM3NzccPnwYffr0Ebsck1RcXIyOHTvi888/x/vvv4+IiAisXLlS7LJM0uzZs3H06FH8+uuvYpdCAAYMGAB3d3d8+eWXmmNDhgyBQqHA119/LWJlho0tQM2gsrISp0+fRmRkpOaYmZkZIiMjkZiYKGJlpFZQUAAAcHJyErkS0zVlyhRER0dr/X9C4vj+++/RuXNnDB06FG5ubujQoQP++c9/il2WyerRowcSEhJw9epVAMD58+dx5MgRvPjiiyJXZti4GWozyM3NhVKphLu7u9Zxd3d3JCcni1QVqalUKsyYMQM9e/ZE+/btxS7HJH377bc4c+YMTp48KXYpBODmzZtYu3YtYmNj8d577+HkyZN46623YGlpiZiYGLHLMzmzZ89GYWEhgoODIZVKoVQq8cEHH2DkyJFil2bQGIDI5E2ZMgWXLl3CkSNHxC7FJKWlpWH69Ok4ePAg5HK52OUQav5R0LlzZyxduhQA0KFDB1y6dAnr1q1jABLBjh07sHXrVnzzzTdo164dzp07hxkzZsDLy4s/jyfAANQMXFxcIJVKkZWVpXU8KysLHh4eIlVFADB16lTs27cPv/zyC3x8fMQuxySdPn0a2dnZ6Nixo+aYUqnEL7/8gtWrV6OiogJSqVTECk2Pp6cn2rZtq3UsJCQEu3btEqki0/bOO+9g9uzZGDFiBAAgNDQUKSkpiIuLYwB6AhwD1AwsLS3RqVMnJCQkaI6pVCokJCSge/fuIlZmugRBwNSpU7Fnzx78+OOPCAgIELskk/Xss8/i4sWLOHfunObRuXNnjBw5EufOnWP4EUHPnj1rLQtx9epV+Pn5iVSRaSstLYWZmfbHtVQqhUqlEqki48AWoGYSGxuLmJgYdO7cGV27dsXKlStRUlKCsWPHil2aSZoyZQq++eYb/Pvf/4atrS0yMzMBAPb29lAoFCJXZ1psbW1rjb2ytraGs7Mzx2SJZObMmejRoweWLl2KYcOG4cSJE/jiiy/wxRdfiF2aSRo4cCA++OADtGjRAu3atcPZs2exYsUKjBs3TuzSDBqnwTej1atX4+OPP0ZmZiYiIiLw2WefoVu3bmKXZZIkEkmdxzdu3IgxY8Y0bzFUS79+/TgNXmT79u3DnDlzcO3aNQQEBCA2NhYTJkwQuyyTVFRUhPnz52PPnj3Izs6Gl5cXXn31VSxYsACWlpZil2ewGICIiIjI5HAMEBEREZkcBiAiIiIyOQxAREREZHIYgIiIiMjkMAARERGRyWEAIiIiIpPDAEREREQmhwGIiKgefv75Z0gkEuTn54tdChHpAAMQERERmRwGICIiIjI5DEBEZBBUKhXi4uIQEBAAhUKB8PBw7Ny5E8DD7qn4+HiEhYVBLpfjqaeewqVLl7SusWvXLrRr1w4ymQz+/v5Yvny51vMVFRV499134evrC5lMhlatWuHLL7/UOuf06dPo3LkzrKys0KNHj1q7phORYWAAIiKDEBcXh82bN2PdunX4/fffMXPmTIwaNQqHDx/WnPPOO+9g+fLlOHnyJFxdXTFw4EBUVVUBqAkuw4YNw4gRI3Dx4kUsWrQI8+fPx6ZNmzSvHz16NLZt24bPPvsMSUlJWL9+PWxsbLTqmDt3LpYvX45Tp07B3NycO3ITGShuhkpEeq+iogJOTk44dOgQunfvrjk+fvx4lJaWYuLEiXj66afx7bffYvjw4QCA+/fvw8fHB5s2bcKwYcMwcuRI5OTk4H//+5/m9bNmzUJ8fDx+//13XL16FUFBQTh48CAiIyNr1fDzzz/j6aefxqFDh/Dss88CAH744QdER0ejrKwMcrm8ib8LRKRLbAEiIr13/fp1lJaW4rnnnoONjY3msXnzZty4cUNz3h/DkZOTE4KCgpCUlAQASEpKQs+ePbWu27NnT1y7dg1KpRLnzp2DVCpF3759H1tLWFiY5s+enp4AgOzs7Ce+RyJqXuZiF0BE9FeKi4sBAPHx8fD29tZ6TiaTaYWgxlIoFPU6z8LCQvNniUQCoGZ8EhEZFrYAEZHea9u2LWQyGVJTU9GqVSuth6+vr+a83377TfPnvLw8XL16FSEhIQCAkJAQHD16VOu6R48eRZs2bSCVShEaGgqVSqU1poiIjBdbgIhI79na2uLtt9/GzJkzoVKp0KtXLxQUFODo0aOws7ODn58fAGDx4sVwdnaGu7s75s6dCxcXFwwePBgA8H//93/o0qULlixZguHDhyMxMRGrV6/G559/DgDw9/dHTEwMxo0bh88++wzh4eFISUlBdnY2hg0bJtatE1ETYQAiIoOwZMkSuLq6Ii4uDjdv3oSDgwM6duyI9957T9MF9eGHH2L69Om4du0aIiIi8J///AeWlpYAgI4dO2LHjh1YsGABlixZAk9PTyxevBhjxozRvMfatWvx3nvvYfLkybh37x5atGiB9957T4zbJaImxllgRGTw1DO08vLy4ODgIHY5RGQAOAaIiIiITA4DEBEREZkcdoERERGRyWELEBEREZkcBiAiIiIyOQxAREREZHIYgIiIiMjkMAARERGRyWEAIiIiIpPDAEREREQmhwGIiIiITA4DEBEREZmc/w+CERFRE7nhmAAAAABJRU5ErkJggg==",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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gbdu2UCqVdT52SZkGyWm5EAQBXVs6QcYFOI1GQ3+2REQkrZo+v+9n1neBGSNruQxyQSifFZqXlIiIiKTAANTMBEGAwkQugxEREZkrBiAJ2Frrvu2FDEBERESSYACSQOVAaF4CIyIikgIDkARM5U4wIiIic8UAJAFl+SWwUo0WZRr2AhERETU3BiAJyGUy2Mh13/oi3glGRETU7BiAJMLLYERERNJhAJIIAxAREZF0GIAkUjEOyJTuBOvfvz+mTZumf+7n54elS5fWuI8gCNiyZUuDz91YxyEiIgIYgCRzbw9Qc6xG8swzz2DgwIFVvrZv3z4IgoCTJ0/W6ZiHDx/GxIkTG6M8vXfeeQfBwcEPbL916xb+/ve/N+q5iIjIcjEASURhJYNMEKBtpiUxxo8fj507d+LGjRsPvLZ69WqEhISge/fudTqmu7s77OzsGqvEGnl5eUGhUDTLuYiIyPwxAElEtyRGxWWwph8H9PTTT8Pd3R1r1qwx2J6Xl4eNGzciKioKw4cPR6tWrWBnZ4fAwED873//q/GY918Cu3DhAh577DEolUp06dIFO3fufGCft956C506dYKdnR3atWuHOXPmoLS0FACwZs0azJ8/HydOnIAgCBAEQV/v/ZfATp06hSeeeAK2trZwdXXFxIkTkZeXp399zJgxiIqKwkcffQRvb2+4urpi0qRJ+nMREZFls5K6ALMgikBpQZ13sxOLUVRagqJCDVRW9Vh93NoOqOVq8lZWVhg1ahTWrFmDt99+G0L5fhs3boRGo8HIkSOxceNGvPXWW3BycsL27dvx0ksvoX379ujVq9dDj6/VavGPf/wDnp6e+Ouvv6BWqw3GC1VwdHTEmjVr0LJlS5w6dQoTJkyAo6Mj3nzzTURHR+P06dPYsWMHdu3aBQBQqVQPHCM/Px+RkZEIDw/H4cOHkZGRgZdffhmTJ082CHi7d++Gt7c3du/ejYsXLyI6OhrBwcGYMGFCrb5nRERkvhiAGkNpAfB+yzrv1qr8UW+zbgI29rVuPm7cOHz44YfYu3cv+vfvD0B3+Wvo0KFo06YNpk+frm87ZcoU/Prrr/juu+9qFYB27dqF5ORk/Prrr2jZUve9eP/99x8YtzN79mz9135+fpg+fTrWr1+PN998E7a2tnBwcICVlRW8vLyqPde6detQVFSEr776Cvb2uvcfFxeHZ555BosWLYKnpycAoEWLFoiLi4NcLoe/vz8GDx6M+Ph4BiAiIuIlMEvi7++P3r17Y9WqVQCAixcvYt++fRg/fjw0Gg0WLFiAwMBAuLi4wMHBAb/++iuuX79eq2MnJSXB19dXH34AIDw8/IF2GzZsQJ8+feDl5QUHBwfMnj271ue491xBQUH68AMAffr0gVarxblz5/TbunbtCrlcrn/u7e2NjIyMOp2LiIjME3uAGoO1na43po7KNFokpeUCALp4O0Euq93lLIPz1tH48eMxZcoULF++HKtXr0b79u3Rr18/LFq0CB9//DGWLl2KwMBA2NvbY9q0aSgpKanzOaqTkJCAESNGYP78+YiMjIRKpcL69euxePHiRjvHvaytrQ2eC4IArdZ0ph0gIqKmwwDUGAShTpeiKlgBsFKKKNVoUSQoYW/T9D+OYcOGYerUqVi3bh2++uorvPrqqxAEAfv378ezzz6LkSNHAtCN6Tl//jy6dOlSq+MGBAQgJSUFt27dgre3NwDg4MGDBm0OHDiANm3a4O2339Zvu3btmkEbGxsbaDQ1DwoPCAjAmjVrkJ+fr+8F2r9/P2QyGTp37lyreomIyLLxEpjEmntGaAcHB0RHR2PmzJm4desWxowZAwDo2LEjdu7ciQMHDiApKQn//Oc/kZ6eXuvjRkREoFOnThg9ejROnDiBffv2GQSdinNcv34d69evx6VLl7Bs2TJs3rzZoI2fnx+uXLmC48ePIysrC8XFxQ+ca8SIEVAqlRg9ejROnz6N3bt3Y8qUKXjppZf043+IiIhqwgAkMf2M0M24KOr48eNx9+5dREZG6sfszJ49Gz169EBkZCT69+8PLy8vREVF1fqYMpkMmzdvRmFhIXr16oWXX34Z7733nkGbIUOG4PXXX8fkyZMRHByMAwcOYM6cOQZthg4dioEDB+Lxxx+Hu7t7lbfi29nZ4ddff8WdO3cQGhqK559/Hk8++STi4uLq/s0gIiKLJIjNMQ2xicnJyYFKpYJarYaTk5PBa0VFRbhy5Qratm0LpbIet67f525BCVLuFMDexgrtPRwafDyqv8b+2RIRUfOq6fP7fuwBkpjSqvwSWFnzLIlBREREDECSU1jLIECARiuiVMMARERE1BwYgCQma+YlMYiIiIgByCg0951gRERElo4BqJ4ac7yOkj1ARoFjsIiILAcDUB1VzC5cUFD3xU+rY1veA1RYylmKpVTxM71/BmkiIjI/nAm6juRyOZydnfVrStnZ2elXVq83jRZiWQmKy4CCAivI6rokBjWIKIooKChARkYGnJ2dDdYPIyIi88QAVA8VK5U35sKat7MLoREBMVcBGyt2zEnB2dm5xlXoiYjIfDAA1YMgCPD29oaHhwdKS0sb5ZhxG47j+I1svBHZGQM7ejfKMan2rK2t2fNDRGRBGIAaQC6XN9qHpoeLI1KTbuNUWiGiQjgLMRERUVPitRYjEeClm7I7OS1H4kqIiIjMHwOQkfD3dgQAJN3K5e3YRERETYwByEh09HCETADu5JcgM69Y6nKIiIjMGgOQkbC1kcPPzR4AkHwrV+JqiIiIzBsDkBHhOCAiIqLmwQBkRPy9dOOA2ANERETUtBiAjIi/t64HKCmNAYiIiKgpMQAZkYoeoIsZuSjVcF0wIiKipsIAZER8WtjCQWGFUo2Iy5n5UpdDRERkthiAjIggCJXjgDgQmoiIqMkwABmZzvoAxHFARERETYUByMhUDIROvsUeICIioqbCAGRkAtgDRERE1OQYgIxMp/IAdEtdhOyCEomrISIiMk+SB6Dly5fDz88PSqUSYWFhOHToULVtz5w5g6FDh8LPzw+CIGDp0qUNPqaxcVJaw6eFLQD2AhERETUVSQPQhg0bEBMTg3nz5uHo0aMICgpCZGQkMjIyqmxfUFCAdu3aYeHChfDy8mqUYxojfy+OAyIiImpKkgagJUuWYMKECRg7diy6dOmClStXws7ODqtWraqyfWhoKD788EO8+OKLUCgUjXJMYxTgzXFARERETUmyAFRSUoLExERERERUFiOTISIiAgkJCc16zOLiYuTk5Bg8pFTRA8QlMYiIiJqGZAEoKysLGo0Gnp6eBts9PT2RlpbWrMeMjY2FSqXSP3x9fet1/sbiX94DdD4tFxqtKGktRERE5kjyQdDGYObMmVCr1fpHSkqKpPX4udpDYSVDYakG1+8USFoLERGROZIsALm5uUEulyM9Pd1ge3p6erUDnJvqmAqFAk5OTgYPKcllQuWM0BwITURE1OgkC0A2Njbo2bMn4uPj9du0Wi3i4+MRHh5uNMeUSsWaYBwHRERE1PispDx5TEwMRo8ejZCQEPTq1QtLly5Ffn4+xo4dCwAYNWoUWrVqhdjYWAC6Qc5nz57Vf52amorjx4/DwcEBHTp0qNUxTQVvhSciImo6kgag6OhoZGZmYu7cuUhLS0NwcDB27NihH8R8/fp1yGSVnVQ3b97EI488on/+0Ucf4aOPPkK/fv2wZ8+eWh3TVPjzVngiIqImI4iiyNuM7pOTkwOVSgW1Wi3ZeKA7+SXosWAnAOD0/Eg4KCTNqkREREavLp/fvAvMSLnY28DTSTfZ4zn2AhERETUqBiAjph8HlMZxQERERI2JAciI6ccB3WIPEBERUWNiADJiAewBIiIiahIMQEbs3h4gjlUnIiJqPAxARqydmwOs5QJyi8uQml0odTlERERmgwHIiNlYydDe3QEA7wQjIiJqTAxARi7Au2IcEAMQERFRY2EAMnIVi6ImcUkMIiKiRsMAZOQqFkVlDxAREVHjYQAychWXwC5n5qGoVCNxNUREROaBAcjIeTgq0MLOGloRuJiRJ3U5REREZoEByMgJgqBfEoPjgIiIiBoHA5AJ0E+IyHFAREREjYIByARwSQwiIqLGxQBkAip6gJK4JAYREVGjYAAyAR09HCETgDv5JcjMK5a6HCIiIpPHAGQCbG3k8HOzB6BbGJWIiIgahgHIRHAcEBERUeNhADIR+hmh2QNERETUYAxAJsK/fEboJN4KT0RE1GAMQCaiogfoYkYuSjVaiashIiIybQxAJsKnhS0cFFYo1Yi4nJkvdTlEREQmjQHIROiWxKiYEZoDoYmIiBqCAciE3DshIhEREdUfA5AJ8eet8ERERI2CAciEBHjzVngiIqLGwABkQjp56gJQWk4R7uaXSFwNERGR6WIAMiGOSmv4utgCAJI5HxAREVG9MQCZmIpxQOc4DoiIiKjeGIBMTOWt8OwBIiIiqi8GIBNT0QPEJTGIiIjqjwHIxFTMBXQ+LRcarShxNURERKaJAcjE+LnaQ2ElQ2GpBtfvFEhdDhERkUliADIxcpmAzhXjgG5xIDQREVF9MACZoIqB0BwHREREVD8MQCZIvyQGe4CIiIjqhQHIBFUMhOat8ERERPXDAGSCKnqArt8pQF5xmcTVEBERmR4GIBPkYm8DTycFAOAce4GIiIjqjAHIROnHAXFJDCIiojpjADJR+nFAt9gDREREVFcMQCYqgD1ARERE9cYAZKLu7QESRS6JQUREVBeSB6Dly5fDz88PSqUSYWFhOHToUI3tN27cCH9/fyiVSgQGBuLnn382eD0vLw+TJ0+Gj48PbG1t0aVLF6xcubIp34Ik2rk5wFouILe4DKnZhVKXQ0REZFIkDUAbNmxATEwM5s2bh6NHjyIoKAiRkZHIyMiosv2BAwcwfPhwjB8/HseOHUNUVBSioqJw+vRpfZuYmBjs2LED33zzDZKSkjBt2jRMnjwZW7duba631SxsrGRo7+4AgOOAiIiI6krSALRkyRJMmDABY8eO1ffU2NnZYdWqVVW2//jjjzFw4EC88cYbCAgIwIIFC9CjRw/ExcXp2xw4cACjR49G//794efnh4kTJyIoKOihPUumKMCb44CIiIjqQ7IAVFJSgsTERERERFQWI5MhIiICCQkJVe6TkJBg0B4AIiMjDdr37t0bW7duRWpqKkRRxO7du3H+/HkMGDCgad6IhLgmGBERUf1YSXXirKwsaDQaeHp6Gmz39PREcnJylfukpaVV2T4tLU3//JNPPsHEiRPh4+MDKysryGQyfPHFF3jssceqraW4uBjFxcX65zk5ptGj4u/NNcGIiIjqQ/JB0I3tk08+wcGDB7F161YkJiZi8eLFmDRpEnbt2lXtPrGxsVCpVPqHr69vM1ZcfwHlPUBXsvJRVKqRuBoiIiLTIVkAcnNzg1wuR3p6usH29PR0eHl5VbmPl5dXje0LCwsxa9YsLFmyBM888wy6d++OyZMnIzo6Gh999FG1tcycORNqtVr/SElJaeC7ax7ujgq42NtAKwIX0vOkLoeIiMhkSBaAbGxs0LNnT8THx+u3abVaxMfHIzw8vMp9wsPDDdoDwM6dO/XtS0tLUVpaCpnM8G3J5XJotdpqa1EoFHBycjJ4mAJBEO4ZB8TLYERERLUl2RggQHfL+ujRoxESEoJevXph6dKlyM/Px9ixYwEAo0aNQqtWrRAbGwsAmDp1Kvr164fFixdj8ODBWL9+PY4cOYLPP/8cAODk5IR+/frhjTfegK2tLdq0aYO9e/fiq6++wpIlSyR7n03J38sJBy7d5qKoREREdSBpAIqOjkZmZibmzp2LtLQ0BAcHY8eOHfqBztevXzfozenduzfWrVuH2bNnY9asWejYsSO2bNmCbt266dusX78eM2fOxIgRI3Dnzh20adMG7733Hl555ZVmf3/NoaIHiLfCExER1Z4gch2FB+Tk5EClUkGtVhv95bCTN7IxJG4/XOxtkDg7AoIgSF0SERGRJOry+W12d4FZmo4ejpAJwJ38EmTmFT98ByIiImIAMnW2NnL4udkD4JIYREREtcUAZAYCvLgkBhERUV0wAJkB/UBo9gARERHVCgOQGahYEoNrghEREdUOA5AZqOgBupiRi1JN9RM+EhERkQ4DkBnwaWELB4UVSjUiLmfmS10OERGR0WMAMgP3LonBgdBEREQPxwBkJvy9y9cE40BoIiKih2IAMhP+vBWeiIio1hiAzESAN2+FJyIiqi0GIDPRyVMXgNJyinA3v0TiaoiIiIwbA5CZcFRaw9fFFgCQzPmAiIiIasQAZEY4DoiIiKh2GIDMSACXxCAiIqoVBiAzUrEkBnuAiIiIasYAZEYqJkM8l54LjVaUuBoiIiLjxQBkRtq42kNpLUNRqRbXbnNJDCIiouowAJkRuUxAZ8+KJTE4DoiIiKg6DEBmRn8n2C2OAyIiIqoOA5CZ6ezFHiAiIqKHYQAyMxWLojIAERERVY8ByMxUXAK7fqcAecVlEldDRERknBiAzIyLvQ08nRQAgHPsBSIiIqoSA5AZ4pIYRERENWMAMkP6cUBcEoOIiKhKDEBmKIA9QERERDViADJD9/YAiSKXxCAiIrofA5AZaufmAGu5gNziMqRmF0pdDhERkdFhADJDNlYytHd3AMBxQERERFVhADJTAd4cB0RERFQdBiAz5V++JEYS5wIiIiJ6AAOQmfL35qKoRERE1WEAMlMB5T1AV7LyUVSqkbgaIiIi48IAZKbcHRVwsbeBVgQupOdJXQ4REZFRYQAyU4Ig3DMOiJfBiIiI7sUAZMb0a4LxVngiIiIDDEBmTD8jNHuAiIiIDDAAmbGKNcGSbuVwSQwiIqJ71CsArV27Ftu3b9c/f/PNN+Hs7IzevXvj2rVrjVYcNUxHTwfIBOBuQSkyc4ulLoeIiMho1CsAvf/++7C1tQUAJCQkYPny5fjggw/g5uaG119/vVELpPpTWsvR1s0eACdEJCIiule9AlBKSgo6dOgAANiyZQuGDh2KiRMnIjY2Fvv27WvUAqlhOCEiERHRg+oVgBwcHHD79m0AwG+//YannnoKAKBUKlFYyNXHjUnFhIjJ7AEiIiLSs6rPTk899RRefvllPPLIIzh//jwGDRoEADhz5gz8/Pwasz5qoM4Vt8IzABEREenVqwdo+fLlCA8PR2ZmJjZt2gRXV1cAQGJiIoYPH96oBVLDVEyGeDEjF6UarcTVEBERGYd6BSBnZ2fExcXhxx9/xMCBA/Xb58+fj7fffrtOx1q+fDn8/PygVCoRFhaGQ4cO1dh+48aN8Pf3h1KpRGBgIH7++ecH2iQlJWHIkCFQqVSwt7dHaGgorl+/Xqe6zIVPC1s4KKxQqhFxOTNf6nKIiIiMQr0C0I4dO/Dnn3/qny9fvhzBwcH4f//v/+Hu3bu1Ps6GDRsQExODefPm4ejRowgKCkJkZCQyMjKqbH/gwAEMHz4c48ePx7FjxxAVFYWoqCicPn1a3+bSpUvo27cv/P39sWfPHpw8eRJz5syBUqmsz1s1efcuicEJEYmIiHQEsR4z5AUGBmLRokUYNGgQTp06hdDQUMTExGD37t3w9/fH6tWra3WcsLAwhIaGIi4uDgCg1Wrh6+uLKVOmYMaMGQ+0j46ORn5+PrZt26bf9uijjyI4OBgrV64EALz44ouwtrbG119/Xde3pZeTkwOVSgW1Wg0nJ6d6H8dYzN5yCt8cvI5X+rXHjL/7S10OERFRk6jL53e9eoCuXLmCLl26AAA2bdqEp59+Gu+//z6WL1+OX375pVbHKCkpQWJiIiIiIiqLkckQERGBhISEKvdJSEgwaA8AkZGR+vZarRbbt29Hp06dEBkZCQ8PD4SFhWHLli31eJfmQ78mGHuAiIiIANQzANnY2KCgoAAAsGvXLgwYMAAA4OLigpyc2n3IZmVlQaPRwNPT02C7p6cn0tLSqtwnLS2txvYZGRnIy8vDwoULMXDgQPz222947rnn8I9//AN79+6ttpbi4mLk5OQYPMxJQMWaYFwUlYiICEA9b4Pv27cvYmJi0KdPHxw6dAgbNmwAAJw/fx4+Pj6NWmBdaLW6u5yeffZZ/YzUwcHBOHDgAFauXIl+/fpVuV9sbCzmz5/fbHU2t06eugCUllOEu/klaGFvI3FFRERE0qpXD1BcXBysrKzw/fffY8WKFWjVqhUA4JdffjG4K6wmbm5ukMvlSE9PN9ienp4OLy+vKvfx8vKqsb2bmxusrKz0l+cqBAQE1HgX2MyZM6FWq/WPlJSUWr0HU+GotIavi27pEs4HREREVM8eoNatWxsMRK7wn//8p9bHsLGxQc+ePREfH4+oqCgAuh6c+Ph4TJ48ucp9wsPDER8fj2nTpum37dy5E+Hh4fpjhoaG4ty5cwb7nT9/Hm3atKm2FoVCAYVCUevaTZG/lxNS7hQiOS0H4e1dpS6HiIhIUvUKQACg0WiwZcsWJCUlAQC6du2KIUOGQC6X1/oYMTExGD16NEJCQtCrVy8sXboU+fn5GDt2LABg1KhRaNWqFWJjYwEAU6dORb9+/bB48WIMHjwY69evx5EjR/D555/rj/nGG28gOjoajz32GB5//HHs2LEDP/30E/bs2VPft2oWArwcsfNsOscBERERoZ4B6OLFixg0aBBSU1PRuXNnALpxNL6+vti+fTvat29fq+NER0cjMzMTc+fORVpaGoKDg7Fjxw79QOfr169DJqu8Ste7d2+sW7cOs2fPxqxZs9CxY0ds2bIF3bp107d57rnnsHLlSsTGxuK1115D586dsWnTJvTt27c+b9Vs6BdF5Z1gRERE9ZsHaNCgQRBFEd9++y1cXFwAALdv38bIkSMhk8mwffv2Ri+0OZnbPEAAcDkzD08s3gultQxn5g+EXCZIXRIREVGjqsvnd716gPbu3YuDBw/qww8AuLq6YuHChejTp099DklNrI2rPZTWMhSVanHtdj7auTtIXRIREZFk6nUXmEKhQG7ug2NJ8vLyYGPDW6yNkVwmoLNnxZIYHAdERESWrV4B6Omnn8bEiRPx119/QRRFiKKIgwcP4pVXXsGQIUMau0ZqJPoZoW9xHBAREVm2egWgZcuWoX379ggPD4dSqYRSqUTv3r3RoUMHLF26tJFLpMbiXz4jdBJ7gIiIyMLVawyQs7MzfvzxR1y8eFF/G3xAQAA6dOjQqMVR4+KaYERERDq1DkAxMTE1vr57927910uWLKl/RdRk/L10PUApdwqRW1QKR6W1xBURERFJo9YB6NixY7VqJwi8vdpYtbC3gZeTEmk5RTifnouebVwevhMREZEZqnUAureHh0yXv7cj0nKKkHSLAYiIiCxXvQZBk+niOCAiIiIGIIsTUH4nGNcEIyIiS8YAZGE6lw+EPpeWi3qsgkJERGQWGIAsTDs3B1jLBeQWlyE1u1DqcoiIiCTBAGRhbKxkaF++DhgvgxERkaViALJAAd4cCE1ERJaNAcgCVUyIyCUxiIjIUjEAWSB/by6KSkRElo0ByAIFlPcAXcnKR1GpRuJqiIiImh8DkAVyd1TAxd4GWhG4kJ4ndTlERETNjgHIAgmCcM84IF4GIyIiy8MAZKH0S2LwVngiIrJADEAWyr9iSQz2ABERkQViALJQAeU9QEm3crgkBhERWRwGIAvV0dMBMgG4W1CKzNxiqcshIiJqVgxAFkppLUdbN3sAnBCRiIgsDwOQBeOEiEREZKkYgCxYxYSIyewBIiIiC8MAZMH87xkITUREZEkYgCxYxa3wlzLzUFKmlbgaIiKi5sMAZMFaOdvCUWGFUo2Iy1lcEoOIiCwHA5AFEwShckJEzghNREQWhAHIwunHAXFGaCIisiAMQBaOPUBERGSJGIAsnL8X1wQjIiLLwwBk4Tp56gJQek4x7uaXSFwNERFR82AAsnCOSmv4utgC4ISIRERkORiASD8QmpfBiIjIUjAAUeWSGBwITUREFoIBiCoXRWUPEBERWQgGINLfCXYuPRcarShxNURERE2PAYjQxtUeSmsZikq1uHY7X+pyiIiImhwDEEEuE9DZs2I+II4DIiIi88cARADuuRPsFscBERGR+WMAIgCVS2IksQeIiIgsAAMQAeBcQEREZFkYgAhA5Z1gKXcKkVtUKnE1RERETcsoAtDy5cvh5+cHpVKJsLAwHDp0qMb2GzduhL+/P5RKJQIDA/Hzzz9X2/aVV16BIAhYunRpI1dtXlrY28DLSQkAOJ/Oy2BERGTeJA9AGzZsQExMDObNm4ejR48iKCgIkZGRyMjIqLL9gQMHMHz4cIwfPx7Hjh1DVFQUoqKicPr06Qfabt68GQcPHkTLli2b+m2YBf04IM4ITUREZk7yALRkyRJMmDABY8eORZcuXbBy5UrY2dlh1apVVbb/+OOPMXDgQLzxxhsICAjAggUL0KNHD8TFxRm0S01NxZQpU/Dtt9/C2tq6Od6KyeM4ICIishSSBqCSkhIkJiYiIiJCv00mkyEiIgIJCQlV7pOQkGDQHgAiIyMN2mu1Wrz00kt444030LVr16Yp3gwFeHNNMCIisgxWUp48KysLGo0Gnp6eBts9PT2RnJxc5T5paWlVtk9LS9M/X7RoEaysrPDaa6/Vqo7i4mIUFxfrn+fkWGYPSGUPUC5EUYQgCBJXRERE1DQkvwTW2BITE/Hxxx9jzZo1tf4Aj42NhUql0j98fX2buErj1M7dHtZyAXnFZbhxt1DqcoiIiJqMpAHIzc0Ncrkc6enpBtvT09Ph5eVV5T5eXl41tt+3bx8yMjLQunVrWFlZwcrKCteuXcO//vUv+Pn5VXnMmTNnQq1W6x8pKSkNf3MmyFouQwcPLolBRETmT9IAZGNjg549eyI+Pl6/TavVIj4+HuHh4VXuEx4ebtAeAHbu3Klv/9JLL+HkyZM4fvy4/tGyZUu88cYb+PXXX6s8pkKhgJOTk8HDUgV4VYwDsszLgEREZBkkHQMEADExMRg9ejRCQkLQq1cvLF26FPn5+Rg7diwAYNSoUWjVqhViY2MBAFOnTkW/fv2wePFiDB48GOvXr8eRI0fw+eefAwBcXV3h6upqcA5ra2t4eXmhc+fOzfvmTJC/tyNwjD1ARERk3iQPQNHR0cjMzMTcuXORlpaG4OBg7NixQz/Q+fr165DJKjuqevfujXXr1mH27NmYNWsWOnbsiC1btqBbt25SvQWzUjEQOom3whMRkRkTRFEUpS7C2OTk5EClUkGtVlvc5bCMnCL0ej8eMgE4++5AKK3lUpdERERUK3X5/Da7u8CoYdwdFXCxt4FWBC6k50ldDhERUZNgACIDgiDoF0blZTAiIjJXDED0AP2EiJwRmoiIzBQDED2gYlFUrglGRETmigGIHhBQcSfYrRxwjDwREZkjBiB6QEdPB8gE4G5BKTJzix++AxERkYlhAKIHKK3laOtmDwBI4oSIRERkhhiAqEr+3hUDoTkOiIiIzA8DEFVJvyYYe4CIiMgMMQBRlfzvGQhNRERkbhiAqEoVt8JfysxDSZlW4mqIiIgaFwMQVamVsy0cFVYo1Yi4nMUlMYiIyLwwAFGVBEGonBCRM0ITEZGZYQCiaunHAXFGaCIiMjMMQFQt9gAREZG5YgCiaukXRWUPEBERmRkGIKpW5/K5gNJzinEnv0TiaoiIiBoPAxBVy0FhhdYudgDYC0REROaFAYhq5O/FcUBERGR+GICoRvo1wdgDREREZoQBiGrENcGIiMgcMQBRjSoGQp9Ly4VGK0pcDRERUeNgAKIatXG1h9JahuIyLa7dzpe6HCKiOsvILcJfl29DFPlLHFViAKIayWUCOnvyMhgRmR6NVsTaA1fx+Id7EP35Qfxn53mpSyIjwgBED6WfEPEWB0ITkWlITsvB0BUHMG/rGeSXaAAAy36/iG//uiZxZWQsrKQugIxfxZIYSewBIiIjV1SqwSe/X8Bney+jTCvCQWGFt/7uj8ycIiz7/SLmbDkNdwcFBnT1krpUkhgDED0Ul8QgIlNw4FIWZv1wCldvFwAAIrt6Yv6QbvBSKSGKItJzirHhSAqm/O8Y1k14FD3btJC4YpISAxA9VMVkiCl3CpFbVApHpbXEFRERVcouKMF725OwMfEGAMDTSYH5Q7phYLfKXh5BEPDec92QkVuE3ecyMX7tYWx6tTfauztIVTZJjGOA6KFa2NvAy0kJADifzstgRGQcRFHEj8dTEbFkLzYm3oAgAC892gY7Y/oZhJ8KVnIZlo/ogSBfZ2QXlGLUl4eQkVMkQeVkDBiAqFb044C4JAYRGYGUOwUYu+Ywpq4/jqy8EnT0cMD3r4RjQVQ3ONXQS21nY4VVo0Pg52qH1OxCjFl9GLlFpc1YORkLBiCqFY4DIiJjUKbR4r/7LmPAf/7AnnOZsJHLEPNUJ2x/7W/o2calVsdwdVBg7bhecHOwwdlbOXj1m6MoKdM2ceVkbBiAqFYCvLkoKhFJ63SqGs99egD/3p6EwlINerV1wS/T/obXnuwIG6u6fZy1cbXHqjGhsLOR48+LWXjz+xPQcrZ7i8JB0FQrlT1AuRBFEYIgSFwREVmKwhINlu46j//+eQUarQgnpRVmDQrAsBBfyGT1/7+ou48zPh3RA+PXHsGW4zfhpbLFjL/7N2LlZMzYA0S10s7dHtZyAXnFZbhxt1DqcojIQvxxPhMDlu7FZ39chkYrYnB3b+z6Vz+82Kt1g8JPhf6dPbDwH4EAgJV7L2HN/isNPiaZBvYAUa1Yy2Xo4OGIpFs5SE7Lha+LndQlEZEZu51XjH9vT8LmY6kAgJYqJRZEdcOTAZ6Nfq4XQnyRkVuMD389h/nbzsLDSYlBgd6Nfh4yLuwBoloL8KoYB8SB0ETUNERRxKbEG4hYshebj6VCEICxffzwW0y/Jgk/Ff6vf3uMfLQ1RBGYtuE4/rp8u8nORcaBPUBUa/7ejsAxLopKRE3j2u18vL35NP68mAVANwnrwqHdEezr3OTnFgQB84d0Q0ZOMX47m44JXx3B96/2RqfyxaDJ/LAHiGqtYiB0Em+FJ6JGVKrRYuXeS4hc+gf+vJgFhZUMbw30x09T+jZL+KkglwlYNvwR9GzTAjlFZRi96hBuqTnm0VwxAFGtVUyGeDUrH4XlqysTETXEiZRsDInbj4W/JKOoVIs+HVzx67TH8Gr/9rCWN/9HlNJajv+OCkF7d3vcUhdhzKrDUBdyokRzxABEtebuoICrvQ20InAhg5fBiKj+8ovL8O5PZ/Hcp/uRdCsHznbW+OiFIHwzPgx+bvaS1tbC3gZrx/WCh6MC59JzMfGrIygu4y995oYBiGpNEAR9LxAnRCSi+tqdnIEB//kDq/ZfgVYEooJbYldMPzzf08do5hjzaWGH1WND4aCwwl9X7iDmO06UaG4YgKhOOA6IiOorM7cYk9cdxdg1h5GaXQifFrZYO64Xlr74CNwcFFKX94CuLVX47KWesJYL2H7yFt77OUnqkqgRMQBRnfh7sQeIiOpGFEVsOHwdTy7eg20nb0EmABMfa4ffXn8M/Tq5S11ejfp0cMNHLwQBAL788wr+u++yxBVRY+Ft8FQnAd6Vi6JySQwiepjLmXmY+cMp/HXlDgCgWysnLPxHd3RrpZK4stp7NrgV0nOK8P7Pyfj39iS4OyrwbHArqcuiBmIAojrp4OEAmQDcLShFRm4xPJ2UUpdEREaopEyLz/Zewie7L6KkTAtbazn+NaATxvT2g5UEd3c11IS/tcMtdRFW77+K6RtPwN1Bgd4d3KQuixrAKP4WLl++HH5+flAqlQgLC8OhQ4dqbL9x40b4+/tDqVQiMDAQP//8s/610tJSvPXWWwgMDIS9vT1atmyJUaNG4ebNm039NiyC0lqOtuV3aHBCRCKqSuK1u3j6k31YvPM8Ssq0eKyTO357/TG8/Ld2Jhl+AN1NIHMGd8HgQG+UakT88+tEnL3JsZCmTPK/iRs2bEBMTAzmzZuHo0ePIigoCJGRkcjIyKiy/YEDBzB8+HCMHz8ex44dQ1RUFKKionD69GkAQEFBAY4ePYo5c+bg6NGj+OGHH3Du3DkMGTKkOd+WWfOvuAzGJTGI6B65RaWY++NpPL/yAM6n58HV3gYfvxiMtWNDzWL9QJlMwOJhQQhr64Lc4jKMWX0IN+4WSF0W1ZMgiqKk9/WFhYUhNDQUcXFxAACtVgtfX19MmTIFM2bMeKB9dHQ08vPzsW3bNv22Rx99FMHBwVi5cmWV5zh8+DB69eqFa9euoXXr1g+tKScnByqVCmq1Gk5OTvV8Z+Yr7vcL+Oi38+jZpgXWjusFBwWvpBJZut/OpGHuj2eQllMEAHi+pw/eHhSAFvY2ElfW+NSFpXihPOR18HDA96+Ew9nO/N6nKarL57ekPUAlJSVITExERESEfptMJkNERAQSEhKq3CchIcGgPQBERkZW2x4A1Go1BEGAs7Nzo9Rt6SK6eMJaLiDx2l08G/cnLnJSRCKLlZ5ThFe+TsTErxORllOENq52WPdyGD56Icgsww8AqGytsXZcL3irlLiYkYeX1x5BUSknSjQ1kgagrKwsaDQaeHoarvDr6emJtLS0KvdJS0urU/uioiK89dZbGD58eLVpsLi4GDk5OQYPqp6/lxPWTwyHl5MSlzLzMSRuP7ad5BgrIkui1Yr45uA1RCzeix1n0mAlE/B//dvj12mPWcTgYG+VLdaM7QVHpRWOXLuLqeuPQcOJEk2K5GOAmlJpaSmGDRsGURSxYsWKatvFxsZCpVLpH76+vs1YpWnq2aYFtr3WF73bu6KgRIPJ645h/k9nUKrRSl0aETWxC+m5GPZZAmZvOY3c4jIE+Trjpyl98eZAfyit5VKX12w6eznii1EhsJHL8OuZdLyz9QwkHlVCdSBpAHJzc4NcLkd6errB9vT0dHh5eVW5j5eXV63aV4Sfa9euYefOnTVeC5w5cybUarX+kZKSUs93ZFncHBT4alwvvNq/PQBg9f6rGP75QaSXjwEgIvNSXKbBkp3nMWjZPhy5dhf2NnK880wX/PBqb/0cYZbm0Xau+E90MAQB+PrgNazYe0nqkqiWJA1ANjY26NmzJ+Lj4/XbtFot4uPjER4eXuU+4eHhBu0BYOfOnQbtK8LPhQsXsGvXLri6utZYh0KhgJOTk8GDasdKLsNbA/3x+Us94ajQdQUPXrYPCZduS10aETWiQ1fu4O8f78Oy+Aso1Yh40t8DO2P6YUyftpDLLHtC1MHdvTH36S4AgA92nMOmxBsSV0S1IfklsJiYGHzxxRdYu3YtkpKS8OqrryI/Px9jx44FAIwaNQozZ87Ut586dSp27NiBxYsXIzk5Ge+88w6OHDmCyZMnA9CFn+effx5HjhzBt99+C41Gg7S0NKSlpaGkpESS92gJBnT1wk9T+sLfyxFZeSUY+eVf+GzvJXYHE5k4dWEpZv5wCsM+S8DlzHy4OSiw/P/1wH9Hh6Cls63U5RmNsX3a4p+PtQMAvLXpJPaez5S4InoYyW+DB4C4uDh8+OGHSEtLQ3BwMJYtW4awsDAAQP/+/eHn54c1a9bo22/cuBGzZ8/G1atX0bFjR3zwwQcYNGgQAODq1ato27ZtlefZvXs3+vfv/9B6eBt8/RWWaPD25lP44VgqAGBgVy98+EJ3OCqtJa6MiOoqPikdM344hczcYgDA8F6+mDEwACo7/nuuilYrIua749hy/CbsbOTYMDEcgT6ms+SHOajL57dRBCBjwwDUMKIo4tu/ruPdn86iRKNFWzd7rBzZE53LF1IlIuP3v0PX8fbmU9CKQDt3e8Q+F4iwdjUPJyDdEiBj1xzC/ou34eZggx9e7YPWrqY/CaSpMJl5gMg8CYKAkY+2wXevhKOlSokrWfmIWr4fPx5Plbo0IqqFFXsuYeYPuvAzvJcvfpn6N4afWrKxkmHlyJ4I8HZCVl4JRq8+hDv5HH5hjBiAqMkE+zpj22t/w986uqGwVIOp649j3o+nUVLGW+WJjJEoioj9OQmLdiQDACY93h7vPxcIhZXl3NreGByV1lgzNhStnG1xJSsf49YcRmEJJ0o0NgxA1KRc7G2wZmwvvPZEBwDA2oRriP48AbfUhRJXRkT3KtNoMWPTKXz2x2UAwNuDAvBGpD8EwbLv8KovTycl1o7rBWc7axxPycbkdUdRxnnSjAoDEDU5uUxAzIDOWDUmBE5KKxy7no3By/7E/otZUpdGRNDN7zN53TFsOJICmQB88Hx3TCi/o4nqr4OHA74cHQKFlQzxyRmY8+Np3hlrRBiAqNk84e+JbVP+hi7eTriTX4KXvvwLy3dfhJbTxxNJJq+4DOPWHMaOM2mwkcvw6YieGBbC2fAbS882Llg2/BHIBOB/h1KwLP6i1CVROQYgalatXe3ww//1xgs9faAVgQ9/PYeJXydCXVgqdWlEFudufglGfHEQ+y/ehr2NHGvGhWJgt6pn4af6i+zqhXef7QYA+M+u89hw+LrEFRHAAEQSUFrL8eELQVj4j0DYWMmwKykdQ+L+xNmbXISWqLncUhfihc8ScOKGGi3srPG/iY+id3vzX8RUKiMfbYPJj+vGQs7afBq/J6c/ZA9qagxAJJkXe7XGpld6w6eFLa7dLsBzn+7H95xCnqjJXc7Mw/MrEnAxIw/eKiU2vtIb3X2cpS7L7P1rQCc839MHGq2ISd8ew/GUbKlLsmgMQCSpQB8Vtk3pi/6d3VFcpsX0jScwa/MpFJfxllGipnA6VY0XViYgNbsQ7dzs8f2rvdHBw0HqsiyCIAiI/Ucg+nVyR2GpBuPWHMaVrHypy7JYDEAkOWc7G6waHYrXIzpBEIB1f13HsPL/oImo8fx1+TaGf34Qt/NL0K2VEza+Eo5WXM+rWVnLZfh0RA8EtlLhTn4JRq86pF9qhJoXAxAZBZlMwNSIjlg9JhTOdtY4cUONp5ftwx9cUJCoUew6m45Rqw4ht7gMYW1d8L8Jj8LVQSF1WRbJXmGFVWNC0drFDtfvFGDcmsPILy6TuiyLwwBERqV/Zw9sm9IX3X1UuFtQitGrD2FZ/AXeKk/UAD8cvYF/fpOI4jItIgI8sXZcLy5QLDF3RwXWjusFF3sbnEpV49Vvj6KUEyU2KwYgMjo+Lezw3T/DMbxXa4gisGTneYxfexjZBVxPh6iuVv15BTHfnYBGK2JoDx+sHNkDSmsubWEM2rrZY9WYUNhay/HH+UzM2HSKEyU2IwYgMkpKazli/xGID5/vDoWVDLvPZeLpT/7E6VS11KURmQRRFLFk53m8u+0sAGBcn7b48PnusJLzv31jEuzrjOUjHoFcJmDT0RtY/Nt5qUuyGPyXQEbthRBf/PB/vdHaxQ437hbiHysOcBIxoofQakXM23oGy+IvAACmD+iEOU8HQCbjul7G6Al/T7z/nG6ixLjdF/H1wWsSV2QZGIDI6HVtqcJPk/viSX8PlJRp8damU3jr+5MoKuWt8kT3K9VoMW3DcXyVcA2CACyI6obJT3TkoqZGLjq0NV6P6AQAmPfjafx6Jk3iiswfAxCZBJWdNb4YFYI3IjtDJgAbjqTg+ZUHkHKnQOrSiIxGYYkGE746gq0nbsJKJuDjFx/BS4+2kbosqqXXnuyA4b1aQysCr/3vGI5cvSN1SWaNAYhMhkwmYNLjHfDVuDC42NvgdGoOnv7kT+xOzpC6NCLJqQtL8dKXf2HPuUworWX47+gQDAlqKXVZVAeCIGDBs10REeCB4jItxq89gosZuVKXZbYYgMjk9O3ohm1T+iLI1xnqwlKMXXMYS347Bw1vlScLlZFbhOjPEnDk2l04Ka3w7cth6N/ZQ+qyqB6s5DJ8MrwHgsv/fxu96jDSc4qkLsssMQCRSWrpbIvv/vmovnt/2e8XMWb1IdzJ563yZFlS7hTghZUJSE7LhbujAhv+GY6ebVykLosawNZGjlVjQtHOzR6p2YUYs/owcotKpS7L7DAAkclSWMmxIKob/hMdBKW1DPsuZOGZT/7ECS4wSBbiXFouhq44gGu3C9DaxQ7fvxKOAG8nqcuiRuBib4O143rBzUGBpFs5eOWbRJSUcaLExsQARCbvuUd8sGVSH/i52iE1uxAvrEzAt39d44RiZNaOXr+LYZ8lICO3GJ09HfH9K+Fo42ovdVnUiHxd7LBmbCjsbeTYf/E23vj+BGfFb0QMQGQW/L2csHVKXwzo4okSjRZvbz6N6RtPorCEt8qT+fnjfCZGfPEX1IWl6NHaGd/9MxweTkqpy6Im0K2VCitG9oSVTMCPx29i4Y5khqBGIoj8NfkBOTk5UKlUUKvVcHJid7IpEUURn/1xGR/sSIZWBAK8nbByZA/+ZkxmY9vJm3h9w3GUakT06+SOFSN7wM7GSuqyqIn9cPQGYr47AQBwVFihu68Kwb7OCPJxRrCvMwNwubp8fjMAVYEByPQduJSF1/53DFl5JXBUWuE/w4IR0cVT6rKIGmTdX9fx9pZTEEXg6e7eWDIsGDZW7Mi3FGsPXMWiHckoqKJn21ulRJCPM4J8nRHkq0JgK5VFLnjLANRADEDmIU1dhP/7NhFHr2cDACY93h4xT3WGnMsBkIkRRRGf7rmED389BwAYEdYa7z7bjX+XLVCZRovz6Xk4cSMbJ1KycTwlG+fTc3H/VTFBADq4O5QHImcE+zijs5ej2QdmBqAGYgAyHyVlWrz/cxLWHLgKAOjTwRXLXnwErg4KaQsjqiVRFPH+z0n4Yt8VAMCUJzog5qlOXNqC9ApKynA6NUcXiMqD0Y27hQ+0s7GSoWtLJ/1lsyBfZ/i52pnV3yUGoAZiADI/W0/cxIxNJ1FQooG3SonlI3qgR+sWUpdFVKMyjRYzfziFjYk3AACzBwfg5b+1k7gqMgVZecU4eSMbx1PUOJ6iC0XqwgfnElLZWqO7j248UbCvM7r7OMPd0XR/QWQAaiAGIPN0Pj0Xr3yTiMuZ+bCWC5jzdBe89Ggbs/rth8xHUakGr/3vGH47mw65TMCiod3xfE8fqcsiEyWKIq7dLsCJG9n6QHT6Zk6Vcwu1crYt7yFSIcjHGd1aqWCvMI2B9gxADcQA9BAFd4Cr+wDXjoBnF6mrqZPcolK8tekkfj6lW2k5Krgl3hzoDxd7Gyit5RJXR6STV1yGiV8dwYFLt2FjJUPc8EcwoKuX1GWRmSnVaHEuLVcfiE7cyMaFjDzcnwpkAtDJ09FgkHVnT0dYyY1vPBEDUAMxAFWhKAdI3g6c3gRc3g1oy3TbPboCgc8D3YYCLUxj1WlRFPHln1cQ+0uywfphCisZVLbWcLazhrOtDVR21rrn5dtUttZQ2dnA2dbaoJ2j0goyDkalRnI7rxhj1xzGyRtqOCis8MWoEIS3d5W6LLIQecVlOHVDrespuq4LRbfUD65FprSWoVtLlcEga18XW8l71BmAGogBqFxJAXB+hy70XNgJaIorX3PtCGRfAzT3rL3l+6guDHV9DrB3a/566+jQlTuYtfkUrmTlN2ghVUEAnJQVgcgaTrbWcL4vKKn0X9sYtGOvE93rZnYhXvryL1zKzNcthTC2FwJ9VFKXRRYuPadI30N0IkUXjnKLyh5o18LOWheIfCrGE6ma/YYTBqAGsugAVFYMXPpdF3qSfwZK8ytfc+sEdHse6PYPwK0jUHgXSPoJOLURuLIPQPlfJUEOtH8CCHwB8B8EKBwleSu1JYoi8ks0yC4oQXZBKdSFukd2QSmyC0t0zwvufV4GdUEJsgtLq5yPoy6U1jJdb5OtNVTlwUjfu2RnowtT9/ZKlbdzVLDXydxcyszDS//9CzfVRWipUuLrl8PQ3t1B6rKIHqDVirhyO18XilKycfyGGkk3c1CieXA8UWsXu/JQpBto3bWlCrY2TfeLHwNQA1lcANKUAVf/0IWepJ+AInXla85tdJe3ug0FPLvqujuqknMTOLNZF4ZuHqvcbmULdP67Lgx1iACsbJr2vTSzkjJteWCqDE+6oFQepMqDkmGw0oWqhsxmLxOgD0cqO10wauNih0AfFbr7qNDB3cEor89T1U6nqjFq1SHcyS9Be3d7fD0+DC2dbaUui6jWiss0SL6Vq790dvxGNi5n5j/QTi4T0NnTEUG+zhjQ1ROPd/Zo1DoYgBrIIgKQVgukHNSFnjNbgIKsytccvYGu/9CFnlY9qg891cm6qAtCpzYCdy5Vblc6A12jdGGodW9AZrkf0FqtiLySMqgLDHubqgpK9wYrdWEpCksf3utkay1H15ZO+kAU2MoZ7dzs2WtkhBIu3caEr44gr7gM3X1UWD0mlPNUkVlQF5ZWjicqn7QxM7dyKMU/+7XDzL8HNOo5GYAayGwDkCjqemdObwJO/wDk3qx8zc4V6PKsLvQ0VjipON+p73XnzEurfM2xJRA4VBeGvLrXPWRZsKJSDXIqQlJ5MLpbUIKLGXm6W1tT1civ4tKcg8IKXVs66QKRjzO6t1KhjZlNgmZqdp5Nx6R1R1FSpkV4O1d8MToEDiZyuzFRXYmiiLTy8UTHU9R4vLM7wto17gB/BqAGMrsAlH62PPRsAu5eqdyucAICntGN6WnbD5A34boxWg1w9U9dr9DZrUDxPZfZ3DrpglC3oYBr+6arwUJotSIuZ+XjVGo2Tt5Q49QNNU7fVKOo9MHr805KK3T3cdb1FLVSIdBHhVbO0t/JYQk2Jd7Am5tOQqMVMaCLJ5YNf4SD4okaiAGogcwiAN2+pOvlOb0JyEyq3G5tpxuT020o0P5JwFqCFYTLinV3lZ3aqLvLrOyeWyxb9dSFoa7PAY6c96SxlGm0uJSZj5M3snEqVY2TN9Q4e6vqSdBc7G0Q2Kri0pkK3X2c4emkYChqRP/ddxn/3q77d/l8Tx8s/Ecgx2wRNQIGoAYy2QCUnaIbiHx6E3DreOV2uQ3QcYCup6fTQMDGXrISH1Axv9CpjcDlPYBYfulGkAFtH9OFoYBnACVvBW5sFZOgVQSiU6nZSL6Vi7IqRme7Oyr0PUQVM8Oa8nT5UhFFEYt/O4+43RcBAC/3bYtZgwI4NouokTAANZBJBaC8DN0g5tObdIOaKwhyoF1/XU+P/2DA1lmiAuug4r2c2gjcOFS5Xa4AOg3QhaGOkdL0WlmIolINzqXl4mSqGqdu6C6hXcjIq3KepJYqZfkga2cEttL1FrWwN6+7/BqTRiti3tbT+ObgdQDAG5Gd8X/927NnjagRMQA1kNEHoII7QPI2Xei58gcgVlzGEIA2fXQ9PV2eNYnJCKt154ru/Z3aCGQmV26vGLcU+Dzg9xgg54DRplZYosHZWzm6y2c31DiZqsalzAenywcAXxdbdG/lrL/7rFsrFZyUTTi2zESUlGkR891xbDt5C4IA/DuqG0aEmcbM6USmhAGogYwyABXnAud+0YWCi/GA9p5VfVuF6Hp6ukYBTi0lK7FJiCKQfqb8tvrvgZwbla/Ze+jCXuALurFD/E262eQVl+FMqvqey2dqXMl6cM4PAGjnZo/Ae8YTdW3pZDILKzaGgpIyvPrNUew9nwlruYD/RAfj6e5m9u+UyEgwADWQ0QSg0kLgwm+60HP+V8PBwp6Bug//rs8BLm2lq7E5abVAyl+6MHRmM1B4p/K1Fn66IBT4AuDeWbISLZm6sBRnUtXll890c3/cuFv4QDtBADq4O9xz55kuFJnjHVDqglKMW3sYidfuwtZajpUv9US/Tu5Sl0VkthiAGkjSAFRWolts9PQm3eDgkrzK11w7VM7KbOkf8ppS4NJuXRhK3m64ZIdXYOVt9Sof6Wok3Mkvwal7xhOdSlVXubCiXCago4cDgsoXVLSxksFaLtP/qbCSwUZeuc1g+z1tbeTlj/LtcgkHF2fkFGHUqkNITsuFytYaq8aEomebFpLVQ2QJGIAaqNkDUMUcOac3AUlbdWtsVVD56np6ug3lhIHVKcnXXR48tRG4uKtypXpANyYq8AXdmCg7F+lqJL2M3CKcrrh0dkONEzfUyMorfviO9SATUBmM7vmzyiAlNwxdNla67dZyoXxfOaytBNjIK7YbHsPGSgaFXAZrKxlKNVrM2HQK1+8UwMNRga/Hh6Gzl3GviUdkDkwuAC1fvhwffvgh0tLSEBQUhE8++QS9evWqtv3GjRsxZ84cXL16FR07dsSiRYswaNAg/euiKGLevHn44osvkJ2djT59+mDFihXo2LFjrepplgCk1QI3DpcvRbEZyM+ofM3BU3dpq9tQwCeUoacuCu4AZ7foxgtd21+5XWatW4ss8HndPEjGNBWAhRNFEek5xfo5ijJzi1Gi0aKkTPco1Wgrn2vE8u0alFZ8rdGitEyL4vI2xqSNqx2+HheG1q52UpdCZBFMKgBt2LABo0aNwsqVKxEWFoalS5di48aNOHfuHDw8Hlwk7cCBA3jssccQGxuLp59+GuvWrcOiRYtw9OhRdOvWDQCwaNEixMbGYu3atWjbti3mzJmDU6dO4ezZs1AqH34LdZMFIFEEbp2oDD3qlMrXbFtULkXRpg8gM7/xEM1OfaPyTrK0U5Xbre11UwMEvgC0f7xpZ8CmZiWKIsq0okF4Kq4ISfeEKsOAJaJEozEIWKX3BbDie4JWxb767feFtIpg1sHDAR++0B0ejpy2oUZajW5y1LKiykdpxdf3bS8r1o2N1G8vBsrue27w+j37act0c6JZKXVTaVgpASvFfX/e+7j/NQVgbVv19vv34//fkjGpABQWFobQ0FDExcUBALRaLXx9fTFlyhTMmDHjgfbR0dHIz8/Htm3b9NseffRRBAcHY+XKlRBFES1btsS//vUvTJ8+HQCgVqvh6emJNWvW4MUXX3xoTU0WgH5+Ezj0WeVzG0fdB3G3ofwgbmoZycDp73Vh6O7Vyu22Lvcsv1He06bvcavrczz4er2PVY9zC7LKh0xu+Pz+R51eF3TzSjXJ61W8JshqeK/VfR+q+R7V9P2r82s1/byrqQsAUP5frP6/2vuf4yGvN9fzauoVNdWHigfCSi3DyL373XtHq7mQWRuGo2oDlwKwqiFUVbWfvHyuLVEEIBr+HPXb7nv+QPsq/qy2Dao5R233r6pN+Z8tgwHf6q/21EddPr8lvRe1pKQEiYmJmDlzpn6bTCZDREQEEhISqtwnISEBMTExBtsiIyOxZcsWAMCVK1eQlpaGiIgI/esqlQphYWFISEioMgAVFxejuLhyDEJOTk5D3lb1/PoCR9fqZmPuNhTo+JTuNwpqeh7+wBOzgcffBlITdUHo9CYgPxO4cefh+xNR05NZVd0L80AQuOf5A70y9z2veF2Q626eKLs/lBXXEOiq+rOa1+8de6gtBUpKgZJc6b6XpqBvTKMHoLqQNABlZWVBo9HA09PTYLunpyeSk5Or3CctLa3K9mlpafrXK7ZV1+Z+sbGxmD9/fr3eQ510Ggi8cRFQcDCkZAQB8AnRPQa8p5txujAbjf9bdWMeq6bnVfzmpdXoJsfUP+55rtVW/9oD+953HG11+z3kuDWes6rjVvHb4v2/6d7zR9WvVXOM+r5WXe9IteeueF6b3quqerNqer2evVr1PbcgqwwVNYWNmkJKja+XvyZXmPbEppoyQFN8T4CqQ3iqNnzd36ZQd6dwxd8ngz9R/jWqeO2+v4fV/flAmyqe12n/Ko5z79eeXRv1R1BXJvy3rfHMnDnToFcpJycHvr6+jX8iKxvdg4yD3Apo01vqKojIHMitdA/eYGEyJF1+2M3NDXK5HOnp6Qbb09PT4eVV9UrgXl5eNbav+LMux1QoFHBycjJ4EBERkfmSNADZ2NigZ8+eiI+P12/TarWIj49HeHh4lfuEh4cbtAeAnTt36tu3bdsWXl5eBm1ycnLw119/VXtMIiIisiySXwKLiYnB6NGjERISgl69emHp0qXIz8/H2LFjAQCjRo1Cq1atEBsbCwCYOnUq+vXrh8WLF2Pw4MFYv349jhw5gs8//xwAIAgCpk2bhn//+9/o2LGj/jb4li1bIioqSqq3SUREREZE8gAUHR2NzMxMzJ07F2lpaQgODsaOHTv0g5ivX78Omayyo6p3795Yt24dZs+ejVmzZqFjx47YsmWLfg4gAHjzzTeRn5+PiRMnIjs7G3379sWOHTtqNQcQERERmT/J5wEyRkazGCoRERHVWl0+vyUdA0REREQkBQYgIiIisjgMQERERGRxGICIiIjI4jAAERERkcVhACIiIiKLwwBEREREFocBiIiIiCwOAxARERFZHMmXwjBGFZNj5+TkSFwJERER1VbF53ZtFrlgAKpCbm4uAMDX11fiSoiIiKiucnNzoVKpamzDtcCqoNVqcfPmTTg6OkIQhEY9dk5ODnx9fZGSksJ1xowAfx7GhT8P48Kfh3Hhz+PhRFFEbm4uWrZsabCQelXYA1QFmUwGHx+fJj2Hk5MT/wIbEf48jAt/HsaFPw/jwp9HzR7W81OBg6CJiIjI4jAAERERkcVhAGpmCoUC8+bNg0KhkLoUAn8exoY/D+PCn4dx4c+jcXEQNBEREVkc9gARERGRxWEAIiIiIovDAEREREQWhwGIiIiILA4DUDNavnw5/Pz8oFQqERYWhkOHDkldkkWKjY1FaGgoHB0d4eHhgaioKJw7d07qsqjcwoULIQgCpk2bJnUpFi01NRUjR46Eq6srbG1tERgYiCNHjkhdlkXSaDSYM2cO2rZtC1tbW7Rv3x4LFiyo1XpXVD0GoGayYcMGxMTEYN68eTh69CiCgoIQGRmJjIwMqUuzOHv37sWkSZNw8OBB7Ny5E6WlpRgwYADy8/OlLs3iHT58GJ999hm6d+8udSkW7e7du+jTpw+sra3xyy+/4OzZs1i8eDFatGghdWkWadGiRVixYgXi4uKQlJSERYsW4YMPPsAnn3widWkmjbfBN5OwsDCEhoYiLi4OgG69MV9fX0yZMgUzZsyQuDrLlpmZCQ8PD+zduxePPfaY1OVYrLy8PPTo0QOffvop/v3vfyM4OBhLly6VuiyLNGPGDOzfvx/79u2TuhQC8PTTT8PT0xNffvmlftvQoUNha2uLb775RsLKTBt7gJpBSUkJEhMTERERod8mk8kQERGBhIQECSsjAFCr1QAAFxcXiSuxbJMmTcLgwYMN/p2QNLZu3YqQkBC88MIL8PDwwCOPPIIvvvhC6rIsVu/evREfH4/z588DAE6cOIE///wTf//73yWuzLRxMdRmkJWVBY1GA09PT4Ptnp6eSE5OlqgqAnQ9cdOmTUOfPn3QrVs3qcuxWOvXr8fRo0dx+PBhqUshAJcvX8aKFSsQExODWbNm4fDhw3jttddgY2OD0aNHS12exZkxYwZycnLg7+8PuVwOjUaD9957DyNGjJC6NJPGAEQWbdKkSTh9+jT+/PNPqUuxWCkpKZg6dSp27twJpVIpdTkE3S8GISEheP/99wEAjzzyCE6fPo2VK1cyAEngu+++w7fffot169aha9euOH78OKZNm4aWLVvy59EADEDNwM3NDXK5HOnp6Qbb09PT4eXlJVFVNHnyZGzbtg1//PEHfHx8pC7HYiUmJiIjIwM9evTQb9NoNPjjjz8QFxeH4uJiyOVyCSu0PN7e3ujSpYvBtoCAAGzatEmiiizbG2+8gRkzZuDFF18EAAQGBuLatWuIjY1lAGoAjgFqBjY2NujZsyfi4+P127RaLeLj4xEeHi5hZZZJFEVMnjwZmzdvxu+//462bdtKXZJFe/LJJ3Hq1CkcP35c/wgJCcGIESNw/Phxhh8J9OnT54GpIc6fP482bdpIVJFlKygogExm+HEtl8uh1Wolqsg8sAeomcTExGD06NEICQlBr169sHTpUuTn52Ps2LFSl2ZxJk2ahHXr1uHHH3+Eo6Mj0tLSAAAqlQq2trYSV2d5HB0dHxh/ZW9vD1dXV47Lksjrr7+O3r174/3338ewYcNw6NAhfP755/j888+lLs0iPfPMM3jvvffQunVrdO3aFceOHcOSJUswbtw4qUszabwNvhnFxcXhww8/RFpaGoKDg7Fs2TKEhYVJXZbFEQShyu2rV6/GmDFjmrcYqlL//v15G7zEtm3bhpkzZ+LChQto27YtYmJiMGHCBKnLski5ubmYM2cONm/ejIyMDLRs2RLDhw/H3LlzYWNjI3V5JosBiIiIiCwOxwARERGRxWEAIiIiIovDAEREREQWhwGIiIiILA4DEBEREVkcBiAiIiKyOAxAREREZHEYgIiIamHPnj0QBAHZ2dlSl0JEjYABiIiIiCwOAxARERFZHAYgIjIJWq0WsbGxaNu2LWxtbREUFITvv/8eQOXlqe3bt6N79+5QKpV49NFHcfr0aYNjbNq0CV27doVCoYCfnx8WL15s8HpxcTHeeust+Pr6QqFQoEOHDvjyyy8N2iQmJiIkJAR2dnbo3bv3A6umE5FpYAAiIpMQGxuLr776CitXrsSZM2fw+uuvY+TIkdi7d6++zRtvvIHFixfj8OHDcHd3xzPPPIPS0lIAuuAybNgwvPjiizh16hTeeecdzJkzB2vWrNHvP2rUKPzvf//DsmXLkJSUhM8++wwODg4Gdbz99ttYvHgxjhw5AisrK67ITWSiuBgqERm94uJiuLi4YNeuXQgPD9dvf/nll1FQUICJEyfi8ccfx/r16xEdHQ0AuHPnDnx8fLBmzRoMGzYMI0aMQGZmJn777Tf9/m+++Sa2b9+OM2fO4Pz58+jcuTN27tyJiIiIB2rYs2cPHn/8cezatQtPPvkkAODnn3/G4MGDUVhYCKVS2cTfBSJqTOwBIiKjd/HiRRQUFOCpp56Cg4OD/vHVV1/h0qVL+nb3hiMXFxd07twZSUlJAICkpCT06dPH4Lh9+vTBhQsXoNFocPz4ccjlcvTr16/GWrp3767/2tvbGwCQkZHR4PdIRM3LSuoCiIgeJi8vDwCwfft2tGrVyuA1hUJhEILqy9bWtlbtrK2t9V8LggBANz6JiEwLe4CIyOh16dIFCoUC169fR4cOHQwevr6++nYHDx7Uf3337l2cP38eAQEBAICAgADs37/f4Lj79+9Hp06dIJfLERgYCK1WazCmiIjMF3uAiMjoOTo6Yvr06Xj99deh1WrRt29fqNVq7N+/H05OTmjTpg0A4N1334Wrqys8PT3x9ttvw83NDVFRUQCAf/3rXwgNDcWCBQsQHR2NhIQExMXF4dNPPwUA+Pn5YfTo0Rg3bhyWLVuGoKAgXLt2DRkZGRg2bJhUb52ImggDEBGZhAULFsDd3R2xsbG4fPkynJ2d0aNHD8yaNUt/CWrhwoWYOnUqLly4gODgYPz000+wsbEBAPTo0QPfffcd5s6diwULFsDb2xvvvvsuxowZoz/HihUrMGvWLPzf//0fbt++jdatW2PWrFlSvF0iamK8C4yITF7FHVp3796Fs7Oz1OUQkQngGCAiIiKyOAxAREREZHF4CYyIiIgsDnuAiIiIyOIwABEREZHFYQAiIiIii8MARERERBaHAYiIiIgsDgMQERERWRwGICIiIrI4DEBERERkcRiAiIiIyOL8f68iCycPeGeuAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 565ms/step - loss: 9.3136e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 16s 569ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.97      0.94      0.95       423\n",
            "           1       0.91      0.96      0.93       270\n",
            "\n",
            "    accuracy                           0.94       693\n",
            "   macro avg       0.94      0.95      0.94       693\n",
            "weighted avg       0.95      0.94      0.94       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 94s 2s/step - loss: 0.0162 - accuracy: 0.9974 - val_loss: 3.5476e-05 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0090 - accuracy: 0.9965 - val_loss: 6.7217e-05 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0181 - accuracy: 0.9937 - val_loss: 1.8296e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0056 - accuracy: 0.9986 - val_loss: 4.2105e-05 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0105 - accuracy: 0.9972 - val_loss: 9.7897e-05 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0049 - accuracy: 0.9986 - val_loss: 3.4381e-05 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.0055 - accuracy: 0.9979 - val_loss: 7.0090e-05 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0083 - accuracy: 0.9972 - val_loss: 0.0051 - val_accuracy: 0.9937\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0065 - accuracy: 0.9979 - val_loss: 1.3513e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0051 - accuracy: 0.9972 - val_loss: 6.2915e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 564ms/step - loss: 3.4261e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 567ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.97      0.95      0.96       423\n",
            "           1       0.92      0.95      0.93       270\n",
            "\n",
            "    accuracy                           0.95       693\n",
            "   macro avg       0.94      0.95      0.94       693\n",
            "weighted avg       0.95      0.95      0.95       693\n",
            "\n",
            "Acuuracy results of the 4 models :  [0.8513708513708513, 0.9523809523809523, 0.9437229437229437, 0.9466089466089466]\n",
            "Avrage accuracy of this probability = 0.9235209235209235\n"
          ]
        }
      ],
      "source": [
        "# No preprocessing- Balancing -  Anonymisation (4)\n",
        "\n",
        "dff = df\n",
        "p = 0.9\n",
        "dff_pred = df_pred\n",
        "\n",
        "#---------------------------------\n",
        "\n",
        "dff = balancing_func(dff)\n",
        "\n",
        "for i in range (len(dff)):\n",
        "    dff['Facts'].iloc[i] = anonymisation(dff['Facts'].iloc[i] , dff['first_party'].iloc[i] , dff['second_party'].iloc[i])\n",
        "\n",
        "for i in range (len(dff_pred)):\n",
        "    dff_pred['Facts'].iloc[i] = anonymisation(dff_pred['Facts'].iloc[i], dff_pred['first_party'].iloc[i] , dff_pred['second_party'].iloc[i])\n",
        "\n",
        "#-------------------------------------\n",
        "\n",
        "X_input_ids_pred = np.zeros((len(dff_pred), 256))\n",
        "X_input_ids_pred = generate_training_data(dff_pred , X_input_ids_pred , tokenizer)\n",
        "\n",
        "#-----------------------------------\n",
        "\n",
        "train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4 = K_fold(dff)\n",
        "\n",
        "#----------------------------------\n",
        "train_set_1 = making_dataset(train_1)\n",
        "train_size = int((len(train_1)/32)*p) \n",
        "train_1_dataset = train_set_1.take(train_size)\n",
        "val_1_dataset = train_set_1.skip(train_size)\n",
        "\n",
        "test_1_dataset = making_dataset(test_1)\n",
        "\n",
        "train_set_2 = making_dataset(train_2)\n",
        "train_size = int((len(train_2)/32)*p) \n",
        "train_2_dataset = train_set_2.take(train_size)\n",
        "val_2_dataset = train_set_2.skip(train_size)\n",
        "\n",
        "test_2_dataset = making_dataset(test_2)\n",
        "\n",
        "train_set_3 = making_dataset(train_3)\n",
        "train_size = int((len(train_3)/32)*p) \n",
        "train_3_dataset = train_set_3.take(train_size)\n",
        "val_3_dataset = train_set_3.skip(train_size)\n",
        "\n",
        "test_3_dataset = making_dataset(test_3)\n",
        "\n",
        "train_set_4 = making_dataset(train_4)\n",
        "train_size = int((len(train_4)/32)*p) \n",
        "train_4_dataset = train_set_4.take(train_size)\n",
        "val_4_dataset = train_set_4.skip(train_size)\n",
        "\n",
        "test_4_dataset= making_dataset(test_4)\n",
        "\n",
        "#------------------------------------\n",
        "acc_result = []\n",
        "\n",
        "for i in range (4):\n",
        "    \n",
        "    if i == 0 :\n",
        "        \n",
        "        the_model_4_1 = creating_model(train_1_dataset,val_1_dataset,test_1_dataset)\n",
        "        y_predict = the_model_4_1.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "        \n",
        "    if i == 1 :\n",
        "        the_model_4_2 = creating_model(train_2_dataset,val_2_dataset,test_2_dataset)\n",
        "        y_predict = the_model_4_2.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 2 :\n",
        "        the_model_4_3 = creating_model(train_3_dataset,val_3_dataset,test_3_dataset)\n",
        "        y_predict = the_model_4_3.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 3 :\n",
        "        the_model_4_4 = creating_model(train_4_dataset,val_4_dataset,test_4_dataset)\n",
        "        y_predict = the_model_4_4.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "        \n",
        "    \n",
        "print('Acuuracy results of the 4 models : ',acc_result)\n",
        "print('Avrage accuracy of this probability =' , sum(acc_result)/len(acc_result))\n",
        "\n",
        "probabilitiy_4 = sum(acc_result)/len(acc_result)\n"
      ]
    },
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          "text": [
            "Epoch 1/10\n",
            "58/58 [==============================] - 111s 2s/step - loss: 0.5746 - accuracy: 0.7801 - val_loss: 0.2587 - val_accuracy: 0.8906\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.2661 - accuracy: 0.8960 - val_loss: 0.0824 - val_accuracy: 0.9688\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.1292 - accuracy: 0.9477 - val_loss: 0.0457 - val_accuracy: 0.9792\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0992 - accuracy: 0.9628 - val_loss: 0.0070 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0301 - accuracy: 0.9898 - val_loss: 0.0033 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0247 - accuracy: 0.9935 - val_loss: 0.0025 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0378 - accuracy: 0.9855 - val_loss: 0.0032 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0353 - accuracy: 0.9871 - val_loss: 0.0374 - val_accuracy: 0.9896\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0275 - accuracy: 0.9914 - val_loss: 0.0057 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0064 - accuracy: 0.9973 - val_loss: 0.0014 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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EhYVVee7YsWPs2rWLVq1aERAQcE6vf6zMytbMAkwmE12ahGE2a8NGd+CK362IiBinpu/vk6nnxsX8fcz4WszY7XaKSt2790ZERMQTKdy4mMlkIjSgYVyaEhER8UQKN3UgtIGMuxEREfFECjd1INjfBxNQUm6ltFwzkEREROqTwk0d8LGYCaxYG6ewxL2nhIuIiHgahZs6onE3IiIixlC4qSOV690Ulrh2d28RERGpmcJNHQnys2Axm7Da7BSXWo0uR0RExGso3NQRk8lUpfdGRERE6ofCTR1qSONuLrroIiZPnux8nJCQwMyZM2s8x2Qy8fnnn5/3e7vqdUREREDhpk6F+PsCcLS0nHJr3U0Jv/LKK7n88surfW7ZsmWYTCZ+/fXXs3rN1atXc9ttt7miPKdHH32UxMTEU9oPHjzIH//4R5e+l4iIeC+Fmzrk52PG38eCnbq9NHXrrbeyaNEi9u3bd8pzb775Jr1796Zbt25n9ZoxMTEEBQW5qsQaxcXF4e/vXy/vJSIink/hpo5VXpoqrMNLU1dccQUxMTHMnTu3SnthYSEfffQRV199NTfccAPNmjUjKCiIrl278v7779f4midfltq2bRuDBw8mICCAzp07s2jRolPOuf/++2nfvj1BQUG0bt2ahx9+mLIyxzo/c+fOZfr06axfvx6TyYTJZHLWe/JlqQ0bNvCHP/yBwMBAoqKiuO222ygsLHQ+P3bsWK6++mqee+45mjRpQlRUFHfeeafzvURExLv5GF2A27Pboaz4nE8PNZdxqKyYwsJj2INtmExnsUu4bxDU4ngfHx9Gjx7N3LlzefDBB53v8dFHH2G1Wrn55pv56KOPuP/++wkLC2PBggXccssttGnThr59+57x9W02G3/605+IjY3l559/Ji8vr8r4HOdnDQ1l7ty5NG3alA0bNjBhwgRCQ0O57777GDVqFBs3bmThwoV89913AISHh5/yGkVFRQwbNox+/fqxevVqsrKyGD9+PBMnTqwS3hYvXkyTJk1YvHgx27dvZ9SoUSQmJjJhwoQzfh4REfFsCjdnUlYMTzY959NDga7nevIDB8AvuFaH/vWvf+XZZ59lyZIlXHTRRYDjktS1115Ly5Ytuffee53HTpo0iW+++YYPP/ywVuHmu+++4/fff+ebb76haVPHn8WTTz55yjiZhx56yHk/ISGBe++9lw8++ID77ruPwMBAQkJC8PHxIS4u7rTv9d5773Hs2DHefvttgoMdn33WrFlceeWVPP3008TGxgLQqFEjZs2ahcVioWPHjowYMYLU1FSFGxER0WUpT9GxY0f69+/PG2+8AcD27dtZtmwZt956K1arlccff5yuXbsSGRlJSEgI33zzDXv37q3Va2/evJn4+HhnsAHo16/fKcfNmzePAQMGEBcXR0hICA899FCt3+PE9+revbsz2AAMGDAAm83Gli1bnG1dunTBYrE4Hzdp0oSsrKyzei8REfFM6rk5E98gRw/KecguLCEj7xihAb4kRJ3FIF3fsxvQe+uttzJp0iRmz57Nm2++SZs2bRgyZAhPP/00//d//8fMmTPp2rUrwcHBTJ48mdLS0rP8JKe3cuVKbrrpJqZPn86wYcMIDw/ngw8+YMaMGS57jxP5+vpWeWwymbDZtEmpiIgo3JyZyVTrS0OnExoawMFiM4U2EzafIMzmsxh3cxauu+467r77bt577z3efvttbr/9dkwmEytWrGDkyJHcfPPNgGMMzdatW+ncuXOtXrdTp06kp6dz8OBBmjRpAsBPP/1U5Zgff/yRli1b8uCDDzrb9uzZU+UYPz8/rNaaV2vu1KkTc+fOpaioyNl7s2LFCsxmMx06dKhVvSIi4t10Waoe+PuY8bWYsdntFJXW3aypkJAQRo0axdSpUzl48CBjx44FoF27dixatIgff/yRzZs387e//Y3MzMxav+7QoUNp3749Y8aMYf369SxbtqxKiKl8j7179/LBBx+wY8cOXnjhBT777LMqxyQkJLBr1y7S0tLIycmhpKTklPe66aabCAgIYMyYMWzcuJHFixczadIkbrnlFud4GxERkZoo3NSDKlsx1PFqxbfeeitHjhxh2LBhzjEyDz30ED179mTYsGFcdNFFxMXFcfXVV9f6Nc1mM5999hlHjx6lb9++jB8/nieeeKLKMVdddRX33HMPEydOJDExkR9//JGHH364yjHXXnstl19+ORdffDExMTHVTkcPCgrim2++4fDhw/Tp04c///nPXHLJJcyaNevs/zBERMQrmexetmV1fn4+4eHh5OXlERYWVuW5Y8eOsWvXLlq1akVAQIBL3ze3uJS9h4sJ8LXQPjbUpa8tZ1aXv1sREal7NX1/n0w9N/WksufmWJmVsnINfBUREakrCjf1xMdiJsivYiNN7RIuIiJSZxRu6tHxcTfaJkBERKSuKNzUo8p9pgpKyvGyoU4iIiL1RuGmGnUVPIL8LFhMJqw2O0fLal7vRVxLYVJExHso3JygctXb4uJz3yizJiaTiZDK3ps6nhIuVVX+Tk9e2VhERDyPVig+gcViISIiwrlHUVBQ0Nnt4l0Lflixl5eSV2Al3M+lLy3VsNvtFBcXk5WVRURERJX9qERExDMp3JykcsfqutqEsdxmIyuvBBNQlheA2cXhSaoXERFR427kIiLiORRuTmIymWjSpAmNGzemrKxuZjX9641V7DtSzKNXdmFQ+5g6eQ85ztfXVz02IiJeROHmNCwWS519IXZqHsXPewtYvCOXS7vF18l7iIiIeCu3GFA8e/ZsEhISCAgIICkpiVWrVp322Llz52IymarcGtpy+oPbRwOwdGu2ZvGIiIi4mOHhZt68eSQnJ/PII4+wbt06unfvzrBhw2oc8xIWFsbBgwedtz179tRjxefvwtZR+FnM7DtylF05RUaXIyIi4lEMDzfPP/88EyZMYNy4cXTu3Jk5c+YQFBTEG2+8cdpzTCYTcXFxzltsbGw9Vnz+gvx86J3QCHD03oiIiIjrGBpuSktLWbt2LUOHDnW2mc1mhg4dysqVK097XmFhIS1btiQ+Pp6RI0eyadOm+ijXpQZXDCReui3H4EpEREQ8i6HhJicnB6vVekrPS2xsLBkZGdWe06FDB9544w3mz5/Pu+++i81mo3///uzbt6/a40tKSsjPz69ycweD2znCzcodhygp12rFIiIirmL4Zamz1a9fP0aPHk1iYiJDhgzh008/JSYmhldeeaXa41NSUggPD3fe4uPdY3ZSpyahxIT6c7TMytrdR4wuR0RExGMYGm6io6OxWCxkZmZWac/MzKz1gmu+vr706NGD7du3V/v81KlTycvLc97S09PPu25XMJlMDGrnmDW1ZJvG3YiIiLiKoeHGz8+PXr16kZqa6myz2WykpqbSr1+/Wr2G1Wplw4YNNGnSpNrn/f39CQsLq3JzF0Mqx91s1bgbERERVzF8Eb/k5GTGjBlD79696du3LzNnzqSoqIhx48YBMHr0aJo1a0ZKSgoAjz32GBdeeCFt27YlNzeXZ599lj179jB+/HgjP8Y5Gdg2GpMJNh/MJ6vgGI1DG9Z6PSIiIu7I8HAzatQosrOzmTZtGhkZGSQmJrJw4ULnIOO9e/diNh/vYDpy5AgTJkwgIyODRo0a0atXL3788Uc6d+5s1Ec4Z1Eh/lzQNJwN+/NYtjWHa3s1N7okERGRBs9k97IlcvPz8wkPDycvL88tLlE9+83vzF68g5GJTfm/63sYXY6IiIhbOpvv7wY3W8rTDKqYEr5sWw42m1flTBERkTqhcGOwni0aEexn4XBRKb8ddI81eERERBoyhRuD+fmY6demYkq4tmIQERE5bwo3bmDICbuEi4iIyPlRuHEDlftMrd1zhMKScoOrERERadgUbtxAy6hgWkYFUW6zs3LHIaPLERERadAUbtxE5UaaujQlIiJyfhRu3ETlpaml2mdKRETkvCjcuIl+baLwMZvYc6iYPYeKjC5HRESkwVK4cRMh/j70atkI0KUpERGR86Fw40YqL00t0S7hIiIi50zhxo0MqQg3K3fkUFpuM7gaERGRhknhxo10bhJGVLAfRaVW1u09YnQ5IiIiDZLCjRsxm00MaqfVikVERM6Hwo2b0ZRwERGR86Nw42YGVvTcbNyfT05hicHViIiINDwKN26mcWgAnZqEAbBiu2ZNiYiInC2FGzc0uGKX8CUadyMiInLWFG7c0JCKfaaWbcvBbrcbXI2IiEjDonDjhnolNCLQ10J2QQmbDxYYXY6IiEiDonDjhvx9LPRrEwVo1pSIiMjZUrhxU4O13o2IiMg5UbhxU5Xr3azZfYTi0nKDqxEREWk4FG7cVKvoYJo3CqTUauOnnYeMLkdERKTBULhxUyaT6fhqxdolXEREpNYUbtzY4HaV4UbjbkRERGpL4caN9W8bhcVsYmdOEemHi40uR0REpEFQuHFjYQG+9GwRAWhKuIiISG0p3Lg5XZoSERE5Owo3bq5yUPGP2w9RZrUZXI2IiIj7U7hxcxc0C6dRkC8FJeWkpecaXY6IiIjbU7hxcxaziQFtHasVL9OlKRERkTNSuGkAKi9NLdmm9W5ERETOROGmAagcVPzrvlyOFJUaXI2IiIh7U7hpAOLCA+gQG4rdDsu3q/dGRESkJgo3DcTg9tolXEREpDYUbhoI5z5T27Kx2+0GVyMiIuK+FG4aiD4JkQT4msnML2FrZqHR5YiIiLgthZsGIsDXQlKrKECXpkRERGqicNOAnHhpSkRERKqncNOADKkYVPzzrsMcLbUaXI2IiIh7UrhpQNrEhNA0PIDSchs/7zpkdDkiIiJuSeGmATGZTMcvTW3VejciIiLVUbhpYDTuRkREpGYKNw3MgDbRmE2wPauQA7lHjS5HRETE7SjcNDDhQb4kxkcAmhIuIiJSHYWbBqjy0tQy7RIuIiJyCoWbBmhQxS7hy7fnYLVpKwYREZETuUW4mT17NgkJCQQEBJCUlMSqVatqdd4HH3yAyWTi6quvrtsC3Uz35uGEBfiQd7SM9ftyjS5HRETErRgebubNm0dycjKPPPII69ato3v37gwbNoysrKwaz9u9ezf33nsvgwYNqqdK3YePxczAdtolXEREpDqGh5vnn3+eCRMmMG7cODp37sycOXMICgrijTfeOO05VquVm266ienTp9O6det6rNZ9DG5Xud6Nwo2IiMiJDA03paWlrF27lqFDhzrbzGYzQ4cOZeXKlac977HHHqNx48bceuutZ3yPkpIS8vPzq9w8QeWg4rT0XPKKywyuRkRExH0YGm5ycnKwWq3ExsZWaY+NjSUjI6Pac5YvX87rr7/Oa6+9Vqv3SElJITw83HmLj48/77rdQdOIQNo2DsFmhxU7NGtKRESkkuGXpc5GQUEBt9xyC6+99hrR0dG1Omfq1Knk5eU5b+np6XVcZf3RpSkREZFT+Rj55tHR0VgsFjIzM6u0Z2ZmEhcXd8rxO3bsYPfu3Vx55ZXONpvNBoCPjw9btmyhTZs2Vc7x9/fH39+/Dqo33uD20byxYhdLt2Zjt9sxmUxGlyQiImI4Q3tu/Pz86NWrF6mpqc42m81Gamoq/fr1O+X4jh07smHDBtLS0py3q666iosvvpi0tDSPueRUW0mtovDzMXMg7xg7sguNLkdERMQtGNpzA5CcnMyYMWPo3bs3ffv2ZebMmRQVFTFu3DgARo8eTbNmzUhJSSEgIIALLrigyvkREREAp7R7g0A/C0mtIlm2LYclW3No2zjU6JJEREQMZ3i4GTVqFNnZ2UybNo2MjAwSExNZuHChc5Dx3r17MZsb1NCgejW4XQzLtuWwdGs2tw5sZXQ5IiIihjPZ7XavWr8/Pz+f8PBw8vLyCAsLM7qc87Ylo4BhM5cS4GsmbdplBPhajC5JRETE5c7m+1tdIg1c+9gQ4sICOFZmY/Xuw0aXIyIiYjiFmwbOZDIxSFsxiIiIOCnceIDK1YqXbdNifiIiIgo3HmBg22hMJvg9o4DM/GNGlyMiImIohRsP0CjYj27NwgFdmhIREVG48RCVl6aW6tKUiIh4OYUbD1EZbpZvy8Zq86rZ/SIiIlUo3HiIxPgIQv19OFJcxsb9eUaXIyIiYhiFGw/hazHTv20UoHE3IiLi3RRuPMjxcTcKNyIi4r0UbjzI4HaOcLNuby75x8oMrkZERMQYCjceJD4yiNbRwVhtdn7cfsjockRERAyhcONhdGlKRES8ncKNhxnc/vg+U1624buIiAigcONxLmwdhZ/FzL4jR9mVU2R0OSIiIvVO4cbDBPn50DuhEaAp4SIi4p0UbjyQdgkXERFvpnDjgSqnhK/ceYjScpvB1YiIiNQvhRsP1KlJKDGh/hSXWlmz57DR5YiIiNQrhRsPZDKZGNSuctaULk2JiIh3UbjxUJWXpjSoWEREvI3CjYcaWNFz89vBfLILSgyuRkREpP4o3Hio6BB/LmgWBsAyrVYsIiJeROHGg+nSlIiIeCOFGw924no3Npu2YhAREe+gcOPBerZoRLCfhUNFpfx2MN/ockREROqFwo0H8/Mx06+NY2DxEl2aEhERL6Fw4+GGnLBLuIiIiDdQuPFwleNu1u45QmFJucHViIiI1D2FGw/XMiqYllFBlNvsrNxxyOhyRERE6pzCjRfQlHAREfEmCjde4PiUcIUbERHxfAo3XqBfmyh8zCZ2Hypm76Fio8sRERGpUwo3XiDE34deLRsBsES9NyIi4uEUbrxE5aUpjbsRERFPp3DjJYZUhJuVOw5RZrUZXI2IiEjdUbjxEp2bhBEV7EdhSTnr9hwxuhwREZE6o3DjJcxmEwPbVaxWrHE3IiLiwRRuvMjx9W5yDK5ERESk7ijceJFBFftMbTyQx6HCEoOrERERqRsKN16kcWgAnZqEYbfD8u3qvREREc+kcONlBlf03izRlHAREfFQCjdeZki7yq0YcrDb7QZXIyIi4noKN16mV0IjAn0tZBeUsPlggdHliIiIuJzCjZfx97HQr00UoCnhIiLimRRuvNDgyvVuNO5GREQ8kMKNF6rcZ2rN7iMUl5YbXI2IiIhrKdx4oVbRwTRvFEip1cbPOw8bXY6IiIhLuUW4mT17NgkJCQQEBJCUlMSqVatOe+ynn35K7969iYiIIDg4mMTERN555516rLbhM5lMzt4bTQkXERFPc07h5q233mLBggXOx/fddx8RERH079+fPXv2nNVrzZs3j+TkZB555BHWrVtH9+7dGTZsGFlZWdUeHxkZyYMPPsjKlSv59ddfGTduHOPGjeObb745l4/itZxbMWhQsYiIeJhzCjdPPvkkgYGBAKxcuZLZs2fzzDPPEB0dzT333HNWr/X8888zYcIExo0bR+fOnZkzZw5BQUG88cYb1R5/0UUXcc0119CpUyfatGnD3XffTbdu3Vi+fPm5fBSv1b9tFBaziZ3ZRew7Umx0OSIiIi5zTuEmPT2dtm3bAvD5559z7bXXctttt5GSksKyZctq/TqlpaWsXbuWoUOHHi/IbGbo0KGsXLnyjOfb7XZSU1PZsmULgwcPrvaYkpIS8vPzq9wEwgJ86dkiAtBGmiIi4lnOKdyEhIRw6NAhAL799lsuvfRSAAICAjh69GitXycnJwer1UpsbGyV9tjYWDIyMk57Xl5eHiEhIfj5+TFixAhefPFFZw0nS0lJITw83HmLj4+vdX2ebpBzl3BdmhIREc9xTuHm0ksvZfz48YwfP56tW7cyfPhwADZt2kRCQoIr66tWaGgoaWlprF69mieeeILk5GR++OGHao+dOnUqeXl5zlt6enqd19dQVA4qXrEjh3KrzeBqREREXMPnXE6aPXs2Dz30EOnp6XzyySdERTlWvF27di033HBDrV8nOjoai8VCZmZmlfbMzEzi4uJOe57ZbHZeFktMTGTz5s2kpKRw0UUXnXKsv78//v7+ta7Jm3RtFk5EkC+5xWWkpefSOyHS6JJERETO2zmFm4iICGbNmnVK+/Tp08/qdfz8/OjVqxepqalcffXVANhsNlJTU5k4cWKtX8dms1FSUnJW7y1gMZsY2DaaL389yNKt2Qo3IiLiEc7pstTChQurzE6aPXs2iYmJ3HjjjRw5cuSsXis5OZnXXnuNt956i82bN3P77bdTVFTEuHHjABg9ejRTp051Hp+SksKiRYvYuXMnmzdvZsaMGbzzzjvcfPPN5/JRvJ5zvZttGlQsIiKe4ZzCzT//+U/nrKMNGzbwj3/8g+HDh7Nr1y6Sk5PP6rVGjRrFc889x7Rp00hMTCQtLY2FCxc6Bxnv3buXgwcPOo8vKirijjvuoEuXLgwYMIBPPvmEd999l/Hjx5/LR/F6levd/LovlyNFpQZXIyIicv5MdrvdfrYnhYSEsHHjRhISEnj00UfZuHEjH3/8MevWrWP48OE1znQyWn5+PuHh4eTl5REWFmZ0OW5h2L+XsiWzgBdv6MGV3ZsaXY6IiMgpzub7+5x6bvz8/Cgudiz89t1333HZZZcBjtWDtY5MwzO4vXYJFxERz3FO4WbgwIEkJyfz+OOPs2rVKkaMGAHA1q1bad68uUsLlLpXOe5m6bZszqEjT0RExK2cU7iZNWsWPj4+fPzxx7z88ss0a9YMgK+//prLL7/cpQVK3euTEEmAr5nM/BK2ZRUaXY6IiMh5Oaep4C1atODLL788pf3f//73eRck9S/A10JSqyiWbM1m6dZs2seGGl2SiIjIOTuncANgtVr5/PPP2bx5MwBdunThqquuwmKxuKw4qT+D28ewZGs2S7ZmM35Qa6PLEREROWfnFG62b9/O8OHD2b9/Px06dAAc68/Ex8ezYMEC2rRp49Iipe4NaR/N48CqXYc5VmYlwFchVUREGqZzGnNz11130aZNG9LT01m3bh3r1q1j7969tGrVirvuusvVNUo9aBMTQtPwAErKbfy867DR5YiIiJyzcwo3S5Ys4ZlnniEy8vhy/VFRUTz11FMsWbLEZcVJ/TGZTMdnTWlKuIiINGDnFG78/f0pKCg4pb2wsBA/P7/zLkqMoXAjIiKe4JzCzRVXXMFtt93Gzz//jN1ux26389NPP/H3v/+dq666ytU1Sj0Z0CYaswm2ZRVyIPeo0eWIiIick3MKNy+88AJt2rShX79+BAQEEBAQQP/+/Wnbti0zZ850cYlSX8KDfOkeHwHAsm3qvRERkYbpnGZLRUREMH/+fLZv3+6cCt6pUyfatm3r0uKk/g1uF8Mve3NZujWHUX1aGF2OiIjIWat1uDnTbt+LFy923n/++efPvSIx1OD2Mfxf6jaWbM0mp7CE6BB/o0sSERE5K7UON7/88kutjjOZTOdcjBivR3wEnZuE8dvBfJ5csJnnRyUaXZKIiMhZMdm9bKfEs9ky3VulpedyzUsrsNvhvfFJ9G8bbXRJIiLi5c7m+/ucBhTLaZQdg4IMo6s4b4nxEYy+sCUAD36+kWNlVoMrEhERqT2FG1fZngovJML/JhtdiUv8Y1gHYsP82ZVTxEs/7DC6HBERkVpTuHGViJZQmAlbv4aDvxpdzXkLC/DlkSu7APDyD9vZnlVocEUiIiK1o3DjKtFtocufHPeXzTC2Fhf54wVx/KFjY8qsdh74bANeNjxLREQaKIUbVxr0D8fP3+ZD9hZja3EBk8nE9Ku6EOhrYdWuw3y0dp/RJYmIiJyRwo0rxXaGjlcAdljmGWv9xEcGcc+l7QB48qvNHCosMbgiERGRmincuNrgex0/N3wEh3caW4uLjBvQik5NwsgtLuPJr343uhwREZEaKdy4WtMe0PZSsFth+b+NrsYlfC1mnrzmAkwm+GTdPn7ckWN0SSIiIqelcFMXBv/T8TPtfchNN7YWF+nRohE3JznWvnnoM619IyIi7kvhpi60SIKEQWArgx9fMLoal/nn5R2ICfVnZ04RL2vtGxERcVMKN3Wlsvdm7VtQkGlsLS4SFuDLo861b3Zo7RsREXFLCjd1pdVgaN4XrCWw8kWjq3GZ4V3juLhDDKVWGw9q7RsREXFDCjd1xWSCIfc57q9+A4oOGVuPi5hMJh4beQEBvmZ+3nWYj7X2jYiIuBmFm7rUdig06Q5lRfDzy0ZX4zLxkUHcM7Q94Fj75nBRqcEViYiIHKdwU5dMpuNjb35+BY7mGlqOK/11YCs6xoVypLiMJ7/abHQ5IiIiTgo3da3DCIjpBCX5sPo1o6txGV+LmSeu6YrJBB+v3cfKHZ5x2U1ERBo+hZu6ZjYfX7V45UtQ4jkzjHq1bMRNSS0AePCzDZSUa+0bERExnsJNfehyDUS2gaOHYc0bRlfjUv8c1lFr34iIiFtRuKkPZgsMSnbc//FFKDtqbD0uFB7oyyNXdgbgpcU72JHtOT1TIiLSMCnc1JduoyA8HoqyYN07RlfjUiO6NuGiirVvHvpso9a+ERERQync1BeLLwyc7Li/YiaUe870aZPJxOMVa9+s3HmIT9ftN7okERHxYgo39SnxZghtAvn7Yf37RlfjUvGRQdx9iWPtm38t+E1r34iIiGEUbuqTbwD0v8txf/nzYC03th4XGz+oFR1iHWvfpGjtGxERMYjCTX3rNQaCouHIbtj4idHVuJSvxcyTf+oKwEda+0ZERAyicFPf/IKh352O+8ueA5vN2HpcrMraN59r7RsREal/CjdG6DMeAsIhZytsnm90NS533+UdiQ7xZ2d2EXN+2Gl0OSIi4mUUbowQEAZJtzvuL30OPGzq9Ilr38z+YTs7tfaNiIjUI4UboyT9DfxCIHMjbF1odDUud0W3JgxuH0NpuY2HPtfaNyIiUn8UbowSFOm4PAWw9FmP670xmUz8a+QF+PuY+XHHIT77RWvfiIhI/VC4MVK/ieATCPvXws7FRlfjci2igrh7aDsA/rVgM0e09o2IiNQDhRsjhcRA73GO+0ufM7aWOjJhUGs6xIZyuKiUlK+19o2IiNQ9hRuj9Z8EFj/YswJ2rzC6GpdzrH1zAQAfrtnHzzu19o2IiNQttwg3s2fPJiEhgYCAAJKSkli1atVpj33ttdcYNGgQjRo1olGjRgwdOrTG491eWFPocbPj/jLP7L3p1TKSGyvWvnngM619IyIidcvwcDNv3jySk5N55JFHWLduHd27d2fYsGFkZWVVe/wPP/zADTfcwOLFi1m5ciXx8fFcdtll7N/fgAesDpgMJgvs+B72rTW6mjpx/7CORIf4sSO7iFeXaO0bERGpOya7wXN0k5KS6NOnD7NmzQLAZrMRHx/PpEmTmDJlyhnPt1qtNGrUiFmzZjF69OgzHp+fn094eDh5eXmEhYWdd/0u8/kdkPZf6DAcbvCsTTUrzU/bz90fpOHnY+abyYNpFR1sdEkiItJAnM33t6E9N6Wlpaxdu5ahQ4c628xmM0OHDmXlypW1eo3i4mLKysqIjIys9vmSkhLy8/Or3NzSwGTABFu+gowNRldTJ67q3pRB7aIr1r7ZoLVvRESkThgabnJycrBarcTGxlZpj42NJSMjo1avcf/999O0adMqAelEKSkphIeHO2/x8fHnXXediG4LF/zJcd9DZ06ZTCb+dbVj7ZsV2w/xeVoDvpQoIiJuy/AxN+fjqaee4oMPPuCzzz4jICCg2mOmTp1KXl6e85aenl7PVZ6FQf9w/PxtPmRvMbaWOtIyKpi7LnGsffP4l1r7RkREXM/QcBMdHY3FYiEzM7NKe2ZmJnFxcTWe+9xzz/HUU0/x7bff0q1bt9Me5+/vT1hYWJWb24rtAh2vAOyw7Hmjq6kzEwa1pn1sCIeLSnnq69+NLkdERDyMoeHGz8+PXr16kZqa6myz2WykpqbSr1+/0573zDPP8Pjjj7Nw4UJ69+5dH6XWn8H3On5u+AgOe+asIj8fM09e0xWAeWvSWbXrsMEViYiIJzH8slRycjKvvfYab731Fps3b+b222+nqKiIceMcK/eOHj2aqVOnOo9/+umnefjhh3njjTdISEggIyODjIwMCgs9ZOfppj2g7aVgt8LymUZXU2d6J0RyQ1/H+KcHPttAabnN4IpERMRTGB5uRo0axXPPPce0adNITEwkLS2NhQsXOgcZ7927l4MHDzqPf/nllyktLeXPf/4zTZo0cd6ee86DBuEO/qfjZ9p7kLfP2Frq0P2XO9a+2Z5VyKtLdxhdjoiIeAjD17mpb267zs3J5l4Bu5dB37/B8GeMrqbOnLj2zbeTB5OgtW9ERKQaDWadG6lBZe/NuregILPmYxuwqmvfbNTaNyIict4UbtxVq8HQvC+UH4OVLxpdTZ05ce2b5dtzmJ92wOiSRESkgVO4cVcm0/Hem9VvQJHn7qZdde2b38gt1to3IiJy7hRu3Fm7SyGuG5QVwc8vG11NnZowqDXtGodwqKiUpxdq7RsRETl3Cjfu7MTem59fgaO5hpZTl/x8zDxRsfbN+6vSWb1ba9+IiMi5Ubhxdx2vgJhOUJIPq18zupo61bdVJNf3qVj75lOtfSMiIudG4cbdmc3HVy1e+RKUeMhihacx5Y8diQr2Y1tWIa8t88wVmkVEpG4p3DQEXa6ByDZw9DCsfdPoaupURJAfD1/RGYAXUrexO6fI4IpERKShUbhpCMwWGJTsuP/ji1B21Nh66tjIxKYMbBtNSbmNh+dr7RsRETk7CjcNRbdREB4PhZnwy7tGV1OnKte+8fMxs2xbDl+s19o3IiJSewo3DYXFFwZOdtxfPhPKPXstmIToYCZd3BZwrH2TV1xmcEUiItJQKNw0JIk3Q0gc5O+D9e8bXU2du21Ia9o2DiGnsJSntPaNiIjUksJNQ+IbAAPuctxf/jxYy42tp475+1h44uoLAHh/1V7WaO0bERGpBYWbhqbXWAiKgiO7YeMnRldT55JaRzGqd8XaN59p7RsRETkzhZuGxi8Y+k103F/2HNg8/8t+6nDH2jdbM7X2jYiInJnCTUPUZzwEhEPOVtj8hdHV1LmIID8eHNEJcKx9s+eQ1r4REZHTU7hpiALCIOl2x/2lz4EXrANzTY9m9G8TVbH2zSatfSMiIqelcNNQJf0N/EIgcwNs/cboaurciWvfLN2azf9+PWh0SSIi4qYUbhqqoEjH5SmApc96Re9N65gQJlasffPY/7T2jYiIVE/hpiHrNxF8AmH/Gti52Ohq6sXfhrSmTUwwOYUlPP2N1r4REZFTKdw0ZCExjqnh4Bh74wX8fSw8eU1XAN77eS9r92jtGxERqUrhpqHrPwksfrBnBexeYXQ19SKpdRTX9W4OwAOfbqTM6vnT4UVEpPYUbhq68GaQeJPj/jLv6L0BmPrHTkQG+7Els4D/LNtldDkiIuJGFG48wcB7wGSBHd/DvrVGV1MvGgX78eBwx9o3/5e6lb2Hig2uSERE3IXCjSdo1BK6X++470W9N3/q2Yx+raM4VmbjofkbtfaNiIgACjeeY2AyYIItX0HGBqOrqRcmk4knrrkAP4tj7ZsvtfaNiIigcOM5otvCBX9y3F82w9ha6lHrmBDurFj7Zvr/fiPvqNa+ERHxdgo3nmTQPxw/N30O2VsNLaU+/f2i1rSuWPvmmYVa+0ZExNsp3HiS2C7Q8QrADsufN7qaeuPvY+GJqx1r3/z3572s3XPE4IpERMRICjeeprL35tcP4bD3TJHu1yaKP/dyrH3z4GcbtPaNiIgXU7jxNM16QtuhYLfC8n8bXU29emB4JxoF+fJ7RgGvL/eeYCciIlUp3Hiiwf90/Ex7D/L2GVtLPYoM9uPBEZ0BmPndVtIPa+0bERFvpHDjiVpcCAmDwFYGK14wupp6dW3PZlzYOtKx9s3nWvtGRMQbKdx4qsrem3VvQUGmsbXUI8faN13xs5hZsjWbBRu09o2IiLdRuPFUrQZD875QfgxWzjK6mnrVJiaE2y9qA8B9H//KvR+tZ9m2bMo1yFhExCuY7F7Wb5+fn094eDh5eXmEhYUZXU7d2votvPcX8A2GezZCUKTRFdWbY2VWbnztJ9btzXW2RYf4c0W3JoxMbEpifAQmk8m4AkVE5Kyczfe3wo0ns9vhlcGQ8SsMvg/+8KDRFdUrm83Omj1HmJ+2nwUbDpJbfHz14haRQYxMbMrIxKa0bRxqYJUiIlIbCjc18KpwA/DbF/DhLeAfDvdsgIBwoysyRGm5jeXbs5mfdoBvN2VytMzqfK5zkzBGJjblyu5NaRoRaGCVIiJyOgo3NfC6cGOzwcv9IPt3+MNDxwcae7GiknK+25zJ/LQDLN2aTbnt+F+Bvq0iuTqxGX+8II5GwX4GVikiIidSuKmB14UbgF8/gk/HQ2AkTN4A/iFGV+Q2DheV8tWGg3yRdoBVuw87230tJoa0j+GqxGYM7dSYID8fA6sUERGFmxp4ZbixlsPsPnB4J1z2L+g/yeiK3NL+3KP8b/0B5qcdYPPBfGd7kJ+FyzrHMjKxGQPbReNr0SRDEZH6pnBTA68MNwC/vAvz74SQWLh7PfhqbElNtmYW8EXaAeav30/64aPO9kZBvozo1oSRic3o1aIRZrNmXImI1AeFmxp4bbixlsELPSAvHYY/B30nGF1Rg2C32/klPZcv0g7w5a8HyCksdT7XLCKQK7s7Zlx1jAvV1HIRkTqkcFMDrw03AKv/Awv+AWHN4a5fwEcDZs9GudXGyp2H+PyXA3yzKYPCknLnc+1jQxiZ2IyrujclPjLIwCpFRDyTwk0NvDrclB2D/+sOhRlw1YvQc7TRFTVYx8qsfP97FvPT9rP492xKT1j9uGeLCEYmNmNEtyZEh/gbWKWIiOdQuKmBV4cbgJWz4ZsHoFErmLgGLJoFdL7yjpbxzcYM5q/fz487DlH5N8piNjGgbTQjuzflsi6xhAb4GluoiEgDpnBTA68PN6VFMLMrFB+CP70G3a4zuiKPkpV/jP/9epAv0vazfl+es93fx8zQTrFcldiUizrE4O9jMbBKEZGGR+GmBl4fbgCWzYDUxyC6A9zxE5g1tbku7Mopcs642pld5GwPDfBh+AWOPa6SWkdh0YwrEZEzOpvvb8O/1WbPnk1CQgIBAQEkJSWxatWq0x67adMmrr32WhISEjCZTMycObP+CvUkfSY4tmHI2QKbvzC6Go/VKjqYu4e2IzV5CF9OGsiEQa2IDfOn4Fg589akc+N/fqZfSiqPf/kbv+7Lxcv+P0NEpM4YGm7mzZtHcnIyjzzyCOvWraN79+4MGzaMrKysao8vLi6mdevWPPXUU8TFxdVztR4kIAyS/u64v/Q50JdqnTKZTFzQLJwHR3TmxymX8P6EC7mhbzxhAT5kFZTw+vJdXDVrBX+YsYR/L9rKzuxCo0sWEWnQDL0slZSURJ8+fZg1axYANpuN+Ph4Jk2axJQpU2o8NyEhgcmTJzN58uSzek9dlqpQfNgx9qa0EG6YBx0uN7oir1NSbmXp1hzmp+3nu82ZHCs7PuOqa7NwRiY25YpuTYkLDzCwShER93A239+GTZUpLS1l7dq1TJ061dlmNpsZOnQoK1eudNn7lJSUUFJS4nycn59fw9FeJCgS+oyHFTNh6bPQfhhoEbp65e9j4dLOsVzaOZbCknIW/ZbB/LQDLNuWw4b9eWzYn8cTX23mwlZRjOoTz8jEplooUESkFgy7LJWTk4PVaiU2NrZKe2xsLBkZGS57n5SUFMLDw523+Ph4l712g9dvIvgEwv41sPMHo6vxaiH+PlzTozlzx/Vl1QOX8PjILvRu2Qi7HVbuPMTkeWlMnpfG0VKr0aWKiLg9wwcU17WpU6eSl5fnvKWnpxtdkvsIiYFeYx33lz5naClyXFSIP7f0S+Dj2/uz7L6LuesPbbGYTcxPO8Cf5/zI/tyjZ34REREvZli4iY6OxmKxkJmZWaU9MzPTpYOF/f39CQsLq3KTE/SfBBY/2LMc9vxodDVykvjIIJIv68C7tyYRGezHpgP5XPXicn7eecjo0kRE3JZh4cbPz49evXqRmprqbLPZbKSmptKvXz+jyvI+4c0g8SbHffXeuK1+baL4YuIAOjcJ41BRKTf952fe+WmPpo+LiFTD0MtSycnJvPbaa7z11lts3ryZ22+/naKiIsaNGwfA6NGjqww4Li0tJS0tjbS0NEpLS9m/fz9paWls377dqI/gGQZOBpMFdqTCvrVGVyOn0bxREJ/c3p8rujWh3Gbn4c838sBnGygp1zgcEZETGRpuRo0axXPPPce0adNITEwkLS2NhQsXOgcZ7927l4MHDzqPP3DgAD169KBHjx4cPHiQ5557jh49ejB+/HijPoJnaJQA3UY57i9T7407C/Sz8OINPbj/8o6YTPD+qnRufO1nsgqOGV2aiIjb0PYL4pCzDWb1Aezw9+UQ19XoiuQMFm/J4q73f6HgWDlxYQG8cksvusdHGF2WiEidaFDbL4ibiG4HF/zJcX/ZDGNrkVq5uENj5t85gDYxwWTkH+Mvr6zkk7X7jC5LRMRwCjdy3KB/OH5u+hyytxpaitRO65gQPr9zAEM7Naa03MY/PlrPY//7jXKr7cwni4h4KIUbOS62C3S8ArDDommOLRrE7YUG+PLqLb256w9tAXhjxS7GvLmKI0WlBlcmImIMhRupqrL3ZuvX8Hxn+OIuyNxkbE1yRmazieTLOvDyTT0J8rOwYvshrpq9nM0Htd2IiHgfhRupqllPuO4diO0K5Udh3Vvwcn+YewVs/hJsmnbszv7YtQmf3tGf+MhA0g8f5U8v/chXGw6e+UQREQ+i2VJSPbsd9q6En+c4Qo29ItSEt4C+46HHLY7NN8UtHSkqZeL761ix3bGS8cSL25J8aXvMZm28KSIN09l8fyvcyJnl7YPVr8PauXC0YhyOTyB0HwV9/waxnQ0tT6pXbrWR8vXvvL58FwCXdGzMv69PJCzA1+DKRETOnsJNDRRuzkPZUdjwMfz8CmRuON6eMAiS/g4d/ghmi3H1SbU+WbuPqZ9toLTcRuuYYF4b3Zs2MSFGlyUiclYUbmqgcOMCp7tkFdEC+kyAnrdAYCNja5Qq1qfn8rd31pKRf4xQfx9euKEHF3dsbHRZIiK1pnBTA4UbF8tNhzWvw9q3dMnKzWUVHOOOd9exZs8RTCa497IO3HFRG0wmjcMREfencFMDhZs6crpLVq0GO0KOLlm5hdJyG498sYn3V+0FYES3Jjz7524E+fkYXJmISM0UbmqgcFPH7HbY86PjktXvX4K9YqVcXbJyK+/+tIdHv9hEuc1OpyZhvHpLL+Ijg4wuS0TktBRuaqBwU4+cl6zmwtEjjjbfIMcO5El/g8adDC3P263adZjb313LoaJSGgX5MvumnvRvE210WSIi1VK4qYHCjQHKjsKGjyouWW083t5qsGOWVfvLdcnKIAdyj3LbO2vYuD8fi9nEwyM6MaZ/gsbhiIjbUbipgcKNgXTJyi0dK7My5ZNf+TztAAB/6dWcx6++gABfBU4RcR8KNzVQuHETuemw+j+O7R10ycpwdrud/yzbRcrXm7HZITE+gldu6UVsWIDRpYmIAAo3NVK4cTOnvWQ1xBFydMmqXi3dms3E99aRf6ycxqH+zLmlFz1bqDdNRIyncFMDhRs3ZbfDnhWOkHPyJau+t0GPm3XJqp7szinitnfWsDWzED+LmX9dfQHX9Yk3uiwR8XIKNzVQuGkAcvc69rLSJSvDFJaUkzwvjW9/ywRgTL+WPHRFZ3wtZoMrExFvpXBTA4WbBqS02HHJatWr1Vyy+ju0H6ZLVnXIZrPzwvfbmPndNgAubB3J7Bt7EhXib3BlIuKNFG5qoHDTADkvWc2B3xeccMmqJfSdoEtWdeybTRkkz0ujqNRKs4hAXh3diy5Nw40uS0S8jMJNDRRuGrjTXbLqfr1jm4fGHY2tz0NtzSzgtrfXsPtQMQG+Zp75c3eu6t7U6LJExIso3NRA4cZDVF6y+vkVyNp0vF2XrOpMXnEZE99fx7JtOQD8fUgb/jmsAxazFvwTkbqncFMDhRsPY7fD7uWw6pVqLllVzrKKMLRET2K12Xlm4e+8snQnABd1iOH/ru9BeKCvwZWJiKdTuKmBwo0Hy93rWBhw7VtwLNfR5hsMPUfDhbdDo5aGludJ5qft576Pf6Wk3Ear6GBeG92Lto1DjS5LRDyYwk0NFG68gPOS1RzI+s3RZjJD56uh/yRo1tPQ8jzFxv153Pb2Gg7kHSPE34d/j0rk0s6xRpclIh5K4aYGCjdexG6HHd/Djy/CzsXH2xMGOUJO20vBrHVbzkdOYQl3vLuOVbsPA5B8aXsmXtwWs8bhiIiLKdzUQOHGS2VsgB9nwcaPwVbuaIvuAP0nOhYH9NHaLeeqtNzG41/+xjs/7QHg8i5xzLiuO8H+PgZXJiKeROGmBgo3Xi5vv+Ny1dq5UJLvaAtu7Fj5uPdfISjS0PIasvdX7WXa/I2UWe10iA3ltdG9aREVZHRZcpKjpVZ25hSyM7uIg3lHsZjN+PuY8fNx/HTcLCe0WZzPVf1pwddiwmQyuJfOWgaHtkNka/1PiodTuKmBwo0AcCwP1r0NP70M+fsdbb5B0OMW6HcHNEowtLyGas3uw/z93XXkFJYQHujL7Bt7MrBdtNFleR2bzU5G/jF2ZDtCzM7sQnbmFLEzu4j9uUdd9j4mE/hZKgOPxRmO/E4MSb5mxzGVP08IS462ao7xtTgfnxi4TgxXgUUHCNr4X3x//S+mwgwIiIALroXEG6FZL0dx4lEUbmqgcCNVWMtg02ew4gXI3OBoM5mh88iKwce9jK2vATqYd5S/v7OW9fvyMJvggeGduHVgK+P/D98DFZWUsyuniB3ZheyoDDHZRezKKeJomfW050UE+dI6Opj4yCDsdigpt1JabqOk4ua4f7ztxJ+lVls9fsKqLFi5xLyOGyzfM8T8K2aT4+ur3G7Gx3S8rky/FvzWeAQHWlxFYHQLokP8iQ7xJybUn8hgP63N1EAp3NRA4UaqZbfDzh8cg493pB5vbznAEXLaDdPg47NwrMzKA59t4NN1jl6xP/VoxpN/6kqArxZWPFs2m539uUfZmVPEjqxC5yWlndlFZOQfO+15PmYTLaKCaB0dQpvGwbSJDqF1TDCtY0KIDPY7r3pKrZVBqPoAdGp71fB0+nOtVR5XHhNRmsHlpYu4wppKYw47a1lmvYD3rX8g1daTPuYtXGtZyuXm1QSaSh212k2ssHXhE+tgFtr6cAx/zCaIDPZzBp7oED9iQv2PPw6taAtxBCEfbRbrNhRuaqBwI2eUsRFWznZMJ7eVOdqi2lUMPr4efAOMra+BsNvtvLFiN09+tRmrzU635uG8cksvmoQHGl2aWyo4VuYILTmF7MgqcoaYXTlFlJSfvrckKtjPEVoqQkzrihATHxnUsHdxt5bDtm8c4+O2LQIqvqqCoqHHzdh6jKY0PIGSchtHS60cKiohp7CU3MOHCN+9gNb7vqBFYZrz5QoJZIE1iU/KB7Ha3gE7Z/6zMZkgMqgiCIWeGIj8KwKRX5UeoQb9590AKNzUQOFGai3/gGPw8Zo3Txh8HONY+bjPeA0+rqUV23O487115BaXEeBrJjYsgLAAX8ICfRw/T7wfeNL9E54L8rM0+EtbVpudfUeK2Zl90qWknCKyC0pOe56fxUzLqCBnz0ubGEeAaRMdQniQh60OnZsOv7wD696BggPH21sNgV5joeMV4FPLnqfDu2D9B7D+fcjd42wuDW3BwZYj2Rw7gr32xmQXOIJRTmGJ8/7hohJsZ/nt2CjI94Tg418lFMWc0B4VoiB0LhRuaqBwI2ftWL7jH9ufXoa8dEebT6Bja4d+dzhmaUiN9h4q5rZ31vB7RsE5v4bFbCIswOeU0OOO4SivuIwdOccH81YO7N1zqLjGMSsxof60jq4MMMHOENO8UZBnjxOxlsO2bx29NNsXHd9GJSgaetwEPcdAVJtzf32bDfauhPXvwab5UHrCf4ct+kPiDY5FPgOOfydYbXYOFzkCj/NWUEp2YQk5BSWOnxWB6FDh2QehiIog5LgsFuC8PNa1WTi9WjYiyE9LKZxM4aYGCjdyzqxl8Nt8WPF/kPFrRaMJOl0J/e+C+D6GlufurDY7O7MLyT9WRv7R8oqfZeQfK6/4WX173tEyys/2m6MaJ4aj8JMDUqBv9cHphMeBvlXDUZnVRvrhYuelpMremJ3ZRRwqKj1tHf4+ZlpFBzt6XirCS+voEFrFBBMW4GG9MGeSt88xa/GUXprB0GscdBzh+undpcXw+5eQ9p5jnF3l5S6fQMff5cQbHL1EZ7HxrtVm50hxqTMAHe8BOiEEVTw+VFSK9Qz/PfuYTXRtHs6FraNIahVJ74RIQrRulMJNTRRu5LzZ7bB7mWOG1fZFx9tb9HMMPm7/Rw0+diG73c6xMtsJoed4CMo7WruA5Ipw5GM2OUOQyWQi/XBxja8bFxZQNcDEhNA6OphmEYHevYKztdzx92btXEdvjbOXJgoSb3JcejqfXpqzkbcPfp0Hae/DoW3H20ObQvdR0P1GiGnv0re0OYPQ8V6h7IqeoIO5x1i758gp0/UtZhMXNAvnwlaRXNg6it4JjQj1tiCMwk2NFG7EpTJ/cww+/nXeCYOP20K/O6H7DeCrwbNGs9vtHC2znhR6zq736HQhJtDXckovTJuYEFpFB2uF5pPl7XP00PzyzvG1pcCxHUrvcRVjaQxahM9uh/1rHb05Gz85vvEuOJaD6H6DYw2dehpnl364mJ92HuLnXYf5aech9h2pGnbMJrigWThJzrATSXig54cdhZsaKNxIncg/CKtehTWvOxYIBMd4gcrBx8FRxtYn56y6cFRqtZEQFUxcWIB398Kcic3qmOm09s1qemluhJ5jIbqtoSWeorwEtnztGIS8bRHYK9YLsvhB+8sddbcdCpb6CxP7jhTz887D/LzLEXj2HCqu8rzJBF2ahpHUynEZq2+rSCKCzn26v7tSuKmBwo3UqZIC+OVdWPkS5O11tPkEOv5B7Hdn/XW3ixgpb3/FjKe3T+2l6TXWMbalIWyVUJjlWBIi7f3ji3yCY9Zk1784/l7Hda33sg7mHeXnnYedvTu7coqqPG8yQce4MC5sHekMPI3OY20jd6FwUwOFG6kX1nLYPN8xLudgWkWjyTFAsv9d0CLJyOpEXM9mhe3fOcbSbF14vJcmMNIRAnqNheh2RlZ4fg7+6ujN+fVDKM453h7b1TEIuetfIKSxIaVl5h+rchlrZ3bRKcd0jAt1DlDu2yqSqJAGEC5PonBTA4UbqVd2O+xZ4Vj5eOvC4+3N+8KAu6DD8LOalSHidvIPOMbSrHsb8vcdb2858PhYGk9a+NJa5ghxae85/k5bK2bGmSzQ7lLH+JwOfzS0Zyqr4JjzMtZPOw+zPavwlGPax4aQ1CqKC1tH0bdVJDGh7h92FG5qoHAjhsn6HVbOcgw+rvwHMbJ1xeDjG8FPO2hLA2GzwvZUx1iaKr00jY7PeGrIvTS1VXzYMQB5/fuOAcmVnJt43gTNehq+iWdOYQmrKnp1ft55mC2Zp6431bZxCEmtIklqHcWFrSJpHOZ+gVThpgYKN2K4gkzH4OPV/zk+KyMwEvpOgD4TICTG0PJETiv/4PGxNJULWoKjl6ZyLI0n9dKcjewtjt6cX+dBwcHj7dHtHb053UZBeDPj6jvB4aJSVlX06vy081C1i2u2jg52BJ2KcTtx4cb/XhVuaqBwI26jtKhi8PHs40vD+wQ4/iHsN9H9ZpGId7JZYcf3jm1Iti48PnsosJGjx7HXWJevBdOg2ayOxQHXvw+bv4TyymncJmh9kWP8Uccr3Kqn9khRKat2H3YOUt6ckc/JySAhKshxGauNI+w0jaj/ZS4UbmqgcCNux1oOv//PMfj4wLqKRpNjPE7/SdDiQsO7tcUL5R90hO91bx+f+QeO7Qp6j4NOV3lvL01tHcuH3z53zLba++Pxdr9Q6DLSEQ5b9ne7v995xWUVYccxSHnTgbxTtpdoERnkXGcnqXUkzRvVfVhTuKmBwo24Lbvdsf/Nihdg69fH25v1dszGCGwEvsGO/+Nz/qy4+QU5ppxrZWQ5HzYr7FjsGEuz5evjvTQBEcdnPMV0MLLChus0m3gS0dLRW9v9eohsZVx9Ncg/Vsaa3Yf5aacj8GzYf2rYaRYR6Aw6/VpH0bxRoMv3cmtw4Wb27Nk8++yzZGRk0L17d1588UX69u172uM/+ugjHn74YXbv3k27du14+umnGT58eK3eS+FGGoTsrY7Bx+s/AOvpd4s+xYlhx3k/+IS2ylAUWDUgVR5z4rknn2fxdbv/wxQXKchwjKVZW00vTa+x0Hmkemlcpcomnp9D6QkzmVr0g5iOjr97/qHgFwL+IRU/Qx3tzvsVz/kG1fvfy4JjZazZc8R5GWvD/rxT9svq0jSMBXcNcun7NqhwM2/ePEaPHs2cOXNISkpi5syZfPTRR2zZsoXGjU9dM+DHH39k8ODBpKSkcMUVV/Dee+/x9NNPs27dOi644IIzvp/CjTQohVmw+nU48AuUFTvG6ZQVOzb/Kyty/Cw/eubXcQWT5eyCUnUBy8ffMfXdZAGTueK+ueKx6YTH5pOOMZ3mHPNJ5518jNkzApnd7piR5Lyd/PhM7TbAfuoxR/bAurdO7aXpfoMj1DTuaOCH9gKlRY5xOevfg51LcG7ieTZMZkfQcQafkKoByC+4oi30hOcqHjufO+F438Cz/jtTWFLO2j1H+HnnIX7aeYhf9+VxSafGvHJL77P/PDVoUOEmKSmJPn36MGvWLABsNhvx8fFMmjSJKVOmnHL8qFGjKCoq4ssvv3S2XXjhhSQmJjJnzpwzvp/CjXgcm80RcE4MPM4gdLSatuLjj08XmE48r3LPrAbrdKGpuhB1pqBlPt52SqA4h8DhDB1nOqYetOh3Qi+N9kSrd3n7HCGz+JBjpfPSIkevTklhxc+CEx5XPHcuYehMTOZqgs+J4aia3qOTepaOmgPJswcRF+fa2WFn8/1t6M5upaWlrF27lqlTpzrbzGYzQ4cOZeXKldWes3LlSpKTk6u0DRs2jM8//7wuSxVxX2ZzxT8qwUAdTCO3lp1bKDoxVFUeV37s+Be2zVpxv+KnzVb1sfMY+wnHnHROrdjBVu76Pxe3ZjohmFV3q3jeNwg6XVHRS9PJ6KK9W3hzx3IQtWWzVfy9qgw8BVWDT5UwVHhSUDrx+BPDEo6/VyV5jtupM8RrJRAIbJIIf1tybi/gAoaGm5ycHKxWK7GxsVXaY2Nj+f3336s9JyMjo9rjMzIyqj2+pKSEkpLjYxby8/PPs2oRL2PxhcAIx83d2E7s4Tg5AJ0mRNUmNNXmdSt7eE4MCzUFiRNvp4SPWoaRMx7nIZfh5MzMZkeviX8IhLrg9Ww2x/+QVOkpKqo+DFUbmAqOB6WSQkdPjoEMDTf1ISUlhenTpxtdhojUBbMZ0AwxkfNmNjsCiatCicFzlQz9VyE6OhqLxUJmZmaV9szMTOLi4qo9Jy4u7qyOnzp1Knl5ec5benp6tceJiIiIixjcg2houPHz86NXr16kpqY622w2G6mpqfTr16/ac/r161fleIBFixad9nh/f3/CwsKq3ERERMRzGX5ZKjk5mTFjxtC7d2/69u3LzJkzKSoqYty4cQCMHj2aZs2akZKSAsDdd9/NkCFDmDFjBiNGjOCDDz5gzZo1vPrqq0Z+DBEREXEThoebUaNGkZ2dzbRp08jIyCAxMZGFCxc6Bw3v3bsX8wmrrvbv35/33nuPhx56iAceeIB27drx+eef12qNGxEREfF8hq9zU9+0zo2IiEjDczbf35pmICIiIh5F4UZEREQ8isKNiIiIeBSFGxEREfEoCjciIiLiURRuRERExKMo3IiIiIhHUbgRERERj6JwIyIiIh7F8O0X6lvlgsz5+fkGVyIiIiK1Vfm9XZuNFbwu3BQUFAAQHx9vcCUiIiJytgoKCggPD6/xGK/bW8pms3HgwAFCQ0MxmUwufe38/Hzi4+NJT0/XvlVuQL8P96Lfh3vR78P96HdSM7vdTkFBAU2bNq2yoXZ1vK7nxmw207x58zp9j7CwMP2H6Ub0+3Av+n24F/0+3I9+J6d3ph6bShpQLCIiIh5F4UZEREQ8isKNC/n7+/PII4/g7+9vdCmCfh/uRr8P96Lfh/vR78R1vG5AsYiIiHg29dyIiIiIR1G4EREREY+icCMiIiIeReFGREREPIrCjYvMnj2bhIQEAgICSEpKYtWqVUaX5LVSUlLo06cPoaGhNG7cmKuvvpotW7YYXZZUeOqppzCZTEyePNnoUrzW/v37ufnmm4mKiiIwMJCuXbuyZs0ao8vySlarlYcffphWrVoRGBhImzZtePzxx2u1f5KcnsKNC8ybN4/k5GQeeeQR1q1bR/fu3Rk2bBhZWVlGl+aVlixZwp133slPP/3EokWLKCsr47LLLqOoqMjo0rze6tWreeWVV+jWrZvRpXitI0eOMGDAAHx9ffn666/57bffmDFjBo0aNTK6NK/09NNP8/LLLzNr1iw2b97M008/zTPPPMOLL75odGkNmqaCu0BSUhJ9+vRh1qxZgGP/qvj4eCZNmsSUKVMMrk6ys7Np3LgxS5YsYfDgwUaX47UKCwvp2bMnL730Ev/6179ITExk5syZRpfldaZMmcKKFStYtmyZ0aUIcMUVVxAbG8vrr7/ubLv22msJDAzk3XffNbCyhk09N+eptLSUtWvXMnToUGeb2Wxm6NChrFy50sDKpFJeXh4AkZGRBlfi3e68805GjBhR5e+K1L8vvviC3r1785e//IXGjRvTo0cPXnvtNaPL8lr9+/cnNTWVrVu3ArB+/XqWL1/OH//4R4Mra9i8buNMV8vJycFqtRIbG1ulPTY2lt9//92gqqSSzWZj8uTJDBgwgAsuuMDocrzWBx98wLp161i9erXRpXi9nTt38vLLL5OcnMwDDzzA6tWrueuuu/Dz82PMmDFGl+d1pkyZQn5+Ph07dsRisWC1WnniiSe46aabjC6tQVO4EY925513snHjRpYvX250KV4rPT2du+++m0WLFhEQEGB0OV7PZrPRu3dvnnzySQB69OjBxo0bmTNnjsKNAT788EP++9//8t5779GlSxfS0tKYPHkyTZs21e/jPCjcnKfo6GgsFguZmZlV2jMzM4mLizOoKgGYOHEiX375JUuXLqV58+ZGl+O11q5dS1ZWFj179nS2Wa1Wli5dyqxZsygpKcFisRhYoXdp0qQJnTt3rtLWqVMnPvnkE4Mq8m7//Oc/mTJlCtdffz0AXbt2Zc+ePaSkpCjcnAeNuTlPfn5+9OrVi9TUVGebzWYjNTWVfv36GViZ97Lb7UycOJHPPvuM77//nlatWhldkle75JJL2LBhA2lpac5b7969uemmm0hLS1OwqWcDBgw4ZWmErVu30rJlS4Mq8m7FxcWYzVW/ii0WCzabzaCKPIN6blwgOTmZMWPG0Lt3b/r27cvMmTMpKipi3LhxRpfmle68807ee+895s+fT2hoKBkZGQCEh4cTGBhocHXeJzQ09JTxTsHBwURFRWkclAHuuece+vfvz5NPPsl1113HqlWrePXVV3n11VeNLs0rXXnllTzxxBO0aNGCLl268Msvv/D888/z17/+1ejSGjRNBXeRWbNm8eyzz5KRkUFiYiIvvPACSUlJRpfllUwmU7Xtb775JmPHjq3fYqRaF110kaaCG+jLL79k6tSpbNu2jVatWpGcnMyECROMLssrFRQU8PDDD/PZZ5+RlZVF06ZNueGGG5g2bRp+fn5Gl9dgKdyIiIiIR9GYGxEREfEoCjciIiLiURRuRERExKMo3IiIiIhHUbgRERERj6JwIyIiIh5F4UZEREQ8isKNiHi9H374AZPJRG5urtGliIgLKNyIiIiIR1G4EREREY+icCMihrPZbKSkpNCqVSsCAwPp3r07H3/8MXD8ktGCBQvo1q0bAQEBXHjhhWzcuLHKa3zyySd06dIFf39/EhISmDFjRpXnS0pKuP/++4mPj8ff35+2bdvy+uuvVzlm7dq19O7dm6CgIPr373/K7tki0jAo3IiI4VJSUnj77beZM2cOmzZt4p577uHmm29myZIlzmP++c9/MmPGDFavXk1MTAxXXnklZWVlgCOUXHfddVx//fVs2LCBRx99lIcffpi5c+c6zx89ejTvv/8+L7zwAps3b+aVV14hJCSkSh0PPvggM2bMYM2aNfj4+GhnZpEGShtnioihSkpKiIyM5LvvvqNfv37O9vHjx1NcXMxtt93GxRdfzAcffMCoUaMAOHz4MM2bN2fu3Llcd9113HTTTWRnZ/Ptt986z7/vvvtYsGABmzZtYuvWrXTo0IFFixYxdOjQU2r44YcfuPjii/nuu++45JJLAPjqq68YMWIER48eJSAgoI7/FETEldRzIyKG2r59O8XFxVx66aWEhIQ4b2+//TY7duxwHndi8ImMjKRDhw5s3rwZgM2bNzNgwIAqrztgwAC2bduG1WolLS0Ni8XCkCFDaqylW7duzvtNmjQBICsr67w/o4jULx+jCxAR71ZYWAjAggULaNasWZXn/P39qwSccxUYGFir43x9fZ33TSYT4BgPJCINi3puRMRQnTt3xt/fn71799K2bdsqt/j4eOdxP/30k/P+kSNH2Lp1K506dQKgU6dOrFixosrrrlixgvbt22OxWOjatSs2m63KGB4R8VzquRERQ4WGhnLvvfdyzz33YLPZGDhwIHl5eaxYsYKwsDBatmwJwGOPPUZUVBSxsbE8+OCDREdHc/XVVwPwj3/8gz59+vD4448zatQoVq5cyaxZs3jppZcASEhIYMyYMfz1r3/lhRdeoHv37uzZs4esrCyuu+46oz66iNQRhRsRMdzjjz9OTEwMKSkp7Ny5k4iICHr27MkDDzzgvCz01FNPcffdd7Nt2zYSExP53//+h5+fHwA9e/bkww8/ZNq0aTz++OM0adKExx57jLFjxzrf4+WXX+aBBx7gjjvu4NChQ7Ro0YIHHnjAiI8rInVMs6VExK1VzmQ6cuQIERERRpcjIg2AxtyIiIiIR1G4EREREY+iy1IiIiLiUdRzIyIiIh5F4UZEREQ8isKNiIiIeBSFGxEREfEoCjciIiLiURRuRERExKMo3IiIiIhHUbgRERERj6JwIyIiIh7l/wFL5lB1BY6coAAAAABJRU5ErkJggg==",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 534ms/step - loss: 0.1837 - accuracy: 0.9449\n",
            "22/22 [==============================] - 16s 554ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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88AOaNm0KY2NjGBsbo2nTpli0aBFyc3PFDI2IqHIrRQtPKpXKR10WbG9LeHp6enByckKzZs0QFBSERo0aYdmyZUXWbdmyJQDgzp07AAA7Ozs8efJEoU7B5+Ke+xVHtISXmZkJT09PTJ8+HdbW1hg1ahRGjRoFa2trTJs2DR07dkRWVpZY4RERUTmR/f9zwKJER0cDAOzt7QEA7u7uuHLlChITE+V1wsLCYGpqKu8WLSnRujSDg4Px8OFDREVFwc3NTWHfpUuX8PHHHyM4OBhz5swRJ0AiospMTaM0/f390bVrV9SoUQMvX77E1q1bER4ejsOHDyM2NhZbt25Ft27dUKVKFVy+fBmTJ09G+/bt5Xmhc+fOcHV1xdChQ7Fw4UIkJCRg1qxZGDdu3FtblUURrYW3fft2LFmypFCyA4BGjRph0aJF2Lp1qwiRERFpADVNPE9MTISPjw/q1auHjh074ty5czh8+DC8vLygp6eHo0ePonPnznBxccGUKVPQr18/7Nu3T368trY29u/fD21tbbi7u2PIkCHw8fFRmLdXUhJBEASljyoD+vr6iImJQfXq1Yvc//DhQzg7O6vUrZn77G5pwyMqkWp1uokdAmmIJyk3y/R8mUdXq3ysQacv3l3pPSRaC8/U1FShT/ZNCQkJMDExUWNEREQaRE0tvPeJaAmvQ4cOb10WJjg4GB06dFBjREREGkSQqb5VUKINWgkICEDLli3RqlUr+Pn5wcXFBYIg4MaNGwgJCcH169dx5swZscIjIqJKRrSE5+rqirCwMIwcORIDBw6ERCIBAAiCABcXFxw5ckS+zhoREZWxCtw1qSpRV1pp1aoVrl27hujoaNy+fRsAULduXTRu3FjMsIiIKj8mPHE0bty4yCR3/vx5NG/eXP0BERFVdhX4WZyqRF88Oi0tDZmZmQpl0dHR6Nmzp3yJGSIiKmMcpak+Dx8+hLu7u3ylbT8/P2RkZMDHxwctW7aEkZERTp06JVZ4RERUyYjWpTl16lRkZWVh2bJl2L17N5YtW4a//voLLVu2RGxsLKpVqyZWaERElZ8GdmmKlvAiIyOxe/dutGrVCv3794ednR0GDx6Mr776SqyQiIg0RwXumlSVaAnvyZMnqFWrFgDAxsYGhoaG6Nq1q1jhEBFpFrbw1EtLS0vhZz09PRGjISLSIGzhqY8gCKhbt658wnlaWhqaNGmikAQBICkpSYzwiIgqNyY89dmwYYNYlyYiIg0kWsLz9fUV69JERCTOm+FEJdo8vLNnzyI/P7/Y/dnZ2di5c6caIyIi0iCceK4+7u7ueP78ufyzqakp7t7978WtycnJGDRokBihERFVfhqY8EQdtPK2z8WVERFRGeC0hPdLwQhOIiIqYxW4paYq0RePJiIiUgdRW3jXr19HQkICgFfdlzdv3kRaWhoA4NmzZ2KGRkRUuWngIyNRE17Hjh0VntP16NEDwKuuTEEQ2KVJRFReNLBLU7SEd+/ePbEuTURETHjq4+joKNaliYhIA0dpijZopWPHjti9e3ex+589e4batWurMSIiIs0hyASVt4pKtIR34sQJ9O/fHwEBAUXuz8/Px4MHD9QcFRERVVaiTktYtWoVli5dij59+iA9PV3MUIiINIsGrrQiasLr1asXzpw5g2vXrqFVq1YKS4sREVE5EmSqbxWU6BPP69evj3PnzqF69epo0aIFjh49KnZIRESVn0xQfaugRE94AGBmZoYDBw5g9OjR6NatG0JCQsQOiYiocmOXpvq8OalcIpEgODgYmzZtwrfffotRo0aJFBkRkQZQU8JbtWoV3NzcYGpqClNTU7i7u+PgwYPy/VlZWRg3bhyqVKkCY2Nj9OvXD0+ePFE4R1xcHLp37w5DQ0PY2Nhg6tSpyMvLU/qWRUt4xb0JYeDAgTh58iSuXLmi5oiIiKisVatWDcHBwbhw4QLOnz+Pjz76CL169cK1a9cAAJMnT8a+ffuwa9cuRERE4PHjx+jbt6/8+Pz8fHTv3h05OTk4deoUNm7ciNDQUMyePVvpWCSCSO/giYiIQJs2baCjU/Tc9+fPn+PAgQPw8fEBADx69AgODg7Q0np3js59VvEHv2zfsx879hzA4/hXf+k41XLEF8M/Qzv3FkXWz83Lwy+bduCPg0eR+Ow5ataoBr+xI9C2VfNyjfPw8b+wYu0m/JvwBI7VqmLy2OFo3/pDeUw/rtmIv06fx6PH8TA2MkKrFk0w+YvhsLGuUq5xqUu1Ot3EDuG95DtyIIaNGITqNaoCAG7dvIPF3/+E40f/AgD8sHQu2nu6w9bOBunpGTj/TxTmBSzCnRiuwFScJyk3y/R8GUs/V/lYw69+LtW1LS0t8cMPP+CTTz6BtbU1tm7dik8++QQAcPPmTdSvXx+nT59Gq1atcPDgQfTo0QOPHz+Gra0tAGD16tWYNm0anj59Cj09vRJfV7QWnoeHR7HJDgCqVKkiT3YA4Orqivv376shsveDnbUVJn8xHDvX/4gd65bjw2aNMGF6IO7cLXpu4o9rNmLXHwcxY/JY/PHrz+jfuxsm+c/Djdt3VI7h7MXL6NzPt9j9UVeu45s5wejTwxu7NqzAR+3cMdF/HmLu3gcAZGVl4/qtWHw+bBB2rl+BpQtm4X7cI4yfNlflmKhiiP/3Cb6bsxheHv3Q2fMTnIw8g43bfkI9FycAwOXoa5j05Qy0+7A7BvYdBYlEgh171pXoD1oqI6Xo0szOzkZqaqrClp2d/c5L5ufnY/v27UhPT4e7uzsuXLiA3NxcdOrUSV7HxcUFNWrUwOnTpwEAp0+fRsOGDeXJDgC8vb2RmpoqbyWWVIX5dmnay2A927ZC+9YfwrF6VdSsUQ2TPh8GQwN9XLpW9F95+w4dx2ifAWjf+kNUr2qPgX16oJ17C4Ru+281G5lMhrWbdsD7k2Fo1qEX+vp+iSMn/lI5xl93/oE2LZtjxOBPUKdmDUwY4wPXunWw9bd9AAATYyP8smwBunRsj1qO1dCoQX3M8BuL67diEJ+QqPJ16f135NAJHAuLxL27D3A39j6C5i1FenoGmrVoBADYHLoTZ06dx8O4f3Hl0nUEf7cU1ao7oLpjVZEj1yClGKUZFBQEMzMzhS0oKKjYS125cgXGxsaQSqX44osvsGfPHri6uiIhIQF6enowNzdXqG9rayt/k05CQoJCsivYX7BPGe/1C2Dplfz8fBw+8Rcys7LQuIFLkXVycnMLNe2lUj1EXf7vL6C1m3dg/+ETmD11AmpUc8CF6KuYHvgDLMzN0KKJm9JxXbp2A74D+iiUtW7ZDMf/Ol3sMWlpGZBIJDAxMVL6elQxaWlp4eM+XWBoaIjzZ6ML7Tc0NMDAwX3x4P5DPH6k3C8wKoVSzKfz9/eHn5+fQplUKi22fr169RAdHY2UlBT89ttv8PX1RUREhMrXVxUT3nvsduw9DP7cDzk5OTA0MMCyBd+iTq2iF91u07IZNm3fjeaNG6B6VXucOR+NYxGnkC/LBwDk5OTgl007sHZZEBo3qA8AqF7VHhcvX8OuPw6qlPCePX+BKpYWCmVWlhZ49vxFkfWzs3MQsmo9unXygLERE15lV9+1Lg6EbYNUX4r0tAwMHzwet2/FyvcPGzUIs+d+DSNjI8TcvotPe49Abm6uiBFrmFLMp5NKpW9NcG/S09ODk9Or7uxmzZrh3LlzWLZsGQYMGICcnBwkJycrtPKePHkCOzs7AICdnR3Onj2rcL6CUZwFdUqqwie87OzsQn3HWtnZSv3HeF/VqlENv4f+hJdp6Thy4iRmzl+M0BULi0x60yd9jjnfL0fPz8ZAIgGqO9ijd3cv7Nl/BAAQ9ygemVnZGP3VDIXjcnPzUL9uHfnnFp3+a7HJ8mXIyc1VKOvR+SMEfDNB6XvJzcvDlG8XQBAEfDt1vNLHU8VzJ+YePmrXB6amJujZyxvLVwejT7eh8qT3+859iDh+CrZ21vhywgisDV2Knp0HITs7R+TIqbzJ/v85YLNmzaCrq4tjx46hX79+AIBbt24hLi4O7u7uAAB3d3fMnz8fiYmJsLGxAQCEhYXB1NQUrq6uSl23wiS84l4GGxQUhLlzFQdBzJo6EbO/maSOsMqVrq4ualRzAAB84OKMazdv49ddfyDgm4mF6lpamGN58GxkZ+cgOTUVNlZVELJqPao5vPoLKCMzEwCw8oe5sLW2KnSdAr+H/iT/+fK1mwhZtR4bViyUlxkZGcp/tqpigedJiq25Z0kvYFVFsdVXkOweP0nE+uXBbN1piNzcXNy/Gwfg1SCVxk0bYPRYH0z96tWC8S9T0/AyNQ337j7AhXOXcPvBP+jWwwt7fj8gZtgaQ1DTBHJ/f3907doVNWrUwMuXL7F161aEh4fj8OHDMDMzw8iRI+Hn5wdLS0uYmppiwoQJcHd3R6tWrQAAnTt3hqurK4YOHYqFCxciISEBs2bNwrhx45Ru2FSYhFfcoJWi+pK1Xv6rjpDUTiYTkJPz9i4fqVQPttZWyM3LQ1j43/D+qD0AoE7NGtDT00X8k6dv7b4sSLAAkJD4DNra2gplr2v0QX2cuRCNoa89xzt9LgqNPqgv/1yQ7OIePsb6H4NhbmZaonulykdLS6vYIeQSyav/pyct+RBzKiU1LRGWmJgIHx8fxMfHw8zMDG5ubjh8+DC8vLwAACEhIdDS0kK/fv2QnZ0Nb29vrFy5Un68trY29u/fj7Fjx8Ld3R1GRkbw9fVFYGCg0rGImvByc3NhYGCA6OhoNGjQ4K11r1+/DgeHwr94i+pLzs15VqZxiiFk1Qa0c28Oe1sbpGdk4MCRcJyLuoyfl3wHAPCftwg2VlUweexwAK9aY0+ePoeLc20kPn2Olet/hSAIGDH41dwWIyNDDBvUDwuXr4Egk6GJ2wdIS89A1OVrMDYyRK9uXkrHOKR/Lwwf9w1Ct/2O9q0/xMGjEbh2MwZzpr1qgebm5cFv5nxcv30HPy2cC5lMhmfPkwAAZqYmCi1LqlxmBvjhWFgk/n0UD2NjI/T9tAdat/0QA/qOgmPNaujVtxvCj/+N58+SYO9gh4mTRyMrKxvHjqh/IIPGUtMi0OvWrXvrfn19ffz000/46aefiq3j6OiIP//8s9SxiJrwdHV1UaNGDeTn57+zbvXq1dUQ0fsjKTkZM+YtwtPnSTAxMkJdp1r4ecl3aP1hUwBA/JNEaL3WzZudk4Mf127Eo8cJMDQwQDv3Fgj6dipMTYzldSaM9oGFuRl+2bwTDx8nwNTYCPXrOWG0zwCVYmzS0BXfz5mGH9dsxLKfQ+FYrSqWB30L59o1AQCJT5/jxMkzAIBPho1TOHb9j9/jw6bKD5ShisHK2hI/rv4etnbWeJn6Etev3cKAvqMQeeIUbO1s0NK9GcaM9YGZuSmeJj7HmVPn0cNrEJ49SxI7dM1RgReBVpVoK60UWLduHXbv3o3NmzfD0tKyTM5ZGVZaoYqBK62QupT1SivpcwapfKzRnG1lGIn6iP4Mb8WKFbhz5w4cHBzg6OgIozcGNFy8eFGkyIiIqDIRPeH17t1b7BCIiDSPBnZpip7wAgICxA6BiEjzVOA3l6vqvVhLMzk5Gb/88gv8/f2RlPTqofXFixfx77+Vc3oBEZHoNPCN56K38C5fvoxOnTrBzMwM9+/fx+jRo2FpaYndu3cjLi4OmzZtEjtEIqJKR10Tz98norfw/Pz8MGzYMMTExEBfX19e3q1bN0RGRooYGRFRJaaBLTzRE965c+fw+eeFX0RYtWpVpV/9QEREVBzRuzSlUilSU1MLld++fRvW1tYiREREpAEqcEtNVaK38D7++GMEBgbKXwsikUgQFxeHadOmyVfPJiKiMibIVN8qKNET3uLFi5GWlgYbGxtkZmbCw8MDTk5OMDExwfz588UOj4ioctLAZ3iid2mamZkhLCwMJ0+exOXLl5GWloamTZuiU6dOYodGRFRpCRU4calK9IRXoG3btmjbtq3YYRARaQYmPHEcO3YMx44dQ2JiImRvzA1Zv369SFEREVFlInrCmzt3LgIDA9G8eXPY29sX+2ZzIiIqQxo48Vz0hLd69WqEhoZi6NChYodCRKQ52KWpfjk5OWjdurXYYRARaRYNTHiiT0sYNWoUtm7dKnYYREQaRRAElbeKSvQWXlZWFtasWYOjR4/Czc0Nurq6CvuXLFkiUmRERJWYBrbwRE94ly9fRuPGjQEAV69eVdjHASxERFRWRE94J06cEDsEIiLNwxYeERFpAq60IoL09HQEBwcXO/H87t27IkVGRFSJMeGp36hRoxAREYGhQ4dy4jkRkbpo3rxz8RPewYMHceDAAbRp00bsUIiINIYmdmmKPg/PwsIClpaWYodBRESVnOgJb968eZg9ezYyMjLEDoWISHPwfXjqt3jxYsTGxsLW1hY1a9YsNPH84sWLIkVGRFSJ8Rme+vXu3VvsEIiINI4mPsMTPeEFBASIHQIRkeZRUwsvKCgIu3fvxs2bN2FgYIDWrVvj+++/R7169eR1PD09ERERoXDc559/jtWrV8s/x8XFYezYsThx4gSMjY3h6+uLoKAg6OiUPI2JnvCIiEj91NXCi4iIwLhx49CiRQvk5eVhxowZ6Ny5M65fvw4jIyN5vdGjRyMwMFD+2dDQUP5zfn4+unfvDjs7O5w6dQrx8fHw8fGBrq4uFixYUOJYREl4lpaWuH37NqysrGBhYfHWuXdJSUlqjIyIiMrSoUOHFD6HhobCxsYGFy5cQPv27eXlhoaGsLOzK/IcR44cwfXr13H06FHY2tqicePGmDdvHqZNm4Y5c+ZAT0+vRLGIkvBCQkJgYmICAFi6dKkYIRARabZSdGlmZ2cjOztboUwqlUIqlb7z2JSUFAAoNB1ty5Yt+PXXX2FnZ4eePXvi22+/lbfyTp8+jYYNG8LW1lZe39vbG2PHjsW1a9fQpEmTEsWtdMI7dOgQjI2N0bZtWwDATz/9hLVr18LV1RU//fQTLCws3nkOX19f+c/Hjh2Dp6cnPDw8UKdOHWXDISIiFQilSHhBQUGYO3euQllAQADmzJnz1uNkMhm++uortGnTBg0aNJCXf/bZZ3B0dISDgwMuX76MadOm4datW9i9ezcAICEhQSHZAZB/TkhIKHHcSs/Dmzp1KlJTUwEAV65cwZQpU9CtWzfcu3cPfn5+yp4OUqkUwcHBqFu3LqpXr44hQ4bgl19+QUxMjNLnIiKiEpKpvvn7+yMlJUVh8/f3f+clx40bh6tXr2L79u0K5WPGjIG3tzcaNmyIwYMHY9OmTdizZw9iY2PL7n6hQgvv3r17cHV1BQD8/vvv6NGjBxYsWICLFy+iW7duSgewdu1aAMC///6LyMhIREREYPHixfj8889hb2+PR48eKX1OIiJ6u9K08Eraffm68ePHY//+/YiMjES1atXeWrdly5YAgDt37qBOnTqws7PD2bNnFeo8efIEAIp97lcUpVt4enp68lVRjh49is6dOwN41R9b0PJThYWFBapUqQILCwuYm5tDR0cH1tbWKp+PiIjeohQtPGUIgoDx48djz549OH78OGrVqvXOY6KjowEA9vb2AAB3d3dcuXIFiYmJ8jphYWEwNTWVN8BKQukWXtu2beHn54c2bdrg7Nmz2LFjBwDg9u3b78zaRZkxYwbCw8MRFRWF+vXrw8PDA9OnT0f79u1L9DyQiIjeX+PGjcPWrVvxxx9/wMTERP7MzczMDAYGBoiNjcXWrVvRrVs3VKlSBZcvX8bkyZPRvn17uLm5AQA6d+4MV1dXDB06FAsXLkRCQgJmzZqFcePGKdXSlAiCoNRkjLi4OHz55Zd4+PAhJk6ciJEjRwIAJk+ejPz8fCxfvlyZ00FLSwvW1taYPHky+vbti7p16yp1fFFyn/EdeqQe1eoo341PpIonKTfL9HxPvTxUPtY6LOLdlf5fcdPONmzYgGHDhuHhw4cYMmQIrl69ivT0dFSvXh19+vTBrFmzYGpqKq//4MEDjB07FuHh4TAyMoKvry+Cg4OVmniudMIra5cuXUJERATCw8Px119/QU9PDx4eHvD09ISnp6dKCZAJj9SFCY/UpawTXmJH1ROezbGSJ7z3iUpvS4iNjcWsWbMwaNAgeZ/qwYMHce3aNaXP1ahRI0ycOBG7d+/G06dP8eeff0JPTw/jxo1D/fr1VQmPiIjeQZCpvlVUSj/Di4iIQNeuXdGmTRtERkZi/vz5sLGxwaVLl7Bu3Tr89ttvSp1PEARERUUhPDwc4eHhOHnyJFJTU+Hm5gYPD9X/AiEiorcQil/hqrJSOuFNnz4d3333Hfz8/OSrpQDARx99hBUrVigdgKWlJdLS0tCoUSN4eHhg9OjRaNeuHczNzZU+FxERUXGUTnhXrlzB1q1bC5Xb2Njg2bNnSgfw66+/ol27dgoPJ4mIqHxV5K5JVSn9DM/c3Bzx8fGFyqOiolC1alWlA+jevTuTHRGRmgkyicpbRaV0whs4cCCmTZuGhIQESCQSyGQy/P333/j666/h4+NTHjESEVEZ08RBK0onvAULFsDFxQXVq1dHWloaXF1d0b59e7Ru3RqzZs0qjxiJiKiMCYJE5a2iUnkeXlxcHK5evYq0tDQ0adIEzs7OZR2byjgPj9SF8/BIXcp6Ht6jlh+pfGy1f46XYSTqo/L78GrUqIEaNWqUZSxERETlRumEN2LEiLfuX79+vcrBEBGRelTkwSeqUjrhvXjxQuFzbm4url69iuTkZHz0kepNZCIiUh9xF5UUh9IJb8+ePYXKZDIZxo4dyzeWExFVEJrYwlNpLc1CJ9HSgp+fH0JCQsridEREVM40cR6eyoNW3hQbG4u8vLyyOh0REZUjdmmWgJ+fn8JnQRAQHx+PAwcOwNfXt8wCIyIiKktKJ7yoqCiFzwUvcF28ePE7R3ASEdH7oSJ3TapK6YR34sSJ8oiDiIjUqCKvmKKqMnuGR0REFUdFXhNTVSVKeE2aNIFEUrK/Bi5evFiqgIiIqPzJ2MIrWu/evcs5DCIiUid2aRYjICCgvOMgIiIqV3yGR0SkgThKswTy8/MREhKCnTt3Ii4uDjk5OQr7k5KSyiw4IiIqH5o48VzppcXmzp2LJUuWYMCAAUhJSYGfnx/69u0LLS0tzJkzpxxCJCKisqaJS4spnfC2bNmCtWvXYsqUKdDR0cGgQYPwyy+/YPbs2Thz5kx5xEhERGVMJkhU3ioqpRNeQkICGjZsCAAwNjZGSkoKAKBHjx44cOBA2UZHRETlQhAkKm8VldIJr1q1aoiPjwcA1KlTB0eOHAEAnDt3DlKptGyjIyIiKiNKJ7w+ffrg2LFjAIAJEybg22+/hbOzM3x8fLiWJhFRBSEIqm8VVYlHaa5YsQJDhgxBcHCwvGzAgAGoUaMGTp8+DWdnZ/Ts2bNcgiQiorJVkZ/FqUoiCCXL12ZmZsjNzUWfPn0wcuRIfPTRR+Udm8pyn90VOwTSENXqdBM7BNIQT1Julun5omr0UvnYJnF/lGEk6lPiLs2EhASsXr0ajx8/hpeXF2rVqoV58+bh4cOH5RkfERGVA3V1aQYFBaFFixYwMTGBjY0NevfujVu3binUycrKwrhx41ClShUYGxujX79+ePLkiUKduLg4dO/eHYaGhrCxscHUqVOVful4iROegYEBfHx8cOLECcTExGDo0KFYt24datWqhS5dumDXrl3Izc1V6uJERCQOdU1LiIiIwLhx43DmzBmEhYUhNzcXnTt3Rnp6urzO5MmTsW/fPuzatQsRERF4/Pgx+vbtK9+fn5+P7t27IycnB6dOncLGjRsRGhqK2bNnKxVLibs0iyIIAo4ePYrQ0FDs3bsXRkZGSExMVPV0ZYZdmqQu7NIkdSnrLs3z1XqrfGzD2B3Izs5WKJNKpSUaqf/06VPY2NggIiIC7du3R0pKCqytrbF161Z88sknAICbN2+ifv36OH36NFq1aoWDBw+iR48eePz4MWxtbQEAq1evxrRp0/D06VPo6emVKO5SraUpkUigo6MDiUQCQRDemxaegUM7sUMgDfGsX12xQyBSSWnm0wUFBWHu3LkKZQEBASVabatg7ralpSUA4MKFC8jNzUWnTp3kdVxcXOQDIlu1aoXTp0+jYcOG8mQHAN7e3hg7diyuXbuGJk2alChupaclAMDDhw8RGBiI2rVrw8vLC48fP8batWvl8/OIiOj9VpouTX9/f6SkpChs/v7+776mTIavvvoKbdq0QYMGDQC8Gh+ip6cHc3Nzhbq2trZISEiQ13k92RXsL9hXUiVu4eXk5GD37t1Yv349jh8/Dnt7e/j6+mLEiBGoXbt2iS9IRETiK810upJ2X75p3LhxuHr1Kk6ePFmKq6uuxAnPzs4OGRkZ6NGjB/bt2wdvb29oaanUQCQiIpGpex7e+PHjsX//fkRGRqJatWrycjs7O+Tk5CA5OVmhlffkyRPY2dnJ65w9e1bhfAWjOAvqlESJM9asWbPw8OFD/Pbbb+jatSuTHRFRBaautTQFQcD48eOxZ88eHD9+HLVq1VLY36xZM+jq6spX8AKAW7duIS4uDu7u7gAAd3d3XLlyRWFQZFhYGExNTeHq6lriWErcwvPz8yvxSYmIiIBX3Zhbt27FH3/8ARMTE/kzNzMzMxgYGMDMzAwjR46En58fLC0tYWpqigkTJsDd3R2tWrUCAHTu3Bmurq4YOnQoFi5ciISEBMyaNQvjxo1TqmuVbzwnItJAMjVdZ9WqVQAAT09PhfINGzZg2LBhAICQkBBoaWmhX79+yM7Ohre3N1auXCmvq62tjf3792Ps2LFwd3eHkZERfH19ERgYqFQspZqH977S0asqdgikITgtgdTFfNuJMj1fpN2nKh/bPmFXGUaiPmzhERFpIFmla+q8GxMeEZEGkkHz3pZQooSnzICVJUuWqBwMERGph8CEV7SoqKgSnUwi0bx/QCIiqhhKlPBOnCjbh6VERCQudY3SfJ/wGR4RkQZil2YJnT9/Hjt37kRcXBxycnIU9u3evbtMAiMiovKjiS08pdcH2759O1q3bo0bN25gz549yM3NxbVr13D8+HGYmZmVR4xERFTGZKXYKiqlE96CBQsQEhKCffv2QU9PD8uWLcPNmzfRv39/1KhRozxiJCKiMiZAovJWUSmd8GJjY9G9e3cAgJ6eHtLT0yGRSDB58mSsWbOmzAMkIiIqC0onPAsLC7x8+RIAULVqVVy9ehUAkJycjIyMjLKNjoiIyoVMovpWUSk9aKV9+/YICwtDw4YN8emnn2LSpEk4fvw4wsLC0LFjx/KIkYiIyhhXWimBFStWICsrCwAwc+ZM6Orq4tSpU+jXrx9mzZpV5gESEVHZ08ClNJVPeJaWlvKftbS0MH369DINiIiIyl9FHm2pKqWf4Wlrayu8dbbA8+fPoa2tXSZBERFR+ZJJJCpvFZXSCa+41+dlZ2dDT0+v1AERERGVhxJ3aS5fvhzAqwWif/nlFxgbG8v35efnIzIyEi4uLmUfIRERlTk+w3uLkJAQAK9aeKtXr1bovtTT00PNmjWxevXqso+QiIjKnCY+wytxwrt37x4AoEOHDti9ezcsLCzKLSgiIipfFXk+naqUHqXJVwUREVV8mjgPT+lBK/369cP3339fqHzhwoX49NNPyyQoIiIqX0IptopK6YQXGRmJbt26FSrv2rUrIiMjyyQoIiKisqZ0l2ZaWlqR0w90dXWRmppaJkEREVH50sRneEq38Bo2bIgdO3YUKt++fTtcXV3LJCgiIipfmvg+PKVbeN9++y369u2L2NhYfPTRRwCAY8eOYdu2bdi1a1eZB0hERGWvIj+LU5XSCa9nz57Yu3cvFixYgN9++w0GBgZwc3PD0aNH4eHhUR4xEhFRGdPELk2lEx4AdO/eXf4S2NddvXoVDRo0KHVQRERUvipy16SqlH6G96aXL19izZo1+PDDD9GoUaOyiImIiKjMqZzwIiMj4ePjA3t7eyxatAgfffQRzpw5U5axERFROdHEQStKJbyEhAQEBwfD2dkZn376KczMzJCdnY29e/ciODgYLVq0KLPABEEo8jVERERUeoJE9U0ZkZGR6NmzJxwcHCCRSLB3716F/cOGDYNEIlHYunTpolAnKSkJgwcPhqmpKczNzTFy5EikpaUpfc8lTng9e/ZEvXr1cPnyZSxduhSPHz/Gjz/+qPQFCxgaGuLp06fyz927d0d8fLz8c2JiIuzt7VU+PxERFU9dLbz09HQ0atQIP/30U7F1unTpgvj4ePm2bds2hf2DBw/GtWvXEBYWhv379yMyMhJjxoxRMhIlBq0cPHgQEydOxNixY+Hs7Kz0hd6UlZWl8G69yMhIZGZmKtQp7t17RERUOurqmuzatSu6du361jpSqRR2dnZF7rtx4wYOHTqEc+fOoXnz5gCAH3/8Ed26dcOiRYvg4OBQ4lhK3MI7efIkXr58iWbNmqFly5ZYsWIFnj17VuILqUJSgd+sS0T0PivNWprZ2dlITU1V2LKzs1WOJTw8HDY2NqhXrx7Gjh2L58+fy/edPn0a5ubm8mQHAJ06dYKWlhb++ecfpa5T4oTXqlUrrF27FvHx8fj888+xfft2ODg4QCaTISwsDC9fvlTqwkREVDEFBQXBzMxMYQsKClLpXF26dMGmTZtw7NgxfP/994iIiEDXrl2Rn58P4NXYERsbG4VjdHR0YGlpiYSEBKWupfQ8PCMjI4wYMQIjRozArVu3sG7dOgQHB2P69Onw8vLC//73vxKdp+DhZHGfiYio/JRm4rm/vz/8/PwUyqRSqUrnGjhwoPznhg0bws3NDXXq1EF4eDg6duyoepBFKNU8vHr16mHhwoV49OhRoYeM7yIIAurWrQtLS0tYWloiLS0NTZo0kX92cXEpTWhERPQWpRm0IpVKYWpqqrCpmvDeVLt2bVhZWeHOnTsAADs7u0Ij9vPy8pCUlFTsc7/iqLTSypu0tbXRu3dv9O7du8THbNiwoSwuTUREKnhf59M9evQIz58/l4/Sd3d3R3JyMi5cuIBmzZoBAI4fPw6ZTIaWLVsqde4ySXiq8PX1FevSREQaT11j4NPS0uStNQC4d+8eoqOj5b15c+fORb9+/WBnZ4fY2Fh88803cHJygre3NwCgfv366NKlC0aPHo3Vq1cjNzcX48ePx8CBA5UaoQmUwdJiRERExTl//jyaNGmCJk2aAAD8/PzQpEkTzJ49G9ra2rh8+TI+/vhj1K1bFyNHjkSzZs3w119/KXSRbtmyBS4uLujYsSO6deuGtm3bYs2aNUrHIloLr1atWu8cpCKRSBAbG6umiIiINIe63pbg6en51jnVhw8ffuc5LC0tsXXr1lLHIlrC++qrr4rdd//+ffz888+lmtdBRETFe1+f4ZUn0RLepEmTCpUlJSVh3rx5WLVqFVq2bInvv/9ehMiIiCo/TVzHSrSE97rMzEwsWbIEixYtgqOjI3bv3o1u3bqJHRYRUaUl08CUJ2rCy8/Px9q1azF37lzo6+tj+fLlGDJkCCegExGVM3ZpqtHOnTsxa9YsJCcnY+bMmRg7diz09PTECoeIiCo50RLewIEDYWBggEGDBuHBgweYPn16kfWWLFmi5siIiCo/zevQFDHhtW/f/p3TDti1SURUPtilqUbh4eFiXZqISOOpax7e++S9GKUJQP5uPSsrK5EjISKq/DRxlKaoS4slJydj3LhxsLKygq2tLWxtbWFlZYXx48cjOTlZzNCIiCq10rwAtqISrYWXlJQEd3d3/Pvvvxg8eDDq168PALh+/TpCQ0Nx7NgxnDp1ChYWFmKFSERElYhoCS8wMBB6enqIjY2Fra1toX2dO3dGYGAgQkJCRIqQiKjy0sRBK6J1ae7duxeLFi0qlOyAVy/8W7hwIfbs2SNCZERElZ8MgspbRSVaCy8+Ph4ffPBBsfsbNGiAhIQENUZERKQ5Km7aUp1oLTwrKyvcv3+/2P337t2DpaWl+gIiItIgslJsFZVoCc/b2xszZ85ETk5OoX3Z2dn49ttv0aVLFxEiIyKq/NilqUaBgYFo3rw5nJ2dMW7cOLi4uEAQBNy4cQMrV65EdnY2Nm/eLFZ4RERUyYiW8KpVq4bTp0/jyy+/hL+/v/yNuBKJBF5eXlixYgWqV68uVnhERJVaxW2nqU7UlVZq1aqFgwcP4sWLF4iJiQEAODk5Ffns7tGjR3BwcICWlqhz5YmIKoWK/CxOVe/F0mIWFhb48MMP31rH1dUV0dHRqF27tpqiIiKqvAQNbOO9FwmvJAq6PImIqPTYwiMiIo1QkUdbqooPxIiISCOwhadh2rVtiSlTxqJpk4ZwcLBD309G4H//OwwA0NHRwbzAb9Cly0eoXcsRKSmpOHb8JGbMXID4+CciR07lRdrrM+i2aAdthxoQcrKRf/saMretgSz+4VuPkxgaQX/AKOi2aAeJsQlkz54gc9NPyIv+p9xi1W3pAf1PR0DL2g6yhEfI3Lbmv+tpa0O//0joNm4JLRt7CJnpyLtyEZnb10B48bzcYqqoNK99V4FaeHz7edkwMjLE5cvXMWHSzEL7DA0N0KRxQ8xfsAwtWnbBp/1Ho17d2tize4MIkZK66NRvhJwje/Fy9jikLZgK6OjA2H8hINUv/iBtHRjNWAQtazukL52Dl34+yFi7GLKkZ6WKw3T5tuIv6fwBDCd8i5zwP/HSfzRyz5+E0ZR50KpW81UFPX1o13JG1p7NeDnjc6QvmQ0th+ow+nq+yjFVZpx4/h7joJWycejwCRw6fKLIfampL9Gl2yCFsomTZuHM6T9RvboDHj58rI4QSc3Sg6cpfM5YFQyzNXuhXasu8m9eLvIYvQ5dITE2QVrAeCA//1Xhszd6ASQSSD8eBL2PekDL3BKy+EfI2r0JuWcjVYpT2rUf8i6dRfb+HQCArF0boNOwOaTefZC5LgTITEf6gqkKx2RuWAaT+ashqWID4XmiStetrDhoRc1yc3NhYGCA6OhoNGjQ4K11r1+/DgcHBzVFRgXMzEwhk8mQnJwqdiikJhJDIwCAkFb8f3Pdpq2RH3MdBsO/gm7z1hBSU5Dz9zFk/28bILz6VSrt9Rn02nohc10IZAmPoOPiBsNxM5H2MgX5Ny4pHZeOsyuy/9ylUJZ3+Rx0m7d9670IMhmEjDSlr1fZcVqCmunq6qJGjRrIL/gL8S246or6SaVSLFgwA9t37MXLl/yFoREkEhj4jEfezSuQPbpfbDUtGwdoWdsh5++jSP/eH1q2VWEwYhKgo43s3zcBOrrQ7zUYaQu+Rn7MdQBATmI8tOs1hLRjT2SokPAk5paQpbxQKJOlvIDEvJiXROvqQn/Q58g9dRzIzFD6epUdW3gimDlzJmbMmIHNmzer9HaE7OxsZGdnK5QJgsBnfqWko6OD7dtWQyKRYNx4f7HDITUxGD4J2tVr4eWcCW+vqCWBkPoCmWsXA4IM+fduQ8vSCtIeA5D9+yZo2VWFRN8AxjMWKR6no4P8+3fkH802/PnaObUAHV2FspyTYa+6K5WlrQ2jSQGABMhYz5dI0yuiJ7wVK1bgzp07cHBwgKOjI4yMjBT2X7x48a3HBwUFYe7cuQplEi1jSLRNyzxWTVGQ7GrUqAavzv3ZutMQBsMmQrepO9LmToLwjsEnQnISZHl58u5LAMj/9wG0LKoA2jqQSA0AAGkL/SEkPVU8NjdX/vPL6aPkP2s7ucJg0Bikzfvqv7qvtcyE5CRomSm25rTMLCAkK7b6oK0Nw0kB0LKyQ9p3fmzdFYNdmiLo3bt3qY739/eHn5+fQplFFZdSnVOTFSQ7J6da6OT1KZKSXrz7IKrwDIZNhG6LtkibNxmyp+9+8XLeravQa9MRkEiA/x9QpmVfHbIXz4D8POT/ex9CTg60qtgg9y3dl7In/w2E0rK0BmT5CmUK14y5Dp0PmiL74O/yMp2GzZAXc+2/Sv+f7LTtqiFt3uS3PofUdOrq0oyMjMQPP/yACxcuID4+Hnv27FH4vS8IAgICArB27VokJyejTZs2WLVqFZydneV1kpKSMGHCBOzbtw9aWlro168fli1bBmNjY6ViET3hBQQElOp4qVQKqVSqUMbuzOIZGRnCyamW/HOtmjXQqNEHSEp6gfj4ROzcsQZNGjdErz6+0NbWhq2tNQAgKSkZua/9ZU6Vh8GIr6DXuiPSFs+CkJkByf+3ooSMdCD31fsqDcf6Q/biKbK2/wIAyA77A9LOvWHgOx7Zh/ZAy74a9Ht/huxDu1+dNCsT2Qd2wMBnHKClhfybVyAxNIJ2vQYQMjOQG3lY6TizD/4O49lLIe3+KXKjzkDP/SNo166HjLWLX1XQ1obRV3OhXcsZaQtnAFpa/91L2ksgP6+U/1KVi0xNI9/T09PRqFEjjBgxAn379i20f+HChVi+fDk2btyIWrVq4dtvv4W3tzeuX78Off1XU2MGDx6M+Ph4hIWFITc3F8OHD8eYMWOwdetWpWKRCO/BeP/k5GT89ttviI2NxdSpU2FpaYmLFy/C1tYWVatWVfp8OnrKH6MpPNq749jR3wqVb9y0E4HzFiM2puhJwx07fYKIyNPlHV6F86xfXbFDKDXzbUVPU8lYFYyc/09Mxt+GQPY0ARmrv5fv13Z2hcHQcdB2dILsxVPknDioMEoTAPS69IO008fQsrWHkJ6G/PsxyNq7pcjpDjr1G8Fw7HSkThxUaF8B3ZYe0O9fMPH8X2Ru/Vk+8VzLyhamP24v8ri0wK+Qp8JAmfdJcf+dVDXEsXDyKalfH+xW6TiJRKLQwhMEAQ4ODpgyZQq+/vprAEBKSgpsbW0RGhqKgQMH4saNG3B1dcW5c+fQvHlzAMChQ4fQrVs3+Vt0Snx9sRPe5cuX0alTJ5iZmeH+/fu4desWateujVmzZiEuLg6bNm1S+pxMeKQulSHhUcVQ1gnvM8c+Kh+74fb2QoMFi+pte9ObCe/u3buoU6cOoqKi0LhxY3k9Dw8PNG7cGMuWLcP69esxZcoUvHjx3+OVvLw86OvrY9euXejTp+T3IfpKK35+fhg2bBhiYmLkzVcA6NatGyIjVZugSkRE5ScoKAhmZmYKW1BQkNLnSUh49bzY1tZWodzW1la+LyEhATY2Ngr7dXR0YGlpKa9TUqI/wzt37hx+/vnnQuVVq1ZV+maIiKhkSjNKs6jBgu9q3b0PRE94UqkUqamFR1Ldvn0b1tbWIkRERFT5lWaUZkm6L0vCzs4OAPDkyRPY29vLy588eSLv4rSzs0NiouKycHl5eUhKSpIfX1Kid2l+/PHHCAwMlI8AlEgkiIuLw7Rp09CvXz+RoyMiqpzeh8Wja9WqBTs7Oxw7dkxelpqain/++Qfu7u4AAHd3dyQnJ+PChQvyOsePH4dMJkPLli2Vup7oCW/x4sVIS0uDjY0NMjMz4eHhAScnJ5iYmGD+fK5yTkRUHoRS/J8y0tLSEB0djejoaADAvXv3EB0djbi4OEgkEnz11Vf47rvv8L///Q9XrlyBj48PHBwc5ANb6tevjy5dumD06NE4e/Ys/v77b4wfPx4DBw5Uen1l0bs0zczMEBYWhpMnT+Ly5ctIS0tD06ZN0alTJ7FDIyKqtNQ18fz8+fPo0KGD/HPBsz9fX1+Ehobim2++QXp6OsaMGYPk5GS0bdsWhw4dUhjEuGXLFowfPx4dO3aUTzxfvny50rGIPi2hPHBaAqkLpyWQupT1tIS+jh+rfOzuB/8rw0jUR/QWHgAcO3YMx44dQ2JiImQyxb871q9fL1JURESVVyVs67yT6Alv7ty5CAwMRPPmzWFvb89lwYiI1KAiv7lcVaInvNWrVyM0NBRDhw4VOxQiIo3B9+GJICcnB61btxY7DCIijaKJrwcSfVrCqFGjlF7xmoiISud9mIenbqK38LKysrBmzRocPXoUbm5u0NXVVdi/ZMkSkSIjIqLKRPSEd/nyZfkSMlevXlXYxwEsRETlg6M0RXDiRNnOLSEionfjoBUiItIImjhoRfSEl56ejuDg4GInnt+9e1ekyIiIKq+KPPhEVaInvFGjRiEiIgJDhw7lxHMiIjXhMzwRHDx4EAcOHECbNm3EDoWIiCox0ROehYUFLC0txQ6DiEijaGKXpugTz+fNm4fZs2cjIyND7FCIiDSGut6H9z4RvYW3ePFixMbGwtbWFjVr1iw08fzixYsiRUZEVHnJ+AxP/QreaktEROqjeenuPUh4AQEBYodARKRx+AyPiIiokhKlhWdpaYnbt2/DysoKFhYWb517l5SUpMbIiIg0gya28ERJeCEhITAxMQEALF26VIwQiIg0Gieeq4mvr6/852PHjsHT0xMeHh6oU6eOGOEQEWkcTWzhif4MTyqVIjg4GHXr1kX16tUxZMgQ/PLLL4iJiRE7NCKiSksT5+GJnvDWrl2L27dvIy4uDgsXLoSxsTEWL14MFxcXVKtWTezwiIgqJUEQVN4qKtETXgELCwtUqVIFFhYWMDc3h46ODqytrcUOi4iIKgnRE96MGTPQunVrVKlSBdOnT0dWVhamT5+OhIQEREVFiR0eEVGlJIOg8lZRiT7xPDg4GNbW1ggICEDfvn1Rt25dsUMiIqr0KnLXpKpET3hRUVGIiIhAeHg4Fi9eDD09PXh4eMDT0xOenp5MgERE5aAit9RUJRHeszR/6dIlhISEYMuWLZDJZMjPz1f6HDp6VcshMqLCnvXjH2SkHubbTpTp+dzs3FU+9nLC6TKMRH1Eb+EJgoCoqCiEh4cjPDwcJ0+eRGpqKtzc3ODh4SF2eERElRLfliACS0tLpKWloVGjRvDw8MDo0aPRrl07mJubix0aERFVIqKP0vz111/x/PlznD9/HosXL0bPnj2Z7IiIypm6Jp7PmTMHEolEYXNxcZHvz8rKwrhx41ClShUYGxujX79+ePLkSVnfLoD3oIXXvXt3sUMgItI46uzS/OCDD3D06FH5Zx2d/1LP5MmTceDAAezatQtmZmYYP348+vbti7///rvM4xA94RERkfqpc4kwHR0d2NnZFSpPSUnBunXrsHXrVnz00UcAgA0bNqB+/fo4c+YMWrVqVaZxiN6lSURE6icTBJW37OxspKamKmzZ2dnFXismJgYODg6oXbs2Bg8ejLi4OADAhQsXkJubi06dOsnruri4oEaNGjh9uuxHgjLhERGRUoKCgmBmZqawBQUFFVm3ZcuWCA0NxaFDh7Bq1Srcu3cP7dq1w8uXL5GQkAA9Pb1C4zZsbW2RkJBQ5nGzS5OISAOVpkvT398ffn5+CmVSqbTIul27dpX/7ObmhpYtW8LR0RE7d+6EgYGByjGoggmPiEgDlWbQilQqLTbBvYu5uTnq1q2LO3fuwMvLCzk5OUhOTlZo5T158qTIZ36lxS5NIiINJNb78NLS0hAbGwt7e3s0a9YMurq6OHbsmHz/rVu3EBcXB3d31VeCKQ5beEREGkgQZGq5ztdff42ePXvC0dERjx8/RkBAALS1tTFo0CCYmZlh5MiR8PPzg6WlJUxNTTFhwgS4u7uX+QhNgAmPiEgjqWvx6EePHmHQoEF4/vw5rK2t0bZtW5w5c0b+vtOQkBBoaWmhX79+yM7Ohre3N1auXFkusbx3i0eXBS4eTerCxaNJXcp68WjHKm4qH/vg+eUyjER92MIjItJAlbCt805MeEREGkgT34fHhEdEpIHYwiMiIo3A9+EREZFGUOfi0e8LTjwnIiKNwBYeEZEG4jM8IiLSCBylSUREGoEtPCIi0ggcpUlERBpBE1t4HKVJREQagS08IiINxEErRESkETSxS5MJj4hIA3HQChERaQRNXFqMCY+ISANpYguPozSJiEgjsIVHRKSBOGiFiIg0Ap/hERGRRmALj4iINAITHhERaQTNS3ccpUlERBpCImhiu5YKyc7ORlBQEPz9/SGVSsUOhyoxftdILEx4BABITU2FmZkZUlJSYGpqKnY4VInxu0ZiYZcmERFpBCY8IiLSCEx4RESkEZjwCAAglUoREBDAQQRU7vhdI7Fw0AoREWkEtvCIiEgjMOEREZFGYMIjIiKNwIQnstDQUJibm4sdBmkgfvdI0zDhiWzAgAG4ffu22GG8U3h4OCQSSbFbhw4dAAD3798vts6ZM2cAvPpFW1CmpaUFe3t7DBgwAHFxcYWue+3aNfTv3x/W1taQSqWoW7cuZs+ejYyMDLXef2VUUb57BR4+fIgRI0bAwcEBenp6cHR0xKRJk/D8+XOFep6enpBIJNi+fbtC+dKlS1GzZk3559e/h69v+vr66rgdEgETnsgMDAxgY2MjdhjIycl56/7WrVsjPj6+0Pbzzz9DIpHgyy+/VKh/9OjRQnWbNWsm329qaor4+Hj8+++/+P3333Hr1i18+umnCuc4c+YMWrZsiZycHBw4cAC3b9/G/PnzERoaCi8vr3fGTG9XUb57AHD37l00b94cMTEx2LZtG+7cuYPVq1fj2LFjcHd3R1JSkkJ9fX19zJo1C7m5uW89b8H38PXtwYMHpbofeo8JVOb27dsnmJmZCXl5eYIgCEJUVJQAQJg2bZq8zsiRI4XBgwcLGzZsEMzMzOTlAQEBQqNGjYRNmzYJjo6OgqmpqTBgwAAhNTVVXsfDw0OYMGGCMHXqVMHCwkKwtbUVAgICFGJ48eKFMHLkSMHKykowMTEROnToIERHRxe6ztq1a4WaNWsKEolE6fu8fv26YGJiIsycOVNedu/ePQGAEBUVVexxb96zIAjC8uXLBQBCSkqKIAiCIJPJBFdXV6F58+ZCfn6+Qt3o6GhBIpEIwcHBSsdc2VXW716XLl2EatWqCRkZGQrl8fHxgqGhofDFF18oxDh8+HChSpUqwk8//SQvDwkJERwdHeWfi/oeUuXGFl45aNeuHV6+fImoqCgAQEREBKysrBAeHi6vExERAU9PzyKPj42Nxd69e7F//37s378fERERCA4OVqizceNGGBkZ4Z9//sHChQsRGBiIsLAw+f5PP/0UiYmJOHjwIC5cuICmTZuiY8eOCn8J37lzB7///jt2796N6Ohope4xOTkZvXr1gqenJ+bNm6fUsW9KTEzEnj17oK2tDW1tbQBAdHQ0rl+/Dj8/P2hpKX5NGzVqhE6dOmHbtm2lum5lVBm/e0lJSTh8+DC+/PJLGBgYKOyzs7PD4MGDsWPHDoUXmpqammLmzJkIDAxEenr6W89PmoMJrxyYmZmhcePG8l8y4eHhmDx5MqKiopCWloZ///0Xd+7cgYeHR5HHy2QyhIaGokGDBmjXrh2GDh2KY8eOKdRxc3NDQEAAnJ2d4ePjg+bNm8vrnDx5EmfPnsWuXbvQvHlzODs7Y9GiRTA3N8dvv/0mP0dOTg42bdqEJk2awM3NrcT3J5PJ8Nlnn0FHRwdbtmyBRCIpVKd169YwNjZW2F6XkpICY2NjGBkZwdbWFidOnMC4ceNgZGQEAPJnS/Xr1y8yhvr161eo50/qUhm/ezExMRAE4a3fhRcvXuDp06cK5V9++SX09fWxZMmSYs9d8D18fevatetb46GKi288LyceHh4IDw/HlClT8NdffyEoKAg7d+7EyZMnkZSUBAcHBzg7O+Pvv/8udGzNmjVhYmIi/2xvb4/ExESFOm/+kni9zqVLl5CWloYqVaoo1MnMzERsbKz8s6OjI6ytrZW+txkzZuD06dM4e/asQpyv27FjR7G/oADAxMQEFy9eRG5uLg4ePIgtW7Zg/vz5heoJXAhIaZX1u6fsd0EqlSIwMBATJkzA2LFji6xT8D183ZutSKo8mPDKiaenJ9avX49Lly5BV1cXLi4u8PT0RHh4OF68eFHsX9gAoKurq/BZIpFAJpOVuE5aWhrs7e0VurEKvD4MvaA1pYzt27dj0aJFOHDgAJydnYutV716dTg5ORW7X0tLS76/fv36iI2NxdixY7F582YAQN26dQEAN27cQJMmTQodf+PGDXkdUlTZvntOTk6QSCS4ceMG+vTpU2j/jRs3YGFhUWQCHTJkCBYtWoTvvvtOYYRmgde/h1T5sUuznBQ8SwkJCZH/gin4pRMeHl7sM5Sy0LRpUyQkJEBHRwdOTk4Km5WVlcrnjY6OxsiRIxEcHAxvb+8yjBiYPn06duzYIf9ru3HjxnBxcUFISEihX7iXLl3C0aNHMWjQoDKNobKobN+9KlWqwMvLCytXrkRmZqbCvoSEBGzZsgUDBgwosmtdS0sLQUFBWLVqFe7fv6/S9anyYMIrJxYWFnBzc8OWLVvkv2Dat2+Pixcv4vbt22/9K7u0OnXqBHd3d/Tu3RtHjhzB/fv3cerUKcycORPnz59X6ZzPnj1D79694enpiSFDhiAhIUFhe/P5yfPnzwvVycrKKvb81atXR58+fTB79mwAr1oN69atw/Xr19GvXz+cPXsWcXFx2LVrF3r27Al3d3d89dVXKt1LZVfZvnsAsGLFCmRnZ8Pb2xuRkZF4+PAhDh06BC8vL1StWrXI7vAC3bt3R8uWLfHzzz8X2icIQqHvaUJCQqE/sqhyYMIrRx4eHsjPz5f/0rG0tISrqyvs7OxQr169cruuRCLBn3/+ifbt22P48OGoW7cuBg4ciAcPHsDW1lalcx44cAAPHjzAn3/+CXt7+0JbixYtFOp36tSpUJ29e/e+9RqTJ0/GgQMHcPbsWQCvBr6cOXMG2tra6Nq1K5ycnODv7w9fX1+EhYXx9TJvUZm+ewDg7OyM8+fPo3bt2ujfvz/q1KmDMWPGoEOHDjh9+jQsLS3fevz3339f5B9cqampRX6f33xuSZUDXw9EREQagS08IiLSCEx4BACIi4srNB/p9a2odS6JygK/e6Qu7NIkAEBeXt5bR7HVrFkTOjqcxUJlj989UhcmPCIi0gjs0iQiIo3AhEdERBqBCY+IiDQCEx4REWkEJjyqNIYNG4bevXvLP3t6eoqy/Fh4eDgkEgmSk5PL9ToSieSdq9cQ0X+Y8KhcDRs2DBKJBBKJBHp6enByckJgYCDy8vLK/dq7d+8u8ctp1ZWkcnJyYGVlVeilqgXmzZsHW1tb5ObmlmscRJqICY/KXZcuXRAfH4+YmBhMmTIFc+bMwQ8//FBk3ZycnDK7rqWlZbHv6xOLnp4ehgwZgg0bNhTaJwgCQkND4ePjU+gVPERUekx4VO6kUins7Ozg6OiIsWPHolOnTvjf//4H4L9uyPnz58PBwUG+sPHDhw/Rv39/mJubw9LSEr169VKYnJyfnw8/Pz+Ym5ujSpUq+Oabbwq9IPTNLs3s7GxMmzYN1atXh1QqhZOTE9atW4f79++jQ4cOAF69aUAikWDYsGEAXr0BPCgoCLVq1YKBgQEaNWqk8OZuAPjzzz9Rt25dGBgYoEOHDu98Dc3IkSNx+/ZtnDx5UqE8IiICd+/exciRI3Hu3Dl4eXnBysoKZmZm8PDwKPSi0tcV1UKNjo6GRCJRiOfkyZNo164dDAwMUL16dUycOBHp6eny/StXroSzszP09fVha2uLTz755K33QlSRMOGR2hkYGCi05I4dO4Zbt24hLCwM+/fvR25uLry9vWFiYoK//voLf//9N4yNjdGlSxf5cYsXL0ZoaCjWr18vf5P3nj173npdHx8fbNu2DcuXL8eNGzfw888/w9jYGNWrV8fvv/8OALh16xbi4+OxbNkyAEBQUBA2bdqE1atX49q1a5g8eTKGDBmCiIgIAK8Sc9++fdGzZ09ER0dj1KhRmD59+lvjaNiwIVq0aIH169crlG/YsAGtW7eGi4sLXr58CV9fX5w8eRJnzpyBs7MzunXrhpcvXyr3j/2a2NhYdOnSBf369cPly5exY8cOnDx5EuPHjwcAnD9/HhMnTkRgYCBu3bqFQ4cOoX379ipfj+i9IxCVI19fX6FXr16CIAiCTCYTwsLCBKlUKnz99dfy/ba2tkJ2drb8mM2bNwv16tUTZDKZvCw7O1swMDAQDh8+LAiCINjb2wsLFy6U78/NzRWqVasmv5YgCIKHh4cwadIkQRAE4datWwIAISwsrMg4T5w4IQAQXrx4IS/LysoSDA0NhVOnTinUHTlypDBo0CBBEATB399fcHV1Vdg/bdq0Qud60+rVqwVjY2Ph5cuXgiAIQmpqqmBoaCj88ssvRdbPz88XTExMhH379snLAAh79uwpNv6oqCgBgHDv3j153GPGjFE4719//SVoaWkJmZmZwu+//y6YmpoKqampxcZNVJGxhUflbv/+/TA2Noa+vj66du2KAQMGYM6cOfL9DRs2hJ6envzzpUuXcOfOHZiYmMgXELa0tERWVhZiY2ORkpKC+Ph4tGzZUn6Mjo4OmjdvXmwM0dHR0NbWVurlp3fu3EFGRga8vLwUFjPetGkTYmNjAQA3btxQiAMA3N3d33nuQYMGIT8/Hzt37gQA7NixA1paWhgwYAAA4MmTJxg9ejScnZ1hZmYGU1NTpKWllWoh5UuXLiE0NFThXry9vSGTyXDv3j14eXnB0dERtWvXxtChQ7FlyxZkZGSofD2i9w1XZKVy16FDB6xatQp6enpwcHAotBCwkZGRwue0tDQ0a9YMW7ZsKXQua2trlWIwMDBQ+pi0tDQAr15+W7VqVYV9pX35rKmpKT755BNs2LABI0aMwIYNG9C/f38YGxsDAHx9ffH8+XMsW7YMjo6OkEqlcHd3L3ZQj5bWq79dhdeeY7450jMtLQ2ff/45Jk6cWOj4GjVqQE9PDxcvXkR4eDiOHDmC2bNnY86cOTh37hzMzc1Ldb9E7wMmPCp3RkZGcHJyKnH9pk2bYseOHbCxsYGpqWmRdezt7fHPP//InzHl5eXhwoULaNq0aZH1GzZsCJlMhoiICHTq1KnQ/oIWZn5+vrzM1dUVUqkUcXFxxbYM69evLx+AU+DMmTPvvkm8Grzi6emJ/fv349SpUwojV//++2+sXLkS3bp1A/DqWeGzZ8+KPVfBHwLx8fGwsLAA8KpV+7qmTZvi+vXrb/1voaOjg06dOqFTp04ICAiAubk5jh8/jr59+5bonojeZ+zSpPfO4MGDYWVlhV69euGvv/7CvXv3EB4ejokTJ+LRo0cAgEmTJiE4OBh79+7FzZs38eWXX751Dl3NmjXh6+uLESNGYO/evfJzFnQpOjo6QiKRYP/+/Xj69CnS0tJgYmKCr7/+GpMnT8bGjRsRGxuLixcv4scff8TGjRsBAF988QViYmIwdepU3Lp1C1u3bkVoaGiJ7rN9+/ZwcnKCj48PXFxc0Lp1a/k+Z2dnbN68GTdu3MA///yDwYMHv7WV6uTkhOrVq2POnDmIiYnBgQMHsHjxYoU606ZNw6lTpzB+/HhER0cjJiYGf/zxh3zQyv79+7F8+XJER0fjwYMH2LRpE2QymXzkLFGFJ/ZDRKrcXh+0osz++Ph4wcfHR7CyshKkUqlQu3ZtYfTo0UJKSoogCK8GqUyaNEkwNTUVzM3NBT8/P8HHx6fYQSuCIAiZmZnC5MmTBXt7e0FPT09wcnIS1q9fL98fGBgo2NnZCRKJRPD19RUE4dVAm6VLlwr16tUTdHV1BWtra8Hb21uIiIiQH7dv3z7ByclJkEqlQrt27YT169e/c9BKgQULFggAFAbgCIIgXLx4UWjevLmgr68vODs7C7t27RIcHR2FkJAQeR28NmhFEATh5MmTQsOGDQV9fX2hXbt2wq5duxQGrQiCIJw9e1bw8vISjI2NBSMjI8HNzU2YP3++IAivBrB4eHgIFhYWgoGBgeDm5ibs2LHjnfdAVFHwfXhERKQR2KVJREQagQmPiIg0AhMeERFpBCY8IiLSCEx4RESkEZjwiIhIIzDhERGRRmDCIyIijcCER0REGoEJj4iINAITHhERaYT/A1Ytz8y6Q/+qAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.97      0.92      0.95       423\n",
            "           1       0.89      0.96      0.92       270\n",
            "\n",
            "    accuracy                           0.94       693\n",
            "   macro avg       0.93      0.94      0.93       693\n",
            "weighted avg       0.94      0.94      0.94       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 111s 2s/step - loss: 0.0877 - accuracy: 0.9593 - val_loss: 0.0299 - val_accuracy: 0.9896\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0450 - accuracy: 0.9849 - val_loss: 0.0022 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0360 - accuracy: 0.9876 - val_loss: 7.3388e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0189 - accuracy: 0.9935 - val_loss: 9.8374e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0042 - accuracy: 0.9989 - val_loss: 2.7696e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0022 - accuracy: 1.0000 - val_loss: 1.9080e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0010 - accuracy: 0.9995 - val_loss: 3.9811e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 8.0647e-04 - accuracy: 1.0000 - val_loss: 2.0691e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0013 - accuracy: 0.9995 - val_loss: 1.2465e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 9.7103e-04 - accuracy: 1.0000 - val_loss: 5.6326e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 531ms/step - loss: 2.2071e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 16s 553ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.98      0.91      0.95       423\n",
            "           1       0.88      0.98      0.93       270\n",
            "\n",
            "    accuracy                           0.94       693\n",
            "   macro avg       0.93      0.95      0.94       693\n",
            "weighted avg       0.94      0.94      0.94       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 110s 2s/step - loss: 0.0831 - accuracy: 0.9715 - val_loss: 5.1577e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0322 - accuracy: 0.9892 - val_loss: 4.1167e-04 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0144 - accuracy: 0.9952 - val_loss: 0.0137 - val_accuracy: 0.9948\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0082 - accuracy: 0.9962 - val_loss: 1.8720e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0158 - accuracy: 0.9941 - val_loss: 0.0083 - val_accuracy: 0.9948\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0138 - accuracy: 0.9930 - val_loss: 3.1675e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0054 - accuracy: 0.9978 - val_loss: 5.0656e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0042 - accuracy: 0.9984 - val_loss: 1.3596e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0014 - accuracy: 1.0000 - val_loss: 1.1503e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0097 - accuracy: 0.9973 - val_loss: 1.3167e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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06dKFhIQEANatW0dBQUGx8zRs2JCaNWv+bUDKy8sjLy/P/n16enppvaziMo5C9qmyOfffCP9LX6K/KRMTVsJdTgOw7Pe13NTrMX6aNonRb09hy869/N+3/yY6Mozhr07gj/VbyMrOoVG92owb+TRdbmhvP1dMh7sYOuxZ+3tkMpn47LPPWLhwIYsXLyYqKor33nuPu+66qzxfbtWz7xeY1RdiOsH908Bcqf7Xdz5nDsLUOyEt0dGViJNxusVH7pwIbQY45NKV6m/J5ORkwsLCih0LCwsjPT2dnJwczpw5g8ViuWCbnTt32s/h7u5OQEDAeW3+2otyrnHjxvHqq6+WqG7DMMgpuMxeoQLD9lVKvFxNJZh5Zbrgf0e+9SHvjh1OnZpRBPr7kXg0mW43d+LNFwbj4e7G13N+pPuAoez6dT41oyIAA6wWyM8qdvZXX32Vt99+m3feeYdJkybx4IMPcujQIYKCgq7mpcrFnNoHs/tDXjrs+gn+7yXoOt7RVVVdeZnw3T9s4cjF1fYlUgIGth4ji9XgQjeDTCYTrmYT5so8+9bFcZFP/2deplGjRjF8+HD79+np6URHR1/Wc3MKLDQeu/jSDcvA9tfiqOZ+hW9z4EYwmSGyhe37kFQAXhv3Drfefbe9WVATaH5rb/v3r3e6m/lLE/h+1T4GD+4K6UdtP8hJtYUkd28A+vfvzwMPPADAW2+9xYcffsjq1au5/fbbS/AK5W/lZcCMf0BuKgTWhjMHYNXHEHYNtHrY0dVVPVYrzP8nHN8G3tXhsWXgH+XoqqQSMQyD1QdOM2vtEX7acsz+j28XE9xYP5T720RjMsEr328nOT0XgF6ta/Bit0YEers7svRKp1IFpPDw8PNmm6WkpODn54eXlxdmsxmz2XzBNuHh4fZz5Ofnk5qaWqwX6a9tLsTDwwMPD4/SezGVUJs2bYp9n5mZySuvvMLChQs5duwYhYWF5OTkcPjwYVsD3wjbOCQMOH0AQhsA0KxZM/s5vL298fPzKzaIXkqJ1Qrz/gkndtrei4GLYN1UWDYOFg63vR/R7RxdZdXy69uw80cwu0Of6QpHctmOpuYwb/0RZq87wqFT2fbjdUK86dUmmntbRRHm9+cYw+vqhvDO4l1M++MQs9cd4eedxxnbvTF3NY/Uem6XqVIFpA4dOvDTTz8VO7ZkyRI6dOgAgLu7O61btyY+Pt4+2NtqtRIfH8/gwYMBaN26NW5ubsTHx9OzZ08Adu3axeHDh+3nKW1ebma2vxZXJue+nGuXFm9v72LfP/fccyxZsoR3332XunXr4uXlxX333Ud+fr6tgcl09haCG1gL4PR+ANzcig/cNplMWK3WUqtTzlr2FuxaCGYP24exbzjcMAJStsGO72HGg+rBKE/bv7eFU4A7JiicyiXlFlhYsj2FWWsTWbH3JEV30bzdzdzZLJL729agVc3ACwYeX083Xrv7Gu5uEcWoeZvZnZLJkBkbmbc+iTfuuYboIO30cCkODUiZmZns3bvX/v2BAwfYuHEjQUFB1KxZk1GjRpGUlMTXX38NwOOPP87kyZMZMWIEAwcO5Oeff2bWrFksXLjQfo7hw4fTr18/2rRpQ7t27Zg4cSJZWVkMGGAb5OXv788jjzzC8OHDCQoKws/Pj6effpoOHTpc9gy2K2Uyma78NlclsHLlSvr370+PHj0A2/t58ODB8xtWC7bdsis4+6+eijFx0rltmw+/vmN7fNeHENXa9tjFBe75yDYu6fg2mPkgDPgfuHk5rtaqIGUbzH/c9rj947q9KRdlGAZbk9KZvS6R/248SlrOn9sata8dRK820XRrGn7ZnymtawXy49PX8+mv+/jw570s332C297/leG31mfAdTG4mrVe9MU49FN77dq13HTTTfbvi8b49OvXj6lTp3Ls2LE/b9cAtWvXZuHChQwbNowPPviAGjVq8J///Ie4uD97Z3r37s2JEycYO3YsycnJtGjRgkWLFhUbuP3+++/j4uJCz549ycvLIy4ujn//+9/l8IqdS7169Zg3bx7du3fHZDIxZsyYC/cEmV0hMAZO77N9n5tWrnVWOcc2w4InbY87DIbmfYr/3MMHHvgWPr0Jjm6A75+Bez+19fhJ6cs6Bd89AAVZUPtGuO1NR1ckFdCpzDwWbDzK7LWJ7EzOsB+P9PekZ+sa3Ne6BrWCvf/mDBfn7urC4Jvr0a1pBKPmbWHVgdO8+dMO/rspiX/d24xrovxL62U4FYcGpM6dO19w5H2RC62S3blzZzZs2PC35x08eLD9ltqFeHp6MmXKlMteoFIubMKECQwcOJCOHTsSEhLCCy+8cPHlDzz9wO/srZyc05CbbjsmpSvrpO3WWUE2xN4Ct7524XaBMXD/V/D1PbBlFoRfA9cNKc9KqwZLAczuB6mHbL/zXlO1xILYFVqsLN99gtlrjxC/M4UCi+3z0N3Vhbgm4fRqXYPr6oaU2ppGdUJ9mPHYtcxee4Q3f9rB1qR07p6ykkc61WZol3pOeafjalSYhSIrmzJbKNKZGQakHrYFJJMZQuuDa+X6/VTo97YwH6bdA4dWQlAsDIq3LbL2d1Z/Bj89B5jgwdlQ79byqLTq+Ol5WP0puPvAI0sgrLGjK5IKYO/xTGavS2Te+iROZPy5vl6zGv70al2Du5pH4V+tbBfZPZGRx6s/bOPHzccAqBHoxZs9mnJj/dAyvW5F4JQLRUolZzJBQDQU5tp6OE4fgJD6Dl3nwqksesEWjjz84IEZlw5HAG0fheQtsP4rmPOILVSF1Cv7WquCdV/ZwhHYbmEqHFVpGbkFLNx8jFlrE1l/ONV+PMjbnR4to+jVpgYNw8uvVz3U14PJ/2jFva1SGLNgG0fO5NDvi9Xc0yKS0Xc2JsSnas/aBgUkKW8mFwiqAyd22YLSmYO27zX+5eqs+RzWfgGYoOd/bL1zl8Nkgm7v2t6PxD9sY2UGxYOnxiRclcN/wMJnbY9vegka3uHYesQhrFaDVQdOM3ttIj9tPUZugW2MptnFROf6ofRqE83NDavj7uq4gdI3Nwyj/bBgJizZzZcrD7Bg41GW7T7BS90acV/rGlV6SQDdYish3WK7SvlZcHIPYIBPGPhFOrqiy1Ih39uDK+Hru8BaCLe8DNcPv/RzzpV53DZoO/0I1L0V/jFTPXsllXYEPu0MWSeg8d3Q6yv9A6CKSUrNYe66I8xel0ji6Rz78dhQb+5vE02PllFU96sgf3/8xabEVEbO28KOY7axpB1jg3mrR1NiQko2OLyiutxbbApIJaSAVAqyT9sGr4JtAOvl3BJysAr33qYetn0YZ5+Ca+6z9R6V9MP46Eb44nYozLEN2L7YAG+5uPxs+PJ2OLbJtlr5wMW2WYPi9HILLCzelsycdUeKrVnk4+FK9+YR9GoTTcvogArfI1NgsfLFigO8v3Q3uQVWPFxdGNKlHoOur4ObkywJoDFIUvFVC4KCHMg6DmcO2xY0dNfiZZctP8u2p1f2KYhoDndNurqeisgWcM8UmDMQVn4AYU2hWa9SK9fpGQZ8/7QtHFULhj7fKhw5OcMw2Hwkzb5mUUZuof1nHeoE06tNDbpeE4GXe+XpjXUzu/DPG2O5/ZpwXpq/lRV7T/L2ol18v/Eo4+5tSsuaFf8fsqVFAUkcyy/S1mORl2HbJyykPpjLdvaGUzAM21pHKVvAO9T2YVwa4fKanpC8FVZMgO8HQ3AsRLW6+vNWBSsnwtY5ttXj7/8aAms5uiIpIycz81iwIYnZa4+wK+XPNYuiArzo2boGvVrXqPQrVdcK9mbaI+2YvyGJ13/czs7kDO796Hf6dYjhubgG+Hg4f3xw/lcoFZvJZLu9dmI3WPJsISm47tk93OSifnsXti+wbePS+xvwr1F65755tG3l5z2L/9yOxDfskk+r0nYvhqWv2h53HQ8xnRxbj5S6AouVZbtOMHttIj/vPE6h1XYPzcPVhduvCadX62g6xgbjUkprFlUEJpOJe1vVoHOD6rzx43bmbUhi6u8HWbwtmdfvvoYujZ377wUFJHE8F1fbTLaTu223jdKOQEBNR1dVce38CX5+w/b4jvegZilvkeNihp6fwX+62N6TmQ9B/x/BVdN+L+jELpj7KGBA6/7Q5hFHVySlaE9KBrPXHWHe+iROZv65ZlHz6AB6ta5B9+aR+Hs5d693kLc7E3q3oEerKF6av5XDp7N59Ou13NE0gpe7N66QA85LgwKSVAxunrZbEqf328bUuHnZbh1Jccd3wLxBtsftHoPW/crmOp7+trWUPrsJjqy2TVm/2jFOzign1bY0Ql461OwIXd/R78gJpOcW8OMm25pFGxNT7ceDvd25t1UUvdpEUz/M13EFOsj19UJZPPQGPojfw2e/7WfhlmP8uucEL3ZrRO820U7Vewag+xhSajp37szQoUPt38fExDBx4sS/fY7JZGLBggW2bzz9wffsdP+0JNu4pMtU7DzOKvu07cM4PxNiroe4t8r2esGxcN8XttudG6b9ueih2FgtMPcR2x6D/tG2cUeu7o6uSkrIajX4fe9Jhs3cSLs3l/Li/C1sTEzF7GKiS6MwPn24NX+8eAsv3dG4SoajIl7uZkZ2bcj3g6+jWQ1/MnILGTVvC30+/YO9xzMdXV6pUg+SANC9e3cKCgpYtGjReT/77bffuOGGG9i0aRPNmjW77HOuWbMGb+8rXD/Dp7ptZlvuGdsikiH1i93aeeWVV1iwYAEbN24s9rRjx44RGOjEsysshTBngG2MVkBN29o65TGYvW4X23T//xsNi0ZBaAOo07nsr1sZLH0Z9i4FVy/oMx181ONZkRmGwcnMfBLPZHPkTA6Jp23/PXL2+6QzOeRb/txsu151H+5vE809LaMI9dXt5XM1ifRn/pPXMfX3g7z3f7tYffA03T74jaduqsvjnevg4Vp5Zu5djAKSAPDII4/Qs2dPjhw5Qo0axQf8fvnll7Rp0+aKwhFAaGgJPjCKtiM5lWsLSqcP2La+uMSiheHh4Vd+rcpkyRjYvwzcvG23vryDy+/aHQbbZrZtngGz+8OgXyCodvldvyLaNAN+n2R7fM8U2zIL4lCGYXAmu4AjZ7JJPG0LPkVhqCgIFa1kfTG+nq50bx7J/W2iaV7Dv8KvWeRoZhcTj3SqTVyTMMYs2Movu07w/tLd/LDZtiRA25ggR5d4VRSQBIA777yT0NBQpk6dyujRo+3HMzMzmT17NiNHjuSBBx7g119/5cyZM8TGxvLiiy/ywAMPXPScMTExDB061H7bbc+ePTzyyCOsXr2aOnXq8MEHH5z3nBdeeIH58+dz5MgRwkODeLBHV8aOeh636vWY+tVXvPqqbaZQ0V9cX375Jf3798dkMjF//nzuueceALZs2cKQIUNISEigWrVq9OzZkwkTJuDjY1uXpn///qSmptKpUyfee+898vPz6dOnDxMnTsTNrYINuNwwHf74t+1xj48hrEn5Xt9kgu4fwKk9kLTOdpvv0SXgUUVvMyStg++fsT2+/lnb0ghSLtJyigegouBT9H1WvuVvn28yQYSfJzUCq1EjyIsagdWIDjz73yAvwv08cXWSxRDLU43AanzRvy0/bj7Gqz9sY+/xTHp9nMCD7WvyQteG+HlWsL9TL5MCUnkwDNvmrI7gVu2yBo26urrSt29fpk6dyksvvWQPILNnz8ZisfDQQw8xe/ZsXnjhBfz8/Fi4cCEPP/wwsbGxtGvX7pLnt1qt3HvvvYSFhbFq1SrS0tKKjVcq4uvry9SpU4mMjGTL+tUMevxJfH2qMeKFUfTu3ZutW7eyaNEili5dCoC///l7hmVlZREXF0eHDh1Ys2YNx48f59FHH2Xw4MFMnTrV3u6XX34hIiKCX375hb1799K7d29atGjBoEGDLvl6yk3iGvhxqO3xjSOh8V2OqcPNE3pPt63afWIHzH8c7p8GLlXswyQj2bb0gSUP6neFm0Zf+jly2bLyCm29PvYeoOIBKP0vCzFeTHVfD2oEehEdVM3238Bq9gAU4e/l0H3PnJnJZKJ780iurxfCuJ92MnNtItNXHWbJ9hReu7sJcU3CK12PnAJSeSjIhrcctNfYi0fB/fLGAQ0cOJB33nmH5cuX07lzZ8DWQ9OzZ09q1arFc889Z2/79NNPs3jxYmbNmnVZAWnp0qXs3LmTxYsXExlp+1289dZbdO3atVi7v/ZexcTE8NzOHcyYOZMRT/bHK9ATHx8fXF1d//aW2rfffktubi5ff/21fQzU5MmT6d69O+PHjycszLZ2R2BgIJMnT8ZsNtOwYUPuuOMO4uPjK05ASj8KMx8ESz40vBNufMGx9fhF2NZcmtoNdv4Iy/8FN73o2JrKU0GubcmDjGMQ0gDu/bTqBcSrlFtg+TP4nB0D9NcxQWeyCy55jmBvd2oEelGjWACyBaKoAC883Sr/2JfKLKCaO+Pva8Y9LaN4af4W9p/M4vFv1nNr4zBeu7sJEf5eji7xsikgiV3Dhg3p2LEjX3zxBZ07d2bv3r389ttvvPbaa1gsFt566y1mzZpFUlIS+fn55OXlUa3a5a0Wu2PHDqKjo+3hCKBDhw7ntZs5cyYffvgh+/btIzMzk8LCQvx8z27XkHoILJf+C3THjh00b9682ADx6667DqvVyq5du+wBqUmTJpjNf/5lGhERwZYtWy7r9ZS5ghxbT0VmClRvDD0+qRgfxtFtbbfbFjwBy8fbbvc1vtvRVZU9w4CFw+HImrNLIHwHnhffw6mqyiu0cDQ195xxQH/2Av11HaGL8fdyIzrIixoBtl6fot6fGoG2AORdBVZwdgYdYoP5acj1TPllLx8t28eS7Skk7DvFiNsb8GD7WpgrwZIA+pNWHtyq2XpyHHXtK/DII4/w9NNPM2XKFL788ktiY2O58cYbGT9+PB988AETJ06kadOmeHt7M3ToUPLz80ut1ISEBB588EFeffVV4uLi8Pf3Z8aMGbz33nvg7mOb3p5zBiid/ZXPHWtkMpmwWv9+EGe5MAz4YQgcXW/bwLei7enV4h+2Qdt/TLHdaguKhfBrHF1V2Vr1MWycblvy4L4vbUsgCIZh8PmKAyzamsyRMzmkZORyqe3PfTxcbT1Afwk+ReOAagR5VdrxKnI+Tzczz97WgDubRTJq3mbWH05l7H+3MX9DEv+6txkNwiv2OEYFpPJgMl32bS5Hu//++xkyZAjffvstX3/9NU888QQmk4mVK1dy991389BDDwG2MUW7d++mcePGl3XeRo0akZiYyLFjx4iIiADgjz/+KNbm999/p1atWrz00kv2Y4cOHbI9CKwNJ3fh7uqCJT/XFiIucj+7UaNGTJ06laysLHsv0sqVK3FxcaFBgwZX9PtwiITJsHkmmMy26fwVccbYra/B8e2w/xeY8QAMWla+M+vK075fYPHZP5O3vQF1b3FsPRXIR8v38faiXcWOebq5FLvtde44IH8vt0o3FkWuToNwX+Y83pHpqw4xftEuNhxO5Y4Pf+PxG2MZfHPdCntbVAFJivHx8aF3796MGjWK9PR0+vfvD0C9evWYM2cOv//+O4GBgUyYMIGUlJTLDkhdunShfv369OvXj3feeYf09PRiQajoGocPH2bGjBm0bduWhQsXMn/+fNsPzbbtSGKiozhwKJGNK/6PGo1a4+vri4dH8TVKHnzwQV5++WX69evHK6+8wokTJ3j66ad5+OGH7bfXKqy9S2HJWNvj2/8FdW50bD0XY3a1LSL52c22tZlm94OH5zvfRsOn9tmWNjAs0PwfcO2Tjq6owvjvxiR7OHr65rrc3LA60UHVCPZ2VwCS87i4mHi4QwxdGocx9r/bWLI9hcm/7GXhlmO81aMpHWIr3j+wKsCgBqloHnnkEc6cOUNcXJx9zNDo0aNp1aoVcXFxdO7cmfDwcPuU+svh4uLC/PnzycnJoV27djz66KO8+eabxdrcddddDBs2jMGDB9OiRQt+//13xowZ82cDNy96PjiQ2zt35KbuvQgNDeW7774771rVqlVj8eLFnD59mrZt23Lfffdxyy23MHny5BL9PsrNyb0weyAYVmjVF9pVkMHiF1MtyLYmk7svHPwNFo10dEWlKzcdZvwDclMhqg3c+b62ETnrj/2neH72ZgAe6VSbZ29rQMuagYT4eCgcyd+K8Pfis75t+Pih1lT39eDAySwe+OwPRszZRGp26Q3ZKA0mw7jUHWO5kPT0dPz9/UlLS8PPr/hgzdzcXA4cOEDt2rXx9HTOTfwcKuOYbbo1JtsikuV4+7LM3tvcNPjsFttaQ9Htod8PlWdz2F3/s62NhAF3ToQ2Axxd0dWzWm0zCHf9BD7h8Ngy2yw+YU9KBj0/+p303EK6XhPOlH+0cro9uKR8pOcW8PainXzzx2EAQnzcGdu9Cd2bRZRp0P67z++/Ug+SVD4+4baZRBi2zW0tFetfHVfMarHtBn9qD/hF2abSV5ZwBNCgK9x8dnmGn56HQwmOrac0LHvLFo7MHrZB8gpHABxPz6X/l2tIzy2kda1A3u/dQuFISszP04037mnKnMc7ULe6Dycz83nmuw0MmLqGI2cctHbgXyggSeVjMkFALXD1BGuhbTuSijD7rKR+fh32/J/t9fSZbtuPrrK5/llo0gOsBba1glITHV1RyW2bD7++Y3vc/QOo0dqx9VQQWXmFDJi6hqTUHGqHePNZ3zYVdnCtVC5tYoJY+Ewnht9aH3ezC8t2neDWCb/yn9/2U2hx3N/tCkhSObmYIaiObaZXQTakHeaS84sroi1zYMX7tsd3T4HIlo6tp6RMJlv94U0h+6Rt7E6+4/8FeMWObYYFZwdidxgMLS6+lU5VUmix8tS369l2NJ1gb3emDmhLkLe7o8sSJ+LhauaZW+rx05DraRcTRE6BhTcW7uDNn3Y4rCYFJKm8XD3+nAKfcwayjju2nit1dAP89ynb4+uGQtP7HFrOVXP3hj7fQbUQSN5se22VKbRmnbQtzlmQDbE3Q5dXHV1RhWAYBmP+u5Vlu07g6ebCf/q1oVZw5Vi2RCqfutV9mPHYtfzr3qaE+3ky8DrHLXOigFSGNP69HHj4gn8N2+P0o7aZR2Wo1N7TjBTbh3FhLtSLg1vGls55HS0gGnpPAxdX2DYPVkxwdEWXpzAfZvW19UQGxdqWMDBrFRSAfy/bx3erEzGZ4IM+LWlZM9DRJYmTc3Ex0addTX4dcRPRQVe22HGp1uGwKzuxohWas7Mr4S2GyqhaCFQ7u4bGmYO2PbPKSNF7eu4q3FekMA9mPQzpSRBSH3p+Zrtl6CxqdYRuZ8fwxL9um+VW0S16AQ6ttC1Z8MB3thXMhQUbknhnsW2to1e62zYcFSkvjt5YWP9EKgNms5mAgACOH7fd8qlWrZrWBilrHiGQnWXbwyxlLwTF2HoxSolhGGRnZ3P8+HECAgKK7eF2hSeCn56DxFXg4W+7JeXpX2p1VhhtBtq2I1n7OcwdBIPiIbSCrmK+5nNY+wVggp7/qbh1lrPf953k+TmbABh0fW36dYxxbEEi5UwBqYwU7TZfFJKkHFgtkHnGNrMt+bStZ6mUg2lAQID9vS2R1Z/B+q/P7un1BYTULb3iKpqu4+HELji0Ar7rA4N+rng9MwdXwv9G2B7fMgYa3O7YeiqI3SkZ/HPaOgosBt2ahjOqayNHlyRS7hSQyojJZCIiIoLq1atTUHDpHeillBwvsPVYWHKhZT+47ulSO7Wbm1vJe44A9i//c7XpLq9CvS6lU1hFZXaD+7+CT2+yrVc1ZyD8Y3bFGduTeth2q9NaCNf0hE7DHV1RhZCSnkv/L1aTkVtIm1qBTLhfax1J1aSVtEvoclfiFAfYMgfmPmJ7fO9/oFkvx9YDtrFRn3a2zbZr1ht6fFJ1tq1I3gKf32abHdZhMMS9eennlLX8LPg8DlK2QHgzGLgY3B03GLSiyMwrpPcnCWw7mk6dEG/mPtGRQE3nFyejlbSl6mp6H3QaZnv8/WDbdHpHysuE7/5hC0eRrWyLD1aVcAS2tZHu+cj2OGEybDx//7xyZRi2tY5StoB3qG2lbIUjCixWnpr+17WO2ikcSZWmgCTO6eYxtunzhbm26fQZKY6pw2qF+f+E49vAJ8y2Urabl2NqcaQm98ANZ8f6/DAEjqxzXC2/vQvbF4CLG9w/zbY0QRVnGAZjFmxl+W7bWkef929LzWCFRqnaFJDEObmYbdPnQ+rbptPPetg2vb68LR8PO38Eszv0ng5+keVfQ0XReRQ0uAMsebaVttOPlX8NO3+Cn9+wPb7jXajVofxrqICm/LKXGWsScTHBpAda0SI6wNEliTicApI4L09/eGCG7b+Jq2Dhs+W7svP272H5v2yP75wI0W3L79oVkYsL3PsJhDaCzGSY+WCZrll1nuM7YN4g2+O2g6B1//K7dgU2f8MR3v2/3QC8clcTbm0c5uCKRCoGBSRxbsFnV0U2ucCGabZp9uUhZRvMf9z2+NonoeWD5XPdCziekcv3m47yxo/bmbf+iEM3f8TDFx741jbdP2kd/DisfEJr9mn47gHIz4SY6+H2cWV/zUrg970nGTFnMwCP3VCHvh1iHFuQSAWiWWwlpFlslczvk+D/Rts2t314PtS5seyulXUKPutsm0ZepzM8OLdcp7afysxj1YHTJOw7RcL+U+w9nlns57VDvBlySz26N4/E7Kjp2/uXwbR7wbBA3FvQ4amyu5alEKb3tF0zoCYMWgbewWV3vUpiV3IG9330Oxl5hdzRLIJJfVpqOr9UCZf7+a2AVEIKSJWMYdh6dDbPsPVeDPrlz41uS5OlAKb1gIO/QWBt2+KI1YJK/zp/kZqdzx/7T/PH/lMk7DvFrpSMYj83maBRuB9No/z5v+3JnMm2rcsVG+rNkC71ubNphGM+GP/42LbFh8kFHpwDdW8pm+ssGgV//BvcvOGR/4Pwa8rmOpVIclouPf69kmNpubSNCWTaI+3xdHOi7W5E/oYCUhlTQKqECnLhy65wdD1Ub2z7sPTwLd1r/PQ8rP4U3H3g0aVQvfRXIE7PLWD1/tMknA1EO5LTz7tL1SDMlw6xwVxbJ5hr6wQRUM02XTszr5Cvfj/Ip7/uJy3HFpTqh/kwtEt9bm8SXr5ByTDgv4Nh4ze2cWKDfrHdEi1NG6bDf5+0Pb7/a2h8d+mevxLKzCuk18cJ7DiWTp1Qb+Y90dH+50OkKlBAKmMKSJVU+lHbys6ZydDwTts0b5dSGoq37iv44Rnb4z7fQcNupXLazLxC1hw8zR9nb5ltTUrDes7/tbGh3nSIDaZDnRDa1wkixMfjb8+ZkVvAlysP8tlv+8nILQSgYbgvw26tz22Nw8pv78DCPJh6JxxZDSENbKHSs5T+f0pcA1O7gSUfbnwBbnqxdM5biRVYrDzy1Vp+3X2CEB935j1xnabzS5WjgFTGFJAqsWIfnCPhplFXf85DCfBVd7AWwE2j4cbnS3yqnHwLaw/9OYZo85E0LOckopjgavYeog51gqnu51mia6XlFPD5igN8seIAmXm2oNQk0o/ht9bn5obVyycoZaTYVhnPOAr1u9oWbrza0Jp+1HbOzJTSD8KVlGEYjJy7hZlrE/FyMzPjsWtprun8UgUpIJUxBaRKbuO3sOAJ2+OrvfWSmgif3QRZJ6DxPdBr6hWtlJ1bYGH94TP2HqKNiakUWIr/bxkd5MW1tYNtvUSxwUT4l+5ik6nZ+fzntwN8ufIAWfkWAJrX8GfYrfW5sX5o2QelpPW225+FuXD9s3DL2JKfqyAHvuz2l1upS8DDp/RqraQ+jN/DhCW7cTHBpw+3oYum80sVpYBUxhSQnMCiF+GPKeBWzfYhWpLBu/nZ8OXtcGwThDWFRxaDu/ffPiWv0MKmxLSzPUQnWX84lfzC4lPvI/09uTbW1jt0bZ1gooPK5zbI6ax8Pv11P1/9fpCcAltQalUzgGG31qdT3ZCyDUqbZ/25TtF9X9g2kL1ShmFbuXzzzLIdjF/JzFl3hOdmbwLg9bub8LCm80sVpoBUxhSQnIClEKbfB/t/Kdn0b8OwbYq7dS5UC4bHltnOc44Ci5XNR9Lss8zWHjpNbkHxQFTd1+PsGCJbD1HNoGrlNw7oAk5m5vHJ8n18nXCIvLPhrW1MIMNurU/H2JCyu/D/jYHfPwRXL1vYjGh+Zc8vz+UcKomVe0/S74vVFFoN/nljHUZ1Lf2JAyKViQJSGVNAchLZp+Gzm+HMAdsCgg/PB7Pb5T33twkQ/yq4uELf7yHmOgAKLVa2HU23zzJbc/A02WdvWxUJ8XGnfZ0/A1GdEG+HBqKLOZ6ey0fL9zF91WF7L9e1dYIYfmsD2tUug+ULrBb4tjfsXQJ+NWyh0yf08p67dylM7wWGFbq+De3/Wfr1VTI7k9Pp9VECGXmF3Nksgg+11pGIAlJZU0ByIsd3wn+6QH6GbQuKO9699HN2LYLv+gAG1m4T2B51n31Q9ZoDp8k4O+C5SEA1t2JjiOpV96mQgehiktNy+WjZXr5bnUj+2ZW4O9UNYdit9WldK7B0L5aTans/Tu2Bmh1s4dP1EtPQT+61Bd28NGj5MNw16YrGgTmjv6511K52EF8PbKe1jkRQQCpzCkhOZtf/bFtRYED3D/52ny5ryk6M/9yCuSCTZb7dGZLZ176mUBFfT1faFwWiOsE0DPd1in+5H03NYcove5m1NtE+kPzG+qEMu7V+6W5wenLP2cCTbnsv7px48cCTmwaf3WILVNHtod8P4Pr3yxw4u4zcAnp9nMDO5AxiQ72Zq7WOROwu9/Pb4fNep0yZQkxMDJ6enrRv357Vq1dftG1BQQGvvfYasbGxeHp60rx5cxYtWlSsTUZGBkOHDqVWrVp4eXnRsWNH1qxZU6xN//79MZlMxb5uv/32Mnl9Ukk06Ao3v2R7vPA527T9swzDYE9KBl8nHOTZr5aR+NE9mAsyWWVtyKATvUjLKcDHw5WbGoTyYreG/DC4ExvH3sZ/+rXhkU61aRzp5xThCCAywIs3ezTl52c706dtNGYXE8t3n+CeKSt5ZOoatiallc6FQupBz88BE6ybCms/v3A7qwXmDrKFI78o23T+Kh6OCixWnpy+np3JGYT4eDB1QDuFI5EScGgP0syZM+nbty8ff/wx7du3Z+LEicyePZtdu3ZRvXr189q/8MILfPPNN3z22Wc0bNiQxYsXM3z4cH7//XdatmwJQO/evdm6dSsfffQRkZGRfPPNN7z//vts376dqKgowBaQUlJS+PLLL+3n9vDwIDDw8m8VqAfJCRkGzBkA2+aDdygM+oWtWX48/s06jpzJwQUrX7q9zY3mzRw1Qnizxr+5pl5drq0TRNMof1zNDv/3Rrk7dCqLST/vZd76I/bFK29tHMbQLvVoEul/9RdYMRGWvnx2nNd/IaZT8Z8vfQVWvA+unjBwEUS2vPprVmKGYTBizmZmrzuCl5uZmf+8lmY1AhxdlkiFUilusbVv3562bdsyefJkAKxWK9HR0Tz99NOMHDnyvPaRkZG89NJLPPXUnxtb9uzZEy8vL7755htycnLw9fXlv//9L3fccYe9TevWrenatStvvPEGYAtIqampLFiwoMS1KyA5qfws+CIOkrdgCWvGHZmj2XmqEA9XFyYEzOaOzLlYXL2wDliMW9QVzrByYgdOZvFh/B7+uzHJHpS6XhPO0C71aRB+Fdu5GAbMewy2zLLNFBz0CwTWsv1syxzbLEKw9TY1ve/qXoQT+GDpHt5falvr6LO+bbilkdY6EjlXhb/Flp+fz7p16+jSpcufxbi40KVLFxISEi74nLy8PDw9i68Y7OXlxYoVKwAoLCzEYrH8bZsiy5Yto3r16jRo0IAnnniCU6dO/W29eXl5pKenF/sSJ+TubdsmpFoI5pTNPJn+PpF+Hqy/+xR3ZM4FwNzjI4Wjc9QO8eb93i34v2E3clfzSEwm+N/WZG7/4FcGf7uevcczLn2SCzGZ4K4PIaIFZJ+CGf+whdijG+C/Z/+hdN1QhSNsax29v3Q3AK/dfY3CkchVclhAOnnyJBaLhbCw4v8Th4WFkZycfMHnxMXFMWHCBPbs2YPVamXJkiXMmzePY8eOAeDr60uHDh14/fXXOXr0KBaLhW+++YaEhAR7G4Dbb7+dr7/+mvj4eMaPH8/y5cvp2rUrFovlgtcFGDduHP7+/vav6OjoUvgtSIUUEM3vbSZSYJi5y5zAgpoz8F403Paz65+DJj0cW18FVre6Dx8+0JLFQ2/gjqYRGAb8uPkYt77/K0NnbGD/icwrP6mbl237Ee/qkLIV5jwCMx60rbpd77arW3XbSfy25wQj524G4InOsTx0bS0HVyRS+TnsFtvRo0eJiori999/p0OHDvbjI0aMYPny5axateq855w4cYJBgwbxww8/YDKZiI2NpUuXLnzxxRfk5OQAsG/fPgYOHMivv/6K2WymVatW1K9fn3Xr1rFjx44L1rJ//35iY2NZunQpt9xyywXb5OXlkZeXZ/8+PT2d6Oho3WJzQkmpOXSd+Ct3FizmLbe/DA5u0A16T6/ye3pdiR3H0pm4dDeLt6UA4GKCHi1r8MwtdakV/Pcrjp/n8Cr46k7bHnoAwfVgUDx4lsJYp0psx7F0en2cQGZeIXc1j2Ri7xZOMylApCxU+FtsISEhmM1mUlJSih1PSUkhPDz8gs8JDQ1lwYIFZGVlcejQIXbu3ImPjw916tSxt4mNjWX58uVkZmaSmJjI6tWrKSgoKNbmXHXq1CEkJIS9e/detI2Hhwd+fn7FvsT5WKwGw2ZsJD23kO2RPbG0Hmj7QWhD6PGJwtEVahThxycPt+HHpzvRpVF1rAbMXX+Em99bzgtzNpN4OvvyT1azPdwxwfbYwx8emFHlw9GxtBwGfLmGzLxC2tcO4p1ezRSOREqJw/62d3d3p3Xr1sTHx9uPWa1W4uPji/UoXYinpydRUVEUFhYyd+5c7r77/I1Gvb29iYiI4MyZMyxevPiCbYocOXKEU6dOERERUfIXJE7ho2V7WX3wNN7uZj7o0wLzHe/CQ3Nh4GLwVCguqWui/PlPv7b896nr6NwgFIvVYObaRG56dxmj5m0hKTXn8k7U6mHbe/HECgipW7ZFV3DpuQUM+HINyem51K3uw6cPt8HDVQtBipQWh0/z79evH5988gnt2rVj4sSJzJo1i507dxIWFkbfvn2Jiopi3LhxAKxatYqkpCRatGhBUlISr7zyCgcOHGD9+vUEBAQAsHjxYgzDoEGDBuzdu5fnn38eT09PfvvtN9zc3MjMzOTVV1+lZ8+ehIeHs2/fPkaMGEFGRgZbtmzBw+Py1lDRLDbns/7wGXp9nIDFajDh/ubc26qGo0tyWusPn+H9Jbv5bc9JANzMJvq0rclTN9Ul3N/zEs+WAouVAV+uYcXek4T4eDD/yY7ltqGxSGV3uZ/fruVY03l69+7NiRMnGDt2LMnJybRo0YJFixbZB24fPnwYl7/c0sjNzWX06NHs378fHx8funXrxrRp0+zhCCAtLY1Ro0Zx5MgRgoKC6NmzJ2+++SZubrb9tcxmM5s3b+arr74iNTWVyMhIbrvtNl5//fXLDkfifDJyCxg6YyMWq8FdzSPp0TLK0SU5tVY1A5n2SHvWHDzN+0t28/u+U0z74xAz1ybyj3Y1ebJzLNX9FJQuxDAMRs7dwoq9J6nmbubL/m0VjkTKgLYaKSH1IDmX4bM2Mm99ElEBXvxv6PX4eV7mhrVSKhL2neL9JbtZffA0AB6uLjx8bS3+eWMsob76h8tfvb9kNx/E78HFBJ/3a8tNDc9fVFdELq7CD9IWqSj+uzGJeeuTcDHBB31aKBw5QIfYYGb+81qmP9qe1rUCySu08p8VB7jh7V8Y978dnM7Kd3SJFcKstYl8EL8HgDfuaapwJFKG1INUQupBcg6Jp7Pp9sFvZOQVMuSWegy7tb6jS6ryDMPg1z0nmbBkN5sSUwHwdjfT/7oYBl1fp8ruK/br7hMMnLqGQqvBk51jGXF7Q0eXJFIpVYqtRiozBaTKr9Bipfenf7Du0Bla1wpk5mPXVsn91CoqwzD4Zddx3l+yhy1nN8H18XBl4HUx9OsYQ7BP1bn1tv1oOvd/Ylvr6O4Wkbx/v9Y6EikpBaQypoBU+U1cupuJS/fg6+HKT0Ou10DXCsowDJbuOM6EJbvZcezPLX4ahvtybZ1gOsQGc23tYPyrOeet0aOpOfT490pS0vO4tk4QXw1sp+n8IldBAamMKSBVbmsPnub+TxKwGrZxR3e30Ky1is5qNfi/7clM+WWfvUepiMkEjSP86HA2MLWtHeQUY8nScwvo9VECu1IyqFfdhzmPd3TaIChSXhSQypgCUuWVnltA14m/kZSaw70to5jQu4WjS5IrdDIzjz/2nyJh3ykS9p9i/4msYj93MUHTKH+ujQ2mQ51g2sYE4e3h0FVNrlh+oZUBU1ezcu8pQn1tax3VCFQvp8jVUkAqYwpIlZNhGAyZsZHvNx2lZlA1Fj7TCV8n6Gmo6lLSc/lj/yl7aDp4qvgWJq4uJprV8KdDbDAd6oTQulYgXu4V9zaVYRg8O3sT89YnUc3dzKx/duCaqKq9rYpIaVFAKmMKSJXTvPVHGD5rE2YXE7Mf70CrmoGOLknKwNHUnGI9TEfOFN/KxM1somV0oL2HqWXNADzdKk5gmrBkNx/G78HsYuI//dpwUwNN5xcpLQpIZUwBqfI5dCqLOz5cQWZeIc/eWp+nb6nn6JKknCSeziZh/yn+OBuYjqXlFvu5u6sLrWoG0KFOCB1ig2kRHYC7q2NmNM5cc5gX5m4BYNy9TXmgXU2H1CHirBSQypgCUuVSYLHS6+MENiam0i4miO8euxazpklXSYZhcOiULTAV9TCdyMgr1sbTzYU2tYJsM+TqBNOshj9u5bAExPKzax1ZrAaDb6rLc3ENyvyaIlVNpdiLTaS8fBi/h42Jqfh5uvJ+nxYKR1WYyWQiJsSbmBBvHmhXE8Mw2Hciy97D9Mf+U5zKymfF3pOs2GvbTNfb3UybmKCzY5iCaRLpV+prZm07msaT36zDYjXo0TKKZ2/ToqUijqQepBJSD1LlsWr/Kfp89geGAZP/0ZI7m0U6uiSpwAzDYHdKJgn7TpKw/xSrDpwmNbugWBtfD1fa1f6zh6lxhN9VLdyYlJpDjykrOZ6RR4c6wXw1sJ3DbvGJODvdYitjCkiVQ1p2AV0/+JWjabn0al2Dd3o1d3RJUslYrQY7kzPst+RWHThFRm5hsTb+Xm60PxuYOsQGU7+672UHprScAnp9/Du7UzJtax090RF/L82sFCkrCkhlTAGp4jMMg8HfbmDhlmPEBFdj4TPXV7q1cKTisVgNth9NJ2H/SRL2nWLNwTNk5hUPTEHe7lxbJ8i+cGVsqA8m0/mBKb/QSr8vVpOw/xTVfT2Y/9R1RAV4lddLEamSFJDKmAJSxTdrbSIj5mzG1cXE3Cc60jw6wNEliRMqtFjZkpRm72Fae/AMOQWWYm1CfT1s26LUCebaOkHUDvEGYPisTczfkIS3u5mZWutIpFwoIJUxBaSK7cDJLO748Dey8y2MuL0BT3au6+iSpIrIL7Sy+UiqfYbcukNnyCu0FmsT7udJzeBqrD5wGrOLic/7taGz1joSKReaxSZVVn6hlSEzNpCdb6FDnWD+eUOso0uSKsTd1YU2MUG0iQni6VvqkVdoYcPhPwPTxsOpJKfnkpxuW4vpzXuuUTgSqYAUkMTpvL90N5uPpOHv5caE3s01pV8cysPVzLV1bLPdhgG5BRbWHzrDqgOniQmpRo+WNRxdoohcgAKSOJXf953k4+X7ABjfsykR/hrwKhWLp5uZjnVD6Fg3xNGliMjf0EIb4jTOZOUzfOYmDAMeaBfN7ddEOLokERGppBSQxCkYhsHIeZtJTs+lTqg3Y+5s7OiSRESkElNAEqcwY00ii7el4GY28WGfllRz191jEREpOQUkqfT2Hs/k1R+2AfB8XAOtJSMiIldNAUkqtbxCC0NmbCC3wEqnuiE82qmOo0sSEREnoIAkldq7i3ex7Wg6gdXceO/+5le1YaiIiEgRBSSptH7bc4LPfjsAwNv3NSfMz9PBFYmIiLNQQJJK6VRmHs/O2gTAQ9fW5NbGYQ6uSEREnIkCklQ6hmHwwtzNHM/Io151H17qpin9IiJSuhSQpNL5ZtVhlu44jrvZhQ8faImXu9nRJYmIiJNRQJJKZXdKBm/8uB2AF7o2pFHExXdiFhERKSkFJKk0cgssPPPdBvIKrdxYP5QBHWMcXZKIiDgpBSSpNMYv2snO5AyCvd15t5em9IuISNlRQJJK4Zddx/ly5UEA3u3VnFBfD8cWJCIiTk0BSSq8Exl5PD/bNqW/f8cYbmpY3cEViYiIs1NAkgrNMAxGzNnEycx8GoT5MrJrQ0eXJCIiVYACklRoX/1+kF92ncDd1Tal39NNU/pFRKTsKSBJhbUzOZ23/rcTgJe6NaJBuK+DKxIRkapCAUkqpKIp/fmFVm5uWJ2+HWo5uiQREalCFJCkQnrrpx3sTskkxMeDt+9rhsmkKf0iIlJ+FJCkwonfkcLXCYcAeO/+5oT4aEq/iIiULwUkqVCOp+fy/JzNADzSqTY31g91cEUiIlIVKSBJhWG1Gjw7exOns/JpFOHHiNsbOLokERGpohSQpML4YuUBfttzEk83FyY90AIPV03pFxERx1BAkgph29E03l60C4AxdzambnVN6RcREcdRQBKHy8k/O6XfYuXWxmH8o11NR5ckIiJVnAKSONzrC7ez70QW1X09GN9TU/pFRMTxFJDEoRZvS+bbVYcxmeD93i0I8nZ3dEkiIiIKSOI4yWm5vDDXNqX/sevrcF3dEAdXJCIiYuPwgDRlyhRiYmLw9PSkffv2rF69+qJtCwoKeO2114iNjcXT05PmzZuzaNGiYm0yMjIYOnQotWrVwsvLi44dO7JmzZpibQzDYOzYsURERODl5UWXLl3Ys2dPmbw+uTCr1WD4rI2kZhdwTZQfz96mKf0iIlJxODQgzZw5k+HDh/Pyyy+zfv16mjdvTlxcHMePH79g+9GjR/PJJ58wadIktm/fzuOPP06PHj3YsGGDvc2jjz7KkiVLmDZtGlu2bOG2226jS5cuJCUl2du8/fbbfPjhh3z88cesWrUKb29v4uLiyM3NLfPXLDaf/raf3/edwsvNzAd9WuLu6vCsLiIi8ifDgdq1a2c89dRT9u8tFosRGRlpjBs37oLtIyIijMmTJxc7du+99xoPPvigYRiGkZ2dbZjNZuPHH38s1qZVq1bGSy+9ZBiGYVitViM8PNx455137D9PTU01PDw8jO++++6ya09LSzMAIy0t7bKfIzabEs8YsaMWGrVe+NGYsfqQo8sREZEq5HI/vx32z/b8/HzWrVtHly5d7MdcXFzo0qULCQkJF3xOXl4enp6exY55eXmxYsUKAAoLC7FYLH/b5sCBAyQnJxe7rr+/P+3bt7/odYuunZ6eXuxLrlxWXiFDZmyk0GrQ9Zpw7m8T7eiSREREzuOwgHTy5EksFgthYWHFjoeFhZGcnHzB58TFxTFhwgT27NmD1WplyZIlzJs3j2PHjgHg6+tLhw4deP311zl69CgWi4VvvvmGhIQEe5uic1/JdQHGjRuHv7+//Ss6Wh/sJfHaD9s5cDKLCH9Pxt3bVFP6RUSkQqpUAz8++OAD6tWrR8OGDXF3d2fw4MEMGDAAF5c/X8a0adMwDIOoqCg8PDz48MMPeeCBB4q1KYlRo0aRlpZm/0pMTLzal1Pl/LTlGDPXJmIywYT7WxBQTVP6RUSkYnJYQAoJCcFsNpOSklLseEpKCuHh4Rd8TmhoKAsWLCArK4tDhw6xc+dOfHx8qFOnjr1NbGwsy5cvJzMzk8TERFavXk1BQYG9TdG5r+S6AB4eHvj5+RX7kst3NDWHkWen9D9xYywdYoMdXJGIiMjFOSwgubu707p1a+Lj4+3HrFYr8fHxdOjQ4W+f6+npSVRUFIWFhcydO5e77777vDbe3t5ERERw5swZFi9ebG9Tu3ZtwsPDi103PT2dVatWXfK6UjIWq8GwmRtJzy2keQ1/ht1a39EliYiI/C1XR158+PDh9OvXjzZt2tCuXTsmTpxIVlYWAwYMAKBv375ERUUxbtw4AFatWkVSUhItWrQgKSmJV155BavVyogRI+znXLx4MYZh0KBBA/bu3cvzzz9Pw4YN7ec0mUwMHTqUN954g3r16lG7dm3GjBlDZGQk99xzT7n/DqqCj5fvY9WB03i726b0u5kr1Z1dERGpghwakHr37s2JEycYO3YsycnJtGjRgkWLFtkHUB8+fLjY2KHc3FxGjx7N/v378fHxoVu3bkybNo2AgAB7m7S0NEaNGsWRI0cICgqiZ8+evPnmm7i5udnbjBgxgqysLB577DFSU1Pp1KkTixYtOm/2m1y9DYfPMGHJbgBevfsaYkK8HVyRiIjIpZkMwzAcXURllJ6ejr+/P2lpaRqPdBGZeYV0++A3Dp/O5s5mEUx6oKVmrYmIiENd7ue37nVImXn5v9s4fDqbqAAv3uyhKf0iIlJ5KCBJmYjfkcLc9UdwMcH7vVvg7+V26SeJiIhUEApIUiYWbrYtzNm3Qwztagc5uBoREZEro4AkZWLVgdMA3NywuoMrERERuXIKSFLqklJzSErNwexiolWtQEeXIyIicsUUkKTUrTnbe9Qk0g8fD4euJCEiIlIiCkhS6lYftAWkdjEaeyQiIpWTApKUutVne5DaanC2iIhUUgpIUqpOZ+Wz93gmAG3VgyQiIpWUApKUqjVnb6/Vq+5DkLe7g6sREREpGQUkKVW6vSYiIs5AAUlKVVEPUnsFJBERqcQUkKTUZOYVsjUpDdD4IxERqdwUkKTUrD90BqsBUQFeRAZ4ObocERGREitRQPrll19Kuw5xArq9JiIizqJEAen2228nNjaWN954g8TExNKuSSqpVRqgLSIiTqJEASkpKYnBgwczZ84c6tSpQ1xcHLNmzSI/P7+065NKIq/QwsbEVADaKSCJiEglV6KAFBISwrBhw9i4cSOrVq2ifv36PPnkk0RGRvLMM8+wadOm0q5TKrjNR9LIL7QS4uNOnRBvR5cjIiJyVa56kHarVq0YNWoUgwcPJjMzky+++ILWrVtz/fXXs23bttKoUSqBovWP2tQKwmQyObgaERGRq1PigFRQUMCcOXPo1q0btWrVYvHixUyePJmUlBT27t1LrVq16NWrV2nWKhVY0QBt3V4TERFn4FqSJz399NN89913GIbBww8/zNtvv80111xj/7m3tzfvvvsukZGRpVaoVFwWq8G6g2cABSQREXEOJQpI27dvZ9KkSdx77714eHhcsE1ISIiWA6gidhxLJyOvEB8PVxpF+Dm6HBERkatWooAUHx9/6RO7unLjjTeW5PRSyRSNP2pdKxCzi8YfiYhI5VeiMUjjxo3jiy++OO/4F198wfjx46+6KKlcNP5IREScTYkC0ieffELDhg3PO96kSRM+/vjjqy5KKg/DMBSQRETE6ZQoICUnJxMREXHe8dDQUI4dO3bVRUnlsf9kFicz83F3daFZDX9HlyMiIlIqShSQoqOjWbly5XnHV65cqZlrVcyas+OPWkQH4OFqdnA1IiIipaNEg7QHDRrE0KFDKSgo4OabbwZsA7dHjBjBs88+W6oFSsVWNEC7XYxur4mIiPMoUUB6/vnnOXXqFE8++aR9/zVPT09eeOEFRo0aVaoFSsW2+qA2qBUREedTooBkMpkYP348Y8aMYceOHXh5eVGvXr2Lrokkzuloag5HzuTgYrJN8RcREXEWJQpIRXx8fGjbtm1p1SKVTNHstSaR/vh4XNUfJRERkQqlxJ9qa9euZdasWRw+fNh+m63IvHnzrrowqfjs4490e01ERJxMiWaxzZgxg44dO7Jjxw7mz59PQUEB27Zt4+eff8bfX1O9q4qigNRWA7RFRMTJlCggvfXWW7z//vv88MMPuLu788EHH7Bz507uv/9+atasWdo1SgV0JiufPcczAWgbo/FHIiLiXEoUkPbt28cdd9wBgLu7O1lZWZhMJoYNG8ann35aqgVKxVQ0/qhudR+CfTQ4X0REnEuJAlJgYCAZGRkAREVFsXXrVgBSU1PJzs4uveqkwtLtNRERcWYlGqR9ww03sGTJEpo2bUqvXr0YMmQIP//8M0uWLOGWW24p7RqlAirqQWqvAdoiIuKEShSQJk+eTG5uLgAvvfQSbm5u/P777/Ts2ZPRo0eXaoFS8WTlFbL1aDqgBSJFRMQ5XXFAKiws5McffyQuLg4AFxcXRo4cWeqFScW1/vAZLFaDqAAvogK8HF2OiIhIqbviMUiurq48/vjj9h4kqXrWaP0jERFxciUapN2uXTs2btxYyqVIZbFKA7RFRMTJlWgM0pNPPsnw4cNJTEykdevWeHt7F/t5s2bNSqU4qXjyCi1sTEwF1IMkIiLOq0QBqU+fPgA888wz9mMmkwnDMDCZTFgsltKpTiqcLUfSyCu0EuztTmyo96WfICIiUgmVKCAdOHCgtOuQSmL1wT9vr5lMJgdXIyIiUjZKFJBq1apV2nVIJVE0QFvT+0VExJmVKCB9/fXXf/vzvn37lqgYqdgsVoO1B88A0E4DtEVExImVKCANGTKk2PcFBQVkZ2fj7u5OtWrVFJCc1M7kdDLyCvHxcKVRhK+jyxERESkzJZrmf+bMmWJfmZmZ7Nq1i06dOvHdd9+Vdo1SQRTtv9aqViCu5hL90REREakUSu1Trl69evzrX/86r3fpUqZMmUJMTAyenp60b9+e1atXX7RtQUEBr732GrGxsXh6etK8eXMWLVpUrI3FYmHMmDHUrl0bLy8vYmNjef311zEMw96mf//+mEymYl+33377lb3gKkj7r4mISFVRoltsFz2ZqytHjx697PYzZ85k+PDhfPzxx7Rv356JEycSFxfHrl27qF69+nntR48ezTfffMNnn31Gw4YNWbx4MT169OD333+nZcuWAIwfP56PPvqIr776iiZNmrB27VoGDBiAv79/sWUJbr/9dr788kv79x4eHlfxyp2fYRj2HiQtECkiIs7OZPy1a+Uyff/998W+NwyDY8eOMXnyZKKjo/nf//53Wedp3749bdu2ZfLkyQBYrVaio6N5+umnL7i/W2RkJC+99BJPPfWU/VjPnj3x8vLim2++AeDOO+8kLCyMzz///KJt+vfvT2pqKgsWLLii1/1X6enp+Pv7k5aWhp+fX4nPU1nsP5HJze8tx93swuZXbsPTzezokkRERK7Y5X5+l6gH6Z577in2vclkIjQ0lJtvvpn33nvvss6Rn5/PunXrGDVqlP2Yi4sLXbp0ISEh4YLPycvLw9PTs9gxLy8vVqxYYf++Y8eOfPrpp+zevZv69euzadMmVqxYwYQJE4o9b9myZVSvXp3AwEBuvvlm3njjDYKDgy9ab15eHnl5efbv09PTL+t1Ooui22stogMUjkRExOmVKCBZrdarvvDJkyexWCyEhYUVOx4WFsbOnTsv+Jy4uDgmTJjADTfcQGxsLPHx8cybN6/Yyt0jR44kPT2dhg0bYjabsVgsvPnmmzz44IP2Nrfffjv33nsvtWvXZt++fbz44ot07dqVhIQEzOYLf/iPGzeOV1999apfd2Vl33+tdqCDKxERESl7pToGqax98MEHDBo0iIYNG2IymYiNjWXAgAF88cUX9jazZs1i+vTpfPvttzRp0oSNGzcydOhQIiMj6devH/DnVikATZs2pVmzZsTGxrJs2TJuueWWC1571KhRDB8+3P59eno60dHRZfRKK56iHqR2tS/eyyYiIuIsSjSLrWfPnowfP/6842+//Ta9evW6rHOEhIRgNptJSUkpdjwlJYXw8PALPic0NJQFCxaQlZXFoUOH2LlzJz4+PtSpU8fe5vnnn2fkyJH06dOHpk2b8vDDDzNs2DDGjRt30Vrq1KlDSEgIe/fuvWgbDw8P/Pz8in1VFcfSckg8nYOLCVrVDHB0OSIiImWuRAHp119/pVu3bucd79q1K7/++utlncPd3Z3WrVsTHx9vP2a1WomPj6dDhw5/+1xPT0+ioqIoLCxk7ty53H333fafZWdn4+JS/GWZzea/vS145MgRTp06RURExGXVXtUUzV5rHOmHr6ebg6sREREpeyW6xZaZmYm7u/t5x93c3K5o8PLw4cPp168fbdq0oV27dkycOJGsrCwGDBgA2LYsiYqKsvf+rFq1iqSkJFq0aEFSUhKvvPIKVquVESNG2M/ZvXt33nzzTWrWrEmTJk3YsGEDEyZMYODAgfbaX331VXr27El4eDj79u1jxIgR1K1bl7i4uJL8Opye/fZajG6viYhI1VCigNS0aVNmzpzJ2LFjix2fMWMGjRs3vuzz9O7dmxMnTjB27FiSk5Np0aIFixYtsg/cPnz4cLHeoNzcXEaPHs3+/fvx8fGhW7duTJs2jYCAAHubSZMmMWbMGJ588kmOHz9OZGQk//znP+21ms1mNm/ezFdffUVqaiqRkZHcdtttvP7661oL6SKKepDaaYC2iIhUESVaB+mHH37g3nvv5R//+Ac333wzAPHx8Xz33XfMnj37vGUAnFFVWQfpTFY+LV9fAsC60V0I9lGIFBGRyqtM10Hq3r07CxYs4K233mLOnDl4eXnRrFkzli5dyo033ljioqXiKbq9FhvqrXAkIiJVRomn+d9xxx3ccccdpVmLVEB/Tu/X9iIiIlJ1lGgW25o1a1i1atV5x1etWsXatWuvuiipOFYfPAMoIImISNVSooD01FNPkZiYeN7xpKSkYvukSeWWlVfI1qQ0QBvUiohI1VKigLR9+3ZatWp13vGWLVuyffv2qy5KKoYNh1OxWA2iAryoEVjN0eWIiIiUmxIFJA8Pj/NWwAY4duwYrq6VavcS+RurD5wCoG2MpveLiEjVUqKAdNtttzFq1CjS0tLsx1JTU3nxxRe59dZbS604cazVB4s2qNXtNRERqVpK1N3z7rvvcsMNN1CrVi1atmwJwMaNGwkLC2PatGmlWqA4Rn6hlQ2HUwFor4AkIiJVTIkCUlRUFJs3b2b69Ols2rQJLy8vBgwYwAMPPICbm/bqcgZbklLJK7QS5O1ObKiPo8sREREpVyUeMOTt7U2nTp2oWbMm+fn5APzvf/8D4K677iqd6sRhVh+wTe9vGxOIyWRycDUiIiLlq0QBaf/+/fTo0YMtW7ZgMpkwDKPYh6jFYim1AsUx/hygrdtrIiJS9ZRokPaQIUOoXbs2x48fp1q1amzdupXly5fTpk0bli1bVsolSnmzWA3WHtICkSIiUnWVqAcpISGBn3/+mZCQEFxcXDCbzXTq1Ilx48bxzDPPsGHDhtKuU8rRruQMMnIL8XY30zjCeTfiFRERuZgS9SBZLBZ8fX0BCAkJ4ejRowDUqlWLXbt2lV514hBFt9da1QrE1VyiPyIiIiKVWol6kK655ho2bdpE7dq1ad++PW+//Tbu7u58+umn1KlTp7RrlHK25uz+a5reLyIiVVWJAtLo0aPJysoC4LXXXuPOO+/k+uuvJzg4mJkzZ5ZqgVK+DMNg1YGzC0RqgLaIiFRRJQpIcXFx9sd169Zl586dnD59msBATQmv7A6eyuZkZh7uZheaRwc4uhwRERGHKLWN04KC1NvgDNac7T1qHu2Pp5vZwdWIiIg4hkbgSjG6vSYiIqKAJOdYc3aDWq1/JCIiVZkCktglp+Vy+HQ2LiZoXSvQ0eWIiIg4jAKS2K0+23vUKMIPX09tOiwiIlWXApLYFQ3Q1u01ERGp6hSQxG51UUDSAG0REaniFJAEgNTsfHalZADQVj1IIiJSxSkgCfDn9iJ1Qr0J8fFwcDUiIiKOpYAkwF+m9+v2moiIiAKS2KzWAG0RERE7BSQhO7+QrUlpgFbQFhERAQUkATYcTqXQahDp70mNQC9HlyMiIuJwCkjy5/5rtYMwmUwOrkZERMTxFJBEC0SKiIicQwGpissvtLIh0TbFXzPYREREbBSQqrgtSWnkFlgJrOZG3eo+ji5HRESkQlBAquKK1j9qG6PxRyIiIkUUkKo4rX8kIiJyPgWkKsxiNf5cQVsBSURExE4BqQrblZxBRm4h3u5mGkf4ObocERGRCkMBqQor6j1qVSsQV7P+KIiIiBTRp2IVtlob1IqIiFyQAlIVZRiGfYB2W40/EhERKUYBqYo6dCqbExl5uJtdaBEd4OhyREREKhQFpCqqqPeoWQ1/PN3MDq5GRESkYlFAqqKKxh/p9pqIiMj5FJCqKK1/JCIicnEKSFVQSnouh05lYzJB61qBji5HRESkwlFAqoKKxh81jvDDz9PNwdWIiIhUPApIVZB9er/WPxIREbkghwekKVOmEBMTg6enJ+3bt2f16tUXbVtQUMBrr71GbGwsnp6eNG/enEWLFhVrY7FYGDNmDLVr18bLy4vY2Fhef/11DMOwtzEMg7FjxxIREYGXlxddunRhz549ZfYaKxqNPxIREfl7Dg1IM2fOZPjw4bz88susX7+e5s2bExcXx/Hjxy/YfvTo0XzyySdMmjSJ7du38/jjj9OjRw82bNhgbzN+/Hg++ugjJk+ezI4dOxg/fjxvv/02kyZNsrd5++23+fDDD/n4449ZtWoV3t7exMXFkZubW+av2dFSs/PZlZIBqAdJRETkYkzGX7tWyln79u1p27YtkydPBsBqtRIdHc3TTz/NyJEjz2sfGRnJSy+9xFNPPWU/1rNnT7y8vPjmm28AuPPOOwkLC+Pzzz+/YBvDMIiMjOTZZ5/lueeeAyAtLY2wsDCmTp1Knz59Lqv29PR0/P39SUtLw8+v8mz0unR7Co9+vZY6Id78/FxnR5cjIiJSri7389thPUj5+fmsW7eOLl26/FmMiwtdunQhISHhgs/Jy8vD09Oz2DEvLy9WrFhh/75jx47Ex8eze/duADZt2sSKFSvo2rUrAAcOHCA5ObnYdf39/Wnfvv1Fr1t07fT09GJflZFur4mIiFyaq6MufPLkSSwWC2FhYcWOh4WFsXPnzgs+Jy4ujgkTJnDDDTcQGxtLfHw88+bNw2Kx2NuMHDmS9PR0GjZsiNlsxmKx8Oabb/Lggw8CkJycbL/Oudct+tmFjBs3jldffbVEr7UiWaUB2iIiIpfk8EHaV+KDDz6gXr16NGzYEHd3dwYPHsyAAQNwcfnzZcyaNYvp06fz7bffsn79er766iveffddvvrqq6u69qhRo0hLS7N/JSYmXu3LKXfZ+YVsTUoD1IMkIiLydxzWgxQSEoLZbCYlJaXY8ZSUFMLDwy/4nNDQUBYsWEBubi6nTp0iMjKSkSNHUqdOHXub559/npEjR9rHEjVt2pRDhw4xbtw4+vXrZz93SkoKERERxa7bokWLi9br4eGBh4dHSV9uhbDxcCqFVoMIf09qBHo5uhwREZEKy2E9SO7u7rRu3Zr4+Hj7MavVSnx8PB06dPjb53p6ehIVFUVhYSFz587l7rvvtv8sOzu7WI8SgNlsxmq1AlC7dm3Cw8OLXTc9PZ1Vq1Zd8rqV3V9vr5lMJgdXIyIiUnE5rAcJYPjw4fTr1482bdrQrl07Jk6cSFZWFgMGDACgb9++REVFMW7cOABWrVpFUlISLVq0ICkpiVdeeQWr1cqIESPs5+zevTtvvvkmNWvWpEmTJmzYsIEJEyYwcOBAAEwmE0OHDuWNN96gXr161K5dmzFjxhAZGck999xT7r+D8qQB2iIiIpfHoQGpd+/enDhxgrFjx5KcnEyLFi1YtGiRfQD14cOHi/UG5ebmMnr0aPbv34+Pjw/dunVj2rRpBAQE2NtMmjSJMWPG8OSTT3L8+HEiIyP55z//ydixY+1tRowYQVZWFo899hipqal06tSJRYsWnTdDzpnkF1pZf/gMoIAkIiJyKQ5dB6kyq2zrIK0/fIZ7//07AdXcWD/6VlxcdItNRESqngq/DpKUrzV/GX+kcCQiIvL3FJCqiKINattp/SMREZFLUkCqAqxWQwO0RUREroACUhWwKyWD9NxCqrmbaRJZ8cdLiYiIOJoCUhVQ1HvUqmYgrma95SIiIpeiT8sqwD7+SLfXRERELosCkpMzDMMekLRBrYiIyOVRQHJyh09nczwjDzeziZY1AxxdjoiISKWggOTkivZfa1YjAE83s4OrERERqRwUkJzcGt1eExERuWIKSE6uaAZbew3QFhERuWwKSE7seHouB09lYzJBq1qBji5HRESk0lBAcmKrz/YeNQr3w9/LzcHViIiIVB4KSE5M6x+JiIiUjAKSE1NAEhERKRkFJCeVll3ArpQMQDPYRERErpQCkpNae+g0hgG1Q7wJ9fVwdDkiIiKVigKSkyoaoN1OvUciIiJXTAHJSdn3X9P4IxERkSumgOSEcvItbDmSBmiBSBERkZJQQHJCGw6fodBqEO7nSY1AL0eXIyIiUukoIDmhovFHbWsHYTKZHFyNiIhI5aOA5ISK9l/T+kciIiIlo4DkZAosVtYfSgU0g01ERKSkFJCczNakNHIKLARUc6NedR9HlyMiIlIpKSA5maLp/W1qBeHiovFHIiIiJaGA5GT+HH8U6OBKREREKi8FJCditRqsOXgGgHa1gx1cjYiISOWlgOREdh/PIC2nAC83M00i/RxdjoiISKWlgORE1pwdf9S6ViBuZr21IiIiJaVPUSeyqmj/NU3vFxERuSoKSE7CMAz7AO22GqAtIiJyVRSQnETi6RxS0vNwM5toGa2AJCIicjUUkJzEqgOnAGga5Y+Xu9nB1YiIiFRuCkhO4s/1jzS9X0RE5GopIDmJohW0tUCkiIjI1VNAcgLHM3I5eCobkwla19IMNhERkaulgOQE1hywrZ7dMNwPfy83B1cjIiJS+SkgOYHVZwdot4vR7TUREZHSoIDkBFZr/zUREZFSpYBUyaXlFLAzOR3QApEiIiKlRQGpklt36DSGATHB1aju6+nockRERJyCAlIlt/pA0e01zV4TEREpLQpIlVzRAG1tUCsiIlJ6FJAqsZx8C1uS0gBorwHaIiIipUYBqRLbkHiGAotBmJ8H0UFeji5HRETEaSggVWJFC0S2jQnCZDI5uBoRERHnoYBUiRVtUNteA7RFRERKVYUISFOmTCEmJgZPT0/at2/P6tWrL9q2oKCA1157jdjYWDw9PWnevDmLFi0q1iYmJgaTyXTe11NPPWVv07lz5/N+/vjjj5fZayxtBRYr6w6d7UFSQBIRESlVDg9IM2fOZPjw4bz88susX7+e5s2bExcXx/Hjxy/YfvTo0XzyySdMmjSJ7du38/jjj9OjRw82bNhgb7NmzRqOHTtm/1qyZAkAvXr1KnauQYMGFWv39ttvl90LLWXbjqaTU2DB38uN+tV9HV2OiIiIU3F4QJowYQKDBg1iwIABNG7cmI8//phq1arxxRdfXLD9tGnTePHFF+nWrRt16tThiSeeoFu3brz33nv2NqGhoYSHh9u/fvzxR2JjY7nxxhuLnatatWrF2vn5+ZXpay1Nf07vD8TFReOPRERESpNDA1J+fj7r1q2jS5cu9mMuLi506dKFhISECz4nLy8PT8/iK0Z7eXmxYsWKi17jm2++YeDAgecNZJ4+fTohISFcc801jBo1iuzs7IvWmpeXR3p6erEvR1r9lwHaIiIiUrpcHXnxkydPYrFYCAsLK3Y8LCyMnTt3XvA5cXFxTJgwgRtuuIHY2Fji4+OZN28eFovlgu0XLFhAamoq/fv3L3b8H//4B7Vq1SIyMpLNmzfzwgsvsGvXLubNm3fB84wbN45XX331yl9kGbBaDdYesg3Q1graIiIipc+hAakkPvjgAwYNGkTDhg0xmUzExsYyYMCAi96S+/zzz+natSuRkZHFjj/22GP2x02bNiUiIoJbbrmFffv2ERsbe955Ro0axfDhw+3fp6enEx0dXUqv6srsOZ5JanYBXm5mronyd0gNIiIizsyht9hCQkIwm82kpKQUO56SkkJ4ePgFnxMaGsqCBQvIysri0KFD7Ny5Ex8fH+rUqXNe20OHDrF06VIeffTRS9bSvn17APbu3XvBn3t4eODn51fsy1FWn53e36pWAG5mhw8jExERcToO/XR1d3endevWxMfH249ZrVbi4+Pp0KHD3z7X09OTqKgoCgsLmTt3Lnffffd5bb788kuqV6/OHXfccclaNm7cCEBERMSVvQgHWH3AFpA0/khERKRsOPwW2/Dhw+nXrx9t2rShXbt2TJw4kaysLAYMGABA3759iYqKYty4cQCsWrWKpKQkWrRoQVJSEq+88gpWq5URI0YUO6/VauXLL7+kX79+uLoWf5n79u3j22+/pVu3bgQHB7N582aGDRvGDTfcQLNmzcrnhZeQYRisORuQ2ikgiYiIlAmHB6TevXtz4sQJxo4dS3JyMi1atGDRokX2gduHDx/GxeXPjq7c3FxGjx7N/v378fHxoVu3bkybNo2AgIBi5126dCmHDx9m4MCB513T3d2dpUuX2sNYdHQ0PXv2ZPTo0WX6WkvDkTM5JKfn4upiomXNQEeXIyIi4pRMhmEYji6iMkpPT8ff35+0tLRyHY80Z90Rnpu9iZY1A5j/5HXldl0RERFncLmf3xrhW8nYb69per+IiEiZUUCqZIpmsGn8kYiISNlRQKpEjmfkcuBkFiYTtKmlgCQiIlJWFJAqkTVntxdpEOaLfzU3B1cjIiLivBSQKpE1BzX+SEREpDwoIFUiqzVAW0REpFwoIFUSaTkF7EhOBzRAW0REpKwpIFUS6w+dwTAgJrga1f08HV2OiIiIU1NAqiRWaf81ERGRcqOAVEkUDdBuq/FHIiIiZU4BqRLILbCw+UgqAO0VkERERMqcAlIlsOFwKgUWg+q+HtQMqubockRERJyeAlIl8Nf1j0wmk4OrERERcX4KSJWA1j8SEREpXwpIFVyhxcr6w7YtRjSDTUREpHwoIFVw246mk51vwc/TlQZhvo4uR0REpEpQQKrgVv9l/SMXF40/EhERKQ8KSBXcam1QKyIiUu4UkCowq9XQApEiIiIOoIBUge09kUlqdgGebi5cE+nv6HJERESqDAWkCqxo/FGrmoG4u+qtEhERKS/61K3AVmuDWhEREYdQQKqgDMOwByTtvyYiIlK+FJAqqCNnckhOz8XVxUTLmoGOLkdERKRKUUCqoIp6j66J8sfL3ezgakRERKoWBaQKqmh6v26viYiIlD8FpApKA7RFREQcRwGpAjqRkcf+k1mYTApIIiIijqCAVAEV3V5rEOaLfzU3B1cjIiJS9SggVUC6vSYiIuJYCkgV0BptUCsiIuJQCkgVTHpuAduPpQMKSCIiIo6igFTBrDt0BsOAWsHVCPPzdHQ5IiIiVZICUgWj8UciIiKOp4BUwWTmFuJudqGdApKIiIjDmAzDMBxdRGWUnp6Ov78/aWlp+Pn5leq5cwssGAbaYkRERKSUXe7nt2s51iSXydNNwUhERMSRdItNRERE5BwKSCIiIiLnUEASEREROYcCkoiIiMg5FJBEREREzqGAJCIiInIOBSQRERGRcyggiYiIiJxDAUlERETkHApIIiIiIudQQBIRERE5hwKSiIiIyDkUkERERETO4eroAiorwzAASE9Pd3AlIiIicrmKPreLPscvRgGphDIyMgCIjo52cCUiIiJypTIyMvD397/oz03GpSKUXJDVauXo0aP4+vpiMplK7bzp6elER0eTmJiIn59fqZ1XSk7vScWi96Ni0ftRsej9uDTDMMjIyCAyMhIXl4uPNFIPUgm5uLhQo0aNMju/n5+f/nBXMHpPKha9HxWL3o+KRe/H3/u7nqMiGqQtIiIicg4FJBEREZFzKCBVMB4eHrz88st4eHg4uhQ5S+9JxaL3o2LR+1Gx6P0oPRqkLSIiInIO9SCJiIiInEMBSUREROQcCkgiIiIi51BAEhERETmHAlIFM2XKFGJiYvD09KR9+/asXr3a0SVVSePGjaNt27b4+vpSvXp17rnnHnbt2uXosuSsf/3rX5hMJoYOHeroUqq0pKQkHnroIYKDg/Hy8qJp06asXbvW0WVVSRaLhTFjxlC7dm28vLyIjY3l9ddfv+R+Y3JxCkgVyMyZMxk+fDgvv/wy69evp3nz5sTFxXH8+HFHl1blLF++nKeeeoo//viDJUuWUFBQwG233UZWVpajS6vy1qxZwyeffEKzZs0cXUqVdubMGa677jrc3Nz43//+x/bt23nvvfcIDAx0dGlV0vjx4/noo4+YPHkyO3bsYPz48bz99ttMmjTJ0aVVWprmX4G0b9+etm3bMnnyZMC231t0dDRPP/00I0eOdHB1VduJEyeoXr06y5cv54YbbnB0OVVWZmYmrVq14t///jdvvPEGLVq0YOLEiY4uq0oaOXIkK1eu5LfffnN0KQLceeedhIWF8fnnn9uP9ezZEy8vL7755hsHVlZ5qQepgsjPz2fdunV06dLFfszFxYUuXbqQkJDgwMoEIC0tDYCgoCAHV1K1PfXUU9xxxx3F/j8Rx/j+++9p06YNvXr1onr16rRs2ZLPPvvM0WVVWR07diQ+Pp7du3cDsGnTJlasWEHXrl0dXFnlpc1qK4iTJ09isVgICwsrdjwsLIydO3c6qCoBW0/e0KFDue6667jmmmscXU6VNWPGDNavX8+aNWscXYoA+/fv56OPPmL48OG8+OKLrFmzhmeeeQZ3d3f69evn6PKqnJEjR5Kenk7Dhg0xm81YLBbefPNNHnzwQUeXVmkpIIlcwlNPPcXWrVtZsWKFo0upshITExkyZAhLlizB09PT0eUItn84tGnThrfeeguAli1bsnXrVj7++GMFJAeYNWsW06dP59tvv6VJkyZs3LiRoUOHEhkZqfejhBSQKoiQkBDMZjMpKSnFjqekpBAeHu6gqmTw4MH8+OOP/Prrr9SoUcPR5VRZ69at4/jx47Rq1cp+zGKx8OuvvzJ58mTy8vIwm80OrLDqiYiIoHHjxsWONWrUiLlz5zqooqrt+eefZ+TIkfTp0weApk2bcujQIcaNG6eAVEIag1RBuLu707p1a+Lj4+3HrFYr8fHxdOjQwYGVVU2GYTB48GDmz5/Pzz//TO3atR1dUpV2yy23sGXLFjZu3Gj/atOmDQ8++CAbN25UOHKA66677rylL3bv3k2tWrUcVFHVlp2djYtL8Y90s9mM1Wp1UEWVn3qQKpDhw4fTr18/2rRpQ7t27Zg4cSJZWVkMGDDA0aVVOU899RTffvst//3vf/H19SU5ORkAf39/vLy8HFxd1ePr63ve+C9vb2+Cg4M1LsxBhg0bRseOHXnrrbe4//77Wb16NZ9++imffvqpo0urkrp3786bb75JzZo1adKkCRs2bGDChAkMHDjQ0aVVWprmX8FMnjyZd955h+TkZFq0aMGHH35I+/btHV1WlWMymS54/Msvv6R///7lW4xcUOfOnTXN38F+/PFHRo0axZ49e6hduzbDhw9n0KBBji6rSsrIyGDMmDHMnz+f48ePExkZyQMPPMDYsWNxd3d3dHmVkgKSiIiIyDk0BklERETkHApIIiIiIudQQBIRERE5hwKSiIiIyDkUkERERETOoYAkIiIicg4FJBEREZFzKCCJiJSSZcuWYTKZSE1NdXQpInKVFJBEREREzqGAJCIiInIOBSQRcRpWq5Vx48ZRu3ZtvLy8aN68OXPmzAH+vP21cOFCmjVrhqenJ9deey1bt24tdo65c+fSpEkTPDw8iImJ4b333iv287y8PF544QWio6Px8PCgbt26fP7558XarFu3jjZt2lCtWjU6dux43q73IlLxKSCJiNMYN24cX3/9NR9//DHbtm1j2LBhPPTQQyxfvtze5vnnn+e9995jzZo1hIaG0r17dwoKCgBbsLn//vvp06cPW7Zs4ZVXXmHMmDFMnTrV/vy+ffvy3Xff8eGHH7Jjxw4++eQTfHx8itXx0ksv8d5777F27VpcXV21o7pIJaTNakXEKeTl5REUFMTSpUvp0KGD/fijjz5KdnY2jz32GDfddBMzZsygd+/eAJw+fZoaNWowdepU7r//fh588EFOnDjB//3f/9mfP2LECBYuXMi2bdvYvXs3DRo0YMmSJXTp0uW8GpYtW8ZNN93E0qVLueWWWwD46aefuOOOO8jJycHT07OMfwsiUlrUgyQiTmHv3r1kZ2dz66234uPjY//6+uuv2bdvn73dX8NTUFAQDRo0YMeOHQDs2LGD6667rth5r7vuOvbs2YPFYmHjxo2YzWZuvPHGv62lWbNm9scREREAHD9+/Kpfo4iUH1dHFyAiUhoyMzMBWLhwIVFRUcV+5uHhUSwklZSXl9dltXNzc7M/NplMgG18lIhUHupBEhGn0LhxYzw8PDh8+DB169Yt9hUdHW1v98cff9gfnzlzht27d9OoUSMAGjVqxMqVK4udd+XKldSvXx+z2UzTpk2xWq3FxjSJiHNSD5KIOAVfX1+ee+45hg0bhtVqpVOnTqSlpbFy5Ur8/PyoVasWAK+99hrBwcGEhYXx0ksvERISwj333APAs88+S9u2bXn99dfp3bs3CQkJTJ48mX//+98AxMTE0K9fPwYOHMiHH35I8+bNOXToEMePH+f+++931EsXkTKggCQiTuP1118nNDSUcePGsX//fgICAmjVqhUvvvii/RbXv/71L4YMGcKePXto0aIFP/zwA+7u7gC0atWKWbNmMXbsWF5//XUiIiJ47bXX6N+/v/0aH330ES+++CJPPvkkp06dombNmrz44ouOeLkiUoY0i01EqoSiGWZnzpwhICDA0eWISAWnMUgiIiIi51BAEhERETmHbrGJiIiInEM9SCIiIiLnUEASEREROYcCkoiIiMg5FJBEREREzqGAJCIiInIOBSQRERGRcyggiYiIiJxDAUlERETkHApIIiIiIuf4fxhZG6GebD8wAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 536ms/step - loss: 3.5762e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 545ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.96      0.96      0.96       423\n",
            "           1       0.93      0.94      0.94       270\n",
            "\n",
            "    accuracy                           0.95       693\n",
            "   macro avg       0.95      0.95      0.95       693\n",
            "weighted avg       0.95      0.95      0.95       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 111s 2s/step - loss: 0.0825 - accuracy: 0.9771 - val_loss: 3.9702e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0035 - accuracy: 0.9989 - val_loss: 3.6261e-04 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0106 - accuracy: 0.9962 - val_loss: 0.0162 - val_accuracy: 0.9948\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0164 - accuracy: 0.9930 - val_loss: 0.0104 - val_accuracy: 0.9948\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0059 - accuracy: 0.9978 - val_loss: 2.3581e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0050 - accuracy: 0.9989 - val_loss: 2.2095e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0069 - accuracy: 0.9978 - val_loss: 1.6916e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0038 - accuracy: 0.9973 - val_loss: 2.0985e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 7.4378e-04 - accuracy: 1.0000 - val_loss: 1.3998e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0016 - accuracy: 1.0000 - val_loss: 1.7186e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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udO/endWrVwOwfv16CgoKil0nNjaWBg0aXDQg5eXlkZeXZ/8+IyPDUU+ruNPHIPtExVz7IsL/0pYYYMrEhJVwl5MArPz9T66/+xH+O28246e/ydZd+/j+s7eoHxnG6Bdm8MeGrWRl59C8aTRTx46g+zWd7ddq1OV2Rj35T/t7ZDKZ+Pe//82SJUtYtmwZUVFRvP7669x+++2V+XSlukrdC/++AfIq6N+fSDVnAsKcXYQDrWk5kc53/9Mpj12tAlJiYiJhYcXf+rCwMDIyMsjJyeHUqVNYLJbznrNr1y77Ndzd3alTp8455/y1FaWkqVOn8sILL5SpbsMwyCkoZatQgWH7chAvV1MZZl6ZzvvfsS/P4rWJo2ncIIrAAH+OHEuk5w3dmPLMcDzc3fj4y+/oNWQUu39eRIOoCMAAqwUK84td/YUXXmD69Om8+uqrzJ49m3vvvZdDhw4RFBRUnqcqNZ3VAouH2sKRi6vtS0QAsBoG+RYDakjLURGTi/PWm9NvmFIaN24co0ePtn+fkZFB/fr1S3XfnAILLSYu+/sTK8COF+Pwdr/EtzlwE5jMENnW9n1wGgAvTn2Vm3r3tp8W1BLa3NTf/v3kbr1Z9MNqvlkTz/Dht8DJA7Yf5JwCw2rrcgMGDx7MPffcA8DLL7/MrFmzWLt2LTfffHNZnqLUFmvfhaNrwd0Phq6GOqX79ydSkxmGwf/9coBXlu7CYjVoEeHPO/e3p35QzViHr5MTH7taBaTw8PBzZpslJSXh7++Pl5cXZrMZs9l83nPCw8Pt18jPzyctLa1YK9JfzzkfDw8PPDw8HPdkqqEOHToU+z4zM5NJkyaxZMkSjh8/TmFhITk5ORw+fNh2QkA9wATWAshMBj/b69u6dWv7NXx8fPD39y82iF7kHCf3ww9nWnB7vKhwJAJk5RUy5qstLNlyHIA7r4hiyh2t8HLXKv+OUK0CUpcuXfjvf/9b7Njy5cvp0qULAO7u7rRv354VK1bYB3tbrVZWrFjB8OHDAWjfvj1ubm6sWLGCvn37ArB7924OHz5sv46jebmZ2fFiXIVcuzSP7Sg+Pj7Fvn/qqadYvnw5r732Gk2aNMHLy4u77rqL/PwzXWpmNyhqHj2dCJ4BALi5uRW7jslkwmq1OqxOqWGsVvjmCSjMgUZXQ7vBzq5IxOn2p2Ty2Cfr2ZOUiauLiYm9WnD/lQ21mK0DOTUgZWZmsm/fPvv3Bw4cYNOmTQQFBdGgQQPGjRtHQkICH3/8MQCPPfYYc+bMYcyYMTzwwAP8+OOPLFiwgCVLltivMXr0aAYNGkSHDh3o1KkTM2fOJCsriyFDhgAQEBDAgw8+yOjRowkKCsLf358RI0bQpUuXUs9gu1Qmk+nSu7mqgd9++43Bgwdzxx13ALb38+DBg8VPMrmAqxdgQNrhSq9RaoANH8LBX8DNG26fBS5a31Zqt+U7khg9fxOn8woJ9fPgrXvb0aGRxnA6mlM/tf/880+uv/56+/dFY3wGDRrEhx9+yPHjx8921wDR0dEsWbKEJ598kjfeeIN69erxf//3f8TFnW2d6d+/PykpKUycOJHExETatm3L0qVLiw3c/te//oWLiwt9+/YlLy+PuLg43nrrrUp4xjVL06ZN+frrr+nVqxcmk4kJEyacvyXIK8A2pqkgu/KLlOot7Qh8P9F2+8aJENTYufWIOJHFajDzhz3M/tHWsNCxUSBv/qMdof5acqQiODUgXXfddVxsGabzrZJ93XXXsXHjxoted/jw4fYutfPx9PTkzTffLPUClXJ+M2bM4IEHHqBr164EBwfzzDPPnH/5AxdXCIg624JUYlabyHkZBnw7EvJPQ/3O0EkLjkrtlZadz8gvNrFqTwoAg7s24rlbm+NmVotqRakyC0VWNxW2UGRNZRhwMt62yJ+bDwQ3rZYLSOq9rUQbP4X/DAWzBzz2K4Rc5uyKRJxi+7F0HvtkPUdO5uDp5sLUO1txxxX1nF1WtVUjF4qUasxkgoAGkLITCrIgKxV8Q5xdlVRVGcdh2ZkFX69/VuFIaq2vNxxl3NdbySu00iDIm7n3tadF5IU/1MVxFJCk8ri6g38kpB+1rRju6Q+utXvpBDkPw4AloyE3HSKvgC4X7i4XqanyC61MWbKDj1YfAuC6ZiG80f8KArzd/uae4igKSFK5vIMhJw3yM21jkuo2qZZdbVKBtn0Fu/8LLm7Q+00w69eU1C5JGbkM/XQD6w/Z9hx84samjLqxKS4u+l1ZmfSbRyqXyQR1GkDyLltIyj4BPsHOrkqqiqxU+N8Y2+1rnoawls6tR6SSrTt4kqGfbiDldB5+nq78q19bureoSburVR8KSFL5XD3APwIyEmxfHv627jeR/z5lC81hl0O3J51djUilMQyDj34/yEtLdlJoNWgW5sfc+9sTHezz93eWCqGAJM7hE2LraivIgvQjtvVt1NVWu+34BrYvsq2Z1XuOQrPUGjn5Fp5dtJVFGxMA6NUmkml9W9XIBYarE736UiGshkF2ngVvd/P5+82LutpSdtl2Z885Cd51K79QqRqyT8KSf9puXzXSNji7Biu0WNl8NA1XFxdaRQVobEktdvhENo9+sp6dxzMwu5gYd0ssD3aL1pYhVYACklSIk1n5HEvLwdPNTMMgbzzOtyecmyf4RdhmtKWf6Woza4ZGrbTsWchKhuBmcO0zzq6mQuQWWPhlbyrfb0/kh51JnMouACDM34ObWoTRo0U4Vzaui7urFv6rLX7ancyoLzaRnlNAsK87s+9pR5cY/aFYVSggSYXIybcAtg+FfcmZ1A/yxt/rPOHHNxRyT0FBjq2rLTBaXW21zZ7vYfPngMk2a82t5izAmZ5dwI+7k/h+exKr9qSQfebfBUAdbzcKLQZJGXl88sdhPvnjMH6ertwQG0pcy3CuvSwEHw/9iq6JrFaDOT/t418/7MEwoG39Orx9XzsiArycXZr8hf71icNcd911tG3blpkzZ5JXaOGWLq25/+Gh/OOBxzh4IotQP0/C/D2KNR2bXFxYtPAL+nRtZlv3JjcNvAIv+bFNJhOLFi2iT58+jntCUvFy0+G7UbbbXYZB/Y5OLccREtNzWb4jkWXbk/hj/wkKrWc3K4gM8KRHy3B6tAyjU6MgLIbB7/En+H57Est3JJGamcd/Nh3jP5uO4e7qwtVNgolrGc6NzUOp66s1w2qC9JwC/rlgEz/sTAbgH50b8HyvFni4nqeVXZxKAUkA6NWrFwUFBSxduvScn/3yyy9cc801bN68mdatW//ttQzDIK/Ayqff/UirhmHk4UpqZh7Jp3PJKbBQP9AL17/uH+TqAX5hcDrRtoiku+8Fu9omTZrE4sWL2bRpU7Hjx48fJzDw0oOVONnyibaZjIHRcP1zzq6mzOJTMlm23RaKNh9JK/azy8J8iWsZTo8W4Vwe5V/sDwRX4PpmoVzfLJSX+lzOpiOnWLY9iWXbEzl0IpsVu5JZsSsZFxN0aBR05jph1A/yrtwnKA6xO/E0j877k4MnsnF3deGl3pfTr2N9Z5clF6CAJAA8+OCD9O3bl6NHj1KvXvE9fj744AM6dOhQqnAEUGg1sBgGdeuGEBjgi4vJhJe7mYRTOZzOLWBfioWGQd54/XWGhm+YbVZbYa5tPFJQo0uqPzw8/JLOlypg/0pY/6Htdu854F59PvQNw2DL0fQzoSiR+JSsYj9v16COLcy0DC/1NG2zi4n2DYNo3zCIcbfEsjvpNN+fCUvbj2Ww9sBJ1h44yeTvdtAiwv/M9cOIDffTgN5q4NvNxxjz5RZyCixE1fHi7fva0bpeHWeXJReh0YACwG233UZISAgffvhhseOZmZksXLiQPn36cM899xAVFYW3tzetWrXi888/P++18gps4yxu7tKaWW+8AUCgtztG2nEeuOtW2jQK5fLLL+frb/979k4mF6jTkGemvMFlHa7F29ubxo0bM2HCBAoKbINZP/zwQ1544QU2b96MyWTCZDLZ6zWZTCxevNh+ua1bt3LDDTfg5eVF3bp1eeSRR8jMzLT/fPDgwfTp04fXXnuNiIgI6taty7Bhw+yPJRUsLxO+GWG73fEhaNTNufWUQoHFyq97U5n4n210mfojvd/8jbdWxhOfkoWb2cQ1l4Uw5Y7LWfvsjXw99CoevTamzGvYmEwmYsP9eeLGpix54mp+feZ6Jt7Wgs7RQbiYYMfxDP71wx5ueeMXrn11JVOW7GDdwZNYrNp7vKoptFh56bsdjPh8IzkFFro1CebbEd0UjqoBtSBVBsOAgmznPLabd6kGPbu6ujJw4EA+/PBDnnvuOftfpAsXLsRisXDfffexcOFCnnnmGfz9/VmyZAn3338/MTExdOrUqdi18gqtQPGHtVqt/GPA3YSGhrFo6UqSUk/w3LO2zUitxplf6u7e+AWF8uG/XiAyMpytx3J5+NHH8PPzY8yYMfTv359t27axdOlSfvjhBwACAgLOeS5ZWVnExcXRpUsX1q1bR3JyMg899BDDhw8vFgB/+uknIiIi+Omnn9i3bx/9+/enbdu2PPzww6V+eaWMVrxo22omoAF0n+Tsai4oO7+Qn/ek8P32JFbsSiY952yA9nE3c12zUHq0DOP62FD8PStuBma9QG8e6BbNA92iOZmVzw87bQO/f9mbwuGT2fz7lwP8+5cDBPu622fEdW1SV+NanCw1M4/hn23gj/0nAXj8uhie6tEMs5Z1qBYUkCpDQTa8HOmcx372GLiX7q/YBx54gFdffZVVq1Zx3XXXAbbutb59+9KwYUOeeuop+7kjRoxg2bJlLFiw4MIB6S/HfvjhB3bt2sWyZcuIiIgg6XQeuTkTGDrwbpLScymwWHEzuzD+hVcgdRcU5tGoSRBPPfUUX3zxBWPGjMHLywtfX19cXV0v2qX22WefkZuby8cff4yPj+25z5kzh169ejFt2jTCwmzL9gcGBjJnzhzMZjOxsbHceuutrFixQgGpoh36Hda+Y7t9+xvg4efceko4VRRAdiTx854U+//PAHV9zgSQlmF0jQnG83zLV1SwIB93+nWoT78O9cnKOxPgdiSxYmcSqZn5fL72CJ+vPWILcGdmxF3fLAS/Cgxwcq4Nh08x9JMNJGbk4uNu5vV+bbj58ghnlyWXQAFJ7GJjY+natSvvv/8+1113Hfv27eOXX37hxRdfxGKx8PLLL7NgwQISEhLIz88nLy8Pb+9zx43knuli++u4iJ07d1K/fn0iI21BMdzfk9tuuo6h2ALV3uRMGgZ5893ir5j1xkzi9+0lMyubQosVf3//S3oeO3fupE2bNvZwBHDVVVdhtVrZvXu3PSC1bNkSs/nsB1xERARbt269pMeSS1SQA/8Zbrt9xf0Qc4Nz6zkjIS2H77cn8v32JNaW6KqqH+RFXAvbeKL2DQOr1F//Ph6u3NIqgltaRVBgsbJm/0mWbU/k+x2JJGXksWTLcZZsOY672YWuTerSo0U4N7UII8RPM+IqimEYfLb2MJO+2U6BxSAmxId37m9Pk9Cq9YeA/D0FpMrg5m1ryXHWY1+CBx98kBEjRvDmm2/ywQcfEBMTw7XXXsu0adN44403mDlzJq1atcLHx4dRo0aRn59/zjXO14J0PkXrIrm7ulBosbJo6U8MvvdeJk2axM3driDAtZAvvlnO6+9+cknPobTc3Ir/RW0ymbBarRc4Wxzip5fhZLxtgdAeLzmtDMMw2JucybJtiSzbkci2hIxiP28e4U9cyzDiWoZXm0HQbmYXujUNplvTYF64vSVbEs4OIt+fksXK3Sms3J3Cc4u30q5BoP35Nayrvb4cJbfAwsT/bGPBn0cBiGsZxmt3t1HrXTWlgFQZTKZSd3M5W79+/Rg5ciSfffYZH3/8MY8//jgmk4nffvuN3r17c9999wG2MUV79uyhRYsWxe5vGAYFlnPHIDVv3pwjR45w/PhxIiJszcx//PEHYGtNquPlzsY/1xARVZ9BQ0cTFeCBS+ouDh390DaG6wx3d3cslrOL7Z1P8+bN+fDDD8nKyrK3Iv3222+4uLjQrFmzcr0+Ug5H/4TVc2y3b5sJXnUq9eGtVoONR9L4/kxoOHji7LjAomn0PVrYQkN1n0bv4mKibf06tK1fh2dujmVfcuaZliXbMgTrD51i/aFTvPzfXTQL8yOuZRg9WobTMtK/WoTBqujoqWwe/2QDWxPScTHB03GxPHZtY72e1ZgCkhTj6+tL//79GTduHBkZGQwePBiApk2b8uWXX/L7778TGBjIjBkzSEpKOicgFXVNuLoUnyDZvXt3LrvsMgYNGsSrr75KRkYGzz1nW/fGxcVE/SAv2l7enFnHjvLZ55/TvkMHtv6yjEX/+wmwQt5p8PCjUaNGHDhwgE2bNlGvXj38/Pzw8CjeXXDvvffy/PPPM2jQICZNmkRKSgojRozg/vvvt3evSSUrzIP/DAPDCq36QbObK+Vh8wutrN5/gmXbE1m+I4mU03n2n7m7utCtSTBxLcO4sXkYwTV4IcYmob40CW3CsOubcDw9h+U7bIO8/9h/gt1Jp9mddJpZP+4jqo4XPVraBnl3bBRYfL0yuaBf96Yy4vMNnMouINDbjVn3XMHVTUOcXZaUkwKSnOPBBx/kvffeo2fPnvYxQ+PHj2f//v3ExcXh7e3NI488Qp8+fUhPTy9236KA5FFiPykXFxcWLVrEgw8+SKdOnWjUqBGzZs3i5pttH5Qmk4n7+/dl/ZqRvDJhDPn5+VxzYw/GPfUEL03/l23GU0gsffv25euvv+b6668nLS2NDz74wB7iinh7e7Ns2TJGjhxJx44d8fb2pm/fvsyYMaOCXjH5Wz+/atuY2CcEbplWoQ+VmVfIyt3JfL89iZ92JXM6r9D+Mz8PV25oHkqPFuFc2ywE31q4lUdEgBcDuzRiYJdG9q1Qlm2zbYWSkJbDB78d5IPfDhLo7Ub35raWpaubOmdAelVnGAZzV+3n1WW7sBpweZQ/c+9rT73A6t0CKTYmwzC0cEYZZGRkEBAQQHp6+jmDiHNzczlw4ADR0dF4etacfaVKIzE9l+TTuQT5uJf5l0R+oZXDJ7PJzi/EjJVY8zHMRoHtwzWg3t9foALV5ve2zI5vhnevB8MC/T6GFr0d/hCpmXn8sMM28+zXfank/2XmWYifBz1a2D7ou2gz2Asq2kx32ZnNdNOyzy5p4O1u5trLQujRMowbmoUR4K0xNZl5hTy9cDP/25YIwF3t6/FSn8sVJKuBi31+/1Xt+/NJKlReoW18UHnWX3F3daFxiA/H03I4kZXPIUtdGrskYmSlYPKsAx6+DqpWKpyl4EzXmsUWjBwYjo6czLaNq9mexJ+HTvLXNRKjg33ocWYQctt6dXCpQjPPqipPNzM3tQjjphZhFFqsrDt4yt41mZCWw/+2JfK/bYm4upi4snFd4lqGcVOLcMIDat8fCvuSM3l03p/2RUKf79WSezs30HijGkYBSRyqaAZbyS62S+ViMhEVaNuOJCHNxEnDjyDTaaxph3EJiQUXtQJUC7/NhMSttg2Ie75W7stZrQYf/H6QL9cfZefx4jPPWkUF2GdmNQn11YdVObiaXegSU5cuMXV5vlcLth/LsIfR3Umn+XVfKr/uS2XCf7bTpn4drm0aTJMwP2JCfIgJ8a3RrShLtx3nqYVbyMwrJMzfg7fva0+7BtoHsiZSQBKHMQzjbEByc0yACfJxx9PNhaMnDPys2bhZ8sg9lYBnXW3wWOUl74RV0223b5kOvqHlvuQHvx9k8nc7ANveZZ2jg+zdZ5F1vMp9fTmXyWTi8qgALo8K4J89mnEgNcu2ZtSOJDYcPsXmI2nFNug1mSCqjhcxIb40CfUlJsSXmBAfmoT6EuTjXm2Dq8Vq8Nr3u3l7ZTwAnaKDePMf7bSmVA2mgCQOk2+xYhgGJpMJdwfOfvF2d6VxqD+pqWGEW47hkZtKykkfggMDq+0v2xrPUgiLh4IlHy67GVrdXe5L7krMYNrSXQA8cUMThlwVTaCPe7mvK5cmOtiHR6+N4dFrY0g+ncsPO5LZfCSNfSmZ7EvOJD2ngKOncjh6KodVe1KK3beOt1uxwGS77Uv9IO8qtQBnSSez8nni8438ui8VgAe7RTP2lljcNMuvRlNAqkC1bfx7XsHZ7jVHBxdXswthoaHkJGfiZcnAL+cYByxu1A/yqdRfUrXtPS2zP96CYxvAIwBu+1ep9gO8mNwCC6O+2ER+oZUbY0N58qbLFI6rgFA/T/7RuQH/6NwAsP37OJmVT3xKFvuSM4lPsX3tS84kIS2HtOwC+xpMf+VudiE62IeYUJ9iLU+NQ3zwdnfux9TWo+k89sl6EtJy8HIz80rfVvRuG+XUmqRyKCBVgKIVmrOzs/Hyqj3N/o4af3QhJpMJr+CGWJN34kkBPvmp7Es2aBjkjXclTdfOzrYtLlhyFW75i9R98NMU2+24KeBf/n0IX122m12Jpwn2dWfaXa0Vjqook8lEXV8P6vp60Ck6qNjPcvItHEjNYl9KJvH28JTF/pRM8gqt9vWYSoqq40XjkOLBKSbUhxBfjwr//2DBn0cYv3gb+YVWGtX1Zu797YkNv7Stj6T6UkCqAGazmTp16pCcnAzY1uWpDb/Qs7JzMAoLcLGayM3NrbgH8gqFjAT8OcXJAnf2JeYR4utBHW+3CnudDcMgOzub5ORk6tSpU2wPN/kLqxW+GQ6FudD4erjivnJf8pe9Kbz36wEApvVtXaMXdKzJvNzNtIj0p0Vk8YBhsRocS8spHpySbUHqZFY+CWk5JKTl8Mve1GL38/d0JeYv3XS28ORDgyDvci9wmVdo4cVvd/DpmsMA3Bgbyoz+bQnw0h9GtYkCUgUp2m2+KCTVBimn88grtFLo40ZmRTeLZ2VBQTaFpjSSrQEkYcLHw0wdr4oLSQB16tSxv7dyHuv+Dw6vBndfuH1WubvWTmXl89TCzQDcd2UDbmyuldBrGrOLifpB3tQP8ub6ZsUH8p/Mymf/X7rp4lOyiE/J5MjJbDJyC9l4OI2Nh9OK3cfNbKJRXR97S9PZ7jrfUi0Mmpiey+Ofrmfj4TRMJhh142WMuKGJloqohRSQKojJZCIiIoLQ0FAKCgr+/g41wD/f+o30nALevq890WEVvHN1lh981h/y0smKupenDlyBYcBlYX5Mur0lYf6OX5vFzc1NLUcXc+og/DDJdrv7JKjToFyXMwyDZxdtJSkjj8YhPjzXs8Xf30lqlCAfd4J8gujQqHh3XW6BhYMnsmwtTX8Z6xSfkklugZW9yZnsTc6E7cWvF+7vaW9pign1pUmILzGhvoT62brr/th/guGfbSA1Mx9/T1feGHAF18eWf/alVE9aSbuMSrsSZ21xMiufdpOXA7DjxbjKGVi5eT4segTM7qy/5Rse+u9pTmUXEOTjzux7ruCqJsEVX4PYGAZ83BsOrIKGV8Gg78q9VtXCP4/w9JdbcHUxsWjoVbSqF+CgYqWmsloNjqXn2FqakjP/0m2XRWpm3gXv5+fhSqNgH3Ycz8BiNYgN9+Od+9vTsG712GRcLo1W0pZKtT8lE7ANqKy0WSet+8G2r2DvMtpvHM+3wxbz+Geb2ZqQzv3vrWHMzbE8eo12064UGz6yhSNXL7h9drnD0aETWUz6xvbn/+gelykcSam4uJioF+hNvUBvrr2s+Gax6dkFtsBU9HUmOB06kcXpvEK2Jtj2lezdNpJX7myNl7tai2s7BSRxiPgzAalxSCX+xWUy2aaQv3UlJPxJvd0fsfCxx5mweBsL1x/llf/tYvORNF69u02t3JS00qQfhWXjbbdvGA91Y8p1uUKLlSfnbyIr30Kn6CAevaZ81xMBCPB2o33DQNo3LL7qdV6hhUMnstmXnEmAlxtdY+rqjyoBQKtciUPEp2QBEBNSyfukBUTZppID/DgZz4yDTL+rNVPuuBw3s4n/bUukz5u/sS85s3Lrqi0MA757EvJPQ72OcOXj5b7kmz/Fs+FwGn4erszo16ZKLyAo1Z+Hq5nLwvzo2SqCq5oEKxyJnQKSOET8mQASE+qEjWSvuB8aX2ebWv7NCEyGwb2dGzL/0S6E+3uyLzmTPm/+xtIzu26LA22ZD3u/B7M79H4TXMrXLbHh8Clm/bgXgMl9LqdeoLcjqhQRuWQKSOIQRV1sMZXZxVbEZIJes8DNBw79Bn++B0C7BoF8O6IbnaODyMwr5LFP1jN96S4sVs1LcIjTSfC/Z2y3rxsLIc3KdbmsvEKenL8Ji9Xg9jaR9LlCqxWLiPMoIEm55RVaOHzStsJ0k8ruYisS2BBuesF2e/nzcOoQACF+HnzyUGce6hYNwFsr4xn8wVpOZeU7p86awjBgyWjITYOINtD1iXJf8sVvd3DoRDaRAZ5M7nN5+WsUESkHBSQpt0MnsrEatqmyTt3ZusOD0KArFGTBt0/YPsQBN7ML429rwax7rsDLzcwve1O5bfavbDsza0XKYPsi2PUduLjautbM5VtheOm2ROb/eQSTCa1YLCJVggKSlFvR+KPGob7OHeDo4gK954CrJ+xfCRvnFfvx7W0iWTSsK43qepOQlkPft39n4Z9HnFNrdZaVCv992nb76n9CeKtyXS4pI5exX28B4NFrYriycd3yVigiUm4KSFJuRTPEnDL+qKS6MXDDBNvtZc9BxrFiP44N9+c/w7txY2woeYVWnv5yC+MXbyX/zEa7Ugr/ewayUyG0BVz9VLkuZbUaPLVwM2nZBbSM9Gf0TZc5qEgRkfJRQJJyOztA20njj0q68nGI6gB5GbYp6CUWiw/wcuPfAzvwZPfLMJngkz8O0//d1SSmV+AGuzXFriWw7Uswudi61lzdy3W5j1Yf5Je9qXi4uvDGgLa4u+pXkohUDfptJOXmtDWQLsTFfGZcjDvsWQpbF557iouJkd2b8v7gjvh7urLxcBq3zf6FNftPOKHgaiLnFHw32na76xMQ1a5cl9udeJqp/9sFwPhbm9MktIL37xMRuQQKSFIuhmHYW5CahFaBLrYiobFw7Zkp6P8bA5nJ5z3t+mahfDuiG7HhfqRm5vOP/1vDe78eQFsUnsey8ZCZCHWb2qb1l0NeoYWRX2wkv9DK9c1CuO/Khg4qUkTEMRSQpFwSM3LJzrdgdjHRIKgKBSSAq0ZCeGtby8eSf17wtIZ1fVg09Cr6tI3EYjWY/N0ORn6xiez8wkostorb+wNs+gQw2QbCu3mV63KvLdvNrsTT1PVxZ/pdbbR6sYhUOQpIUi7xybbutYZB3lVv/IjZDfq8ZZuKvvMb2L74gqd6uZv5V/+2TOrVAlcXE99sPsadb/3OwdSsyqu3qsrNgG9H2m53fgwaXFmuy/22L5V//3IAgGl9Wzt3aQgRkQuoYp9oUt2c3aS2iow/Kim8lW0qOsB/n4KsC48xMplMDL4qms8fuZIQPw92JZ6m15xf+XFXUiUVW0X98DxkHIXARnDjhHJdKi07n38u2AzAPzo3oHuLMAcUKCLieApIUi72GWxVafxRSVc/ZZuSnpUCS/9+7EzHRkF8N6Ib7RsGcjq3kAc+/JO3V8ZXQqFV0IGf4c/3bbdvnw3uZX+fDcPguUXbSMzIpXGwD+Nvbe6gIkVEHE8BScrFPkC7qrYggW0qeu85tqnpWxfA7v/97V3C/D35/OErGdjFNnh42tJdvPK/XbVr8HZ+Fnwzwna7wwMQfU25LvfVhgSWbD2Oq4uJmQPa4u3u6oAiRUQqhgKSlEvRGKSY0CockACi2kPXMx/23z0JOWl/exd3Vxde7H05z/aMBWDuqngm/Gcb1tqy2e2PL8Gpg+BfD7q/UK5LHT6RzfP/2QbAkzddRut6dcpfn4hIBVJAkjLLzCskMcO2uGJMcBUPSADXjYO6TeD0cfj+uVLf7ZFrYnj5jlb2RSWfWriZQksNX3n78B/wx9u2273eAE//Ml+q0GLlyQWbyMq30LFRII9dG+OgIkVEKo4CkpTZ/jPda8G+HgR4V4PNRd28bAtIYoKNn8C+FaW+6z86N2Bm/7aYXUx8vTGBYZ9tIK/QUnG1OlNBDvxnGGBA23uhafdyXe7tlfGsP3QKPw9XZvSzvYYiIlWdApKU2dktRqrwAO2SGlwJnR+13f52JOSdLvVde7eNYu597XF3dWHZ9iQe+ujPmrlW0spX4MQ+8A2HuCnlutSmI2nMXLEXgBf7tKR+kLcjKhQRqXAKSFJm1Wb8UUk3ToQ6DSH9CPww6ZLuelOLMD4Y3BFvdzO/7E1l4HtrSc8pqJg6nSFhPfw+y3b7tn+BV2CZL5WVV8ioLzZisRrc1jqCPm2jHFSkiEjFU0CSMqtym9SWlruPbco6wLr/g4O/XtLdr2oSzLwHO+Pv6cqfh07xj3//wYnMvAootJIV5sN/hoNhhcvvgtie5brcS0t2cPBENpEBnkzp00qrZYtItaKAJGVWLbvYijS+FtoPsd3+z3DIz76ku7dvGMjnj1xJXR93th/LoN87q0lMz62AQivRL69D8g7wDoZbppfrUsu2J/L52iOYTPBavzbVY4yaiMhfKCBJmRRarBxMtYWKateCVOSmF8E/Ck4dsE1pv0QtIwNY8FgXIgI8iU/J4u53fufwiUsLWlVG4lb45TXb7Z6vgk/dMl8qOSOXsV9tAeCRqxvTNSbYERWKiFQqBSQpk6Oncsi3WPFwdSGqTvk2LnUaT3/bFHaAP96CI2sv+RIxIb4seLQLDet6c+RkDnfN/Z29SaUf+F0lWApg8VCwFkLsbdDyjjJfyjAMnv5yC6eyC2gR4c/oHpc5sFARkcqjgCRl8tc92Fyq87TtpjdBm38Ahm1qe8Gld5PVD/Jm4aNduCzMl+TTefR/9w+2JaQ7vtaK8vssSNwCnnXg1hlQjrFCH68+xKo9KXi4uvDGgLZ4uJodV6eISCVSQJIy2ZdcjccflXTzy+AbBql7YNW0Ml0i1N+T+Y90oXW9AE5m5XPPu3+w7uBJBxdaAVJ226b1A9wyDfzKvnns3qTTvPzfnQA827M5TcP8HFGhiIhTKCBJmVTbGWzn4xVom9IO8NsbcGxjmS4T6OPOpw91plN0EKfzCrn/vTX8vCfFgYU6mNViazWz5EPTHtC6f5kvlVdo4YkvNpFXaOXay0Lse9iJiFRXCkhSJvEp1XQNpAuJvRUu7wuGxTarrTC/TJfx83TjoyGduPayEHILrDz00Z8s3Zbo4GIdZM1cOLoOPPzhtpnl6lqb8f0edh7PIMjHnVfvbq0p/SJS7Tk9IL355ps0atQIT09POnfuzNq1Fx4oW1BQwIsvvkhMTAyenp60adOGpUuXFjvn9OnTjBo1ioYNG+Ll5UXXrl1Zt25dsXMGDx6MyWQq9nXzzTdXyPOriQzDqFldbEVumQ7edSFpG/z6rzJfxsvdzL8HdqBnq3DyLVaGfbaBrzccdWChDnAiHlZMtt3uMRkCyr6I4+/xqbz7y34AXrmzFaF+no6oUETEqZwakObPn8/o0aN5/vnn2bBhA23atCEuLo7k5OTznj9+/HjeeecdZs+ezY4dO3jssce444472LjxbJfIQw89xPLly5k3bx5bt26lR48edO/enYSEhGLXuvnmmzl+/Lj96/PPP6/Q51qTnMzKt68e3bg6bFJbWj7BtinuAD+/Cknby3wpd1cXZg24grva18NiNRi9YDPzVh90TJ3lZbXCNyOgMAeir4V2g8p8qfTsAv65YDOGAfd0qk+PluEOLFRExHmcGpBmzJjBww8/zJAhQ2jRogVz587F29ub999//7znz5s3j2effZaePXvSuHFjHn/8cXr27Mnrr78OQE5ODl999RXTp0/nmmuuoUmTJkyaNIkmTZrw9ttvF7uWh4cH4eHh9q/AwLJvqVDbFHWvRdXxwsu9hs1Sanmnbaq79czUd0vZ91pzNbswvW9rBndtBMCE/2znrZX7HFRoOfz5Hhz6Ddy84fZZZe5aMwyD5xZv5Xh6LtHBPky4rYWDCxURcR6nBaT8/HzWr19P9+5ndwp3cXGhe/furF69+rz3ycvLw9OzePO9l5cXv/5q2yqisLAQi8Vy0XOKrFy5ktDQUJo1a8bjjz/OiRMnLlpvXl4eGRkZxb5qK/sA7Zoy/uivTCa49XXblPfjm2D17HJdzsXFxPO9WjDihiYATF+6m+lLd2EYRvlrLYtTh2D587bb3SdBYKMyX2rRxgS+23Ics4uJmf3b4u3u6pASRUSqAqcFpNTUVCwWC2FhxacVh4WFkZh4/kGtcXFxzJgxg71792K1Wlm+fDlff/01x48fB8DPz48uXbowefJkjh07hsVi4ZNPPmH16tX2c8DWvfbxxx+zYsUKpk2bxqpVq7jllluwWCwXrHfq1KkEBATYv+rXr++AV6F6ij8z/qhJTZjBdj5+4XDzmanvP02FlD3lupzJZOKfPZox9pZYAN5aGc/z32zHaq3kkGQY8O1IKMiCBl2g48NlvtSRk9lM/I+tC3LUjU1pU7+Og4oUEakanD5I+1K88cYbNG3alNjYWNzd3Rk+fDhDhgzBxeXs05g3bx6GYRAVFYWHhwezZs3innvuKXbOgAEDuP3222nVqhV9+vThu+++Y926daxcufKCjz1u3DjS09PtX0eOHKnIp1qlnW1BqkEDtEtqMwCa3ASWPNtUeOuFw3NpPXZtDC/1uRyTybag4tNfbqHQYnVAsaW08RPY/xO4esLtc8ClbP/8bWOqNpGZV0iHhoEMvb6JgwsVEXE+p7WJBwcHYzabSUpKKnY8KSmJ8PDzD/QMCQlh8eLF5ObmcuLECSIjIxk7diyNGze2nxMTE8OqVavIysoiIyODiIgI+vfvX+yckho3bkxwcDD79u3jxhtvPO85Hh4eeHh4lOGZ1jz2Kf41tQUJbF1tvWbCm1fC0bUwqy2Yy//+3wf0rltI8uk82GaQuteVUH/PyvlLJf1MqL/+OQgue6iZuyqedQdP4evhyr/6t8VcnVdSFxG5AKcFJHd3d9q3b8+KFSvo06cPAFarlRUrVjB8+PCL3tfT05OoqCgKCgr46quv6Nev3znn+Pj44OPjw6lTp1i2bBnTp194d/KjR49y4sQJIiIiyvWcaoPcAgtHTlXzTWpLK6CebZXtb0ZA2mGHXdYP8DMBJqAAuPjwN8eq1wm6DCvz3bccTeNfy21dji/c3pL6Qd6OqkxEpEpx6qjK0aNHM2jQIDp06ECnTp2YOXMmWVlZDBkyBICBAwcSFRXF1KlTAVizZg0JCQm0bduWhIQEJk2ahNVqZcyYMfZrLlu2DMMwaNasGfv27ePpp58mNjbWfs3MzExeeOEF+vbtS3h4OPHx8YwZM4YmTZoQFxdX+S9CNXPwRBaGAf6ergT7uju7nIrXbiBEtoM8xw/K33w0jVeX7iav0ErzCH+euaUZPhU50NnkAuGtwKVsMw+z8wsZ9cUmCq0Gt7aO4M52ZV87SUSkqnNqQOrfvz8pKSlMnDiRxMRE2rZty9KlS+0Dtw8fPlxs7FBubi7jx49n//79+Pr60rNnT+bNm0edOnXs56SnpzNu3DiOHj1KUFAQffv2ZcqUKbi5uQFgNpvZsmULH330EWlpaURGRtKjRw8mT56sLrRSiE8+u4J2rVktOfzyCrlsm4YwKupKhnywjnXHCtm41IWPHuhAkE/VDJ4vLdnJ/tQswv09mdLn8trz/otIrWQynDbfuHrLyMggICCA9PR0/P39nV1OpZm1Yi8zlu/hrvb1eO3uNs4up0bYlpDOwPfXcjIrn6ahvnzyUGfC/KvWatTLdyTx8Md/AvDZQ53p2iTYyRWJiJRNaT+/q9UsNnG+GrVJbRVxeVQACx69knB/T/YmZ3L33NUcOZnt7LLskk/n8sxXWwB4+OpohSMRqRUUkOSSnA1INXiKvxM0CfVj4WNdaBDkzeGT2dw9d7V9vztnMgyDZ77cwsmsfJpH+PNUXDNnlyQiUikUkKTUrFaj2Bgkcaz6Qd4sfKwLTUN9SczIpd87q9mWkO7Umub9cYifdqfg7urCGwPa4uFaw7aWERG5AAUkKbXEjFxyCiy4uphooOndFSLM35P5j3ahVVQAJ7Pyuefff7D+0Emn1LIv+TRTluwEYNwtsVwW5ueUOkREnEEBSUqtqHutYV1v3Mz6X6eiBPm48+nDnenYKJDTuYXc939r+XVvaqXWkF9oZeQXm8grtHLNZSEM6tKoUh9fRMTZ9CknpVY0JkYDtCuev6cbHz/QmaubBpNTYOGBD9fx/fbz71FYEWYs38P2YxkEervx2l2tcdFq2SJSyyggSamd3YNNAakyeLmb+b9BHbi5ZTj5FiuPf7qBxRsTKvxxV8ef4J2f4wF4pW9rQqvYkgMiIpVBAUlKzT5AWy1IlcbD1cycf1zBne2isFgNnlywiU/XHKqwx0vPLuCfCzZhGDCgY33iWp5/X0QRkZpOAUlKTVP8ncPV7MJrd7VhYJeGGAY8t2gb76yKr5DHmvCfbRxLz6VRXW8m3NaiQh5DRKQ6UECSUsnILbDtQA80VgtSpXNxMfHC7S0Zel0MAFP/t4vXv9+NIxfCX7wxgW82H8PsYuJf/dvi4+HUnYhERJxKAUlKZX+KrXstxM+DAC83J1dTO5lMJsbcHMuYm22LNc7+cR8vfLsDq7X8IenoqWwmLN4GwBM3NOWKBoHlvqaISHWmgCSlEn9mBlsTtR453dDrmjC5d0sAPvz9IM98tQVLOUKSxWowev5mTucV0r5hIMOuj3FUqSIi1ZYCkpTK2RlsGn9UFdzfpRGv390GFxMsXH+UJz7fSH6htUzXmrsqnrUHT+LjbuZf/driqjWuREQUkKR0tElt1dO3fT3eurcdbmYTS7Ye55F5f5JbYLmka2w9ms6/lu8BYNLtLWlQVyuki4iAApKUUnyKpvhXRTdfHsH/DeqIp5sLK3enMOj9tZzOLSjVfXPyLYycv5FCq0HPVuHc1b5eBVcrIlJ9KCDJ3yqwWDl0QpvUVlXXXhbCxw90xs/DlTUHTnLf/63hVFb+395vyn93sD8lizB/D6b0aYXJpNWyRUSKKCDJ3zpyMpsCi4GXm5kIrapcJXWKDuKzh68k0NuNzUfTGfDuHyRn5F7w/BU7k/jkj8MAvH53WwJ93CurVBGRakEBSf5WUfda4xAf7clVhbWqF8CCR7sQ6ufB7qTT9HtnNUdPZZ9zXsrpPMZ8uQWAh7pF061pcGWXKiJS5Skgyd/SAO3qo2mYH18+1pV6gV4cPJHN3XNX298/AMMweOarLZzIyic23I+n4po5sVoRkapLAUn+VtEaSApI1UODut58+VhXYkJ8OJ6eS7+5q9lxLAOAT9Yc5sddybi7ujBzQFs83cxOrlZEpGpSQJK/pTWQqp/wAE8WPNqFlpH+nMjKZ8C7q/ly/VGmLNkBwDM3xxIb7u/kKkVEqi4FJLkowzA0xb+aquvrwWcPX0mHhoFk5Bby1MLN5BZYubppMEO6NnJ2eSIiVZoCklzUiax80nMKMJkgOlgtSNVNgJcbHz/YiavPDMSu4+3Ga3e30WB7EZG/oe265aL2nRl/VC/QS+NVqilvd1f+b1AHFv55lI6NggjTUg0iIn9LAUkuSjPYagYPVzP3XdnQ2WWIiFQb6mKTi4pP1vgjERGpfRSQ5KLUgiQiIrWRApJc1NmApAHaIiJSeyggyQXl5FtISMsBtEmtiIjULgpIckEHUrMwDNtU8brazFRERGoRBSS5oKLutSahvphMWjdHRERqDwUkuSCNPxIRkdpKAUkuSFuMiIhIbaWAJBcUn6wp/iIiUjspIMl5Wa0G+1PPBCTNYBMRkVpGAUnO61h6DrkFVtzMJuoHejm7HBERkUqlgCTnVTT+qFFdH1zN+t9ERERqF33yyXlp/JGIiNRmCkhyXvYp/qGa4i8iIrWPApKclzapFRGR2kwBSc5LayCJiEhtpoAk50jPKSDldB4AjbWKtoiI1EIKSHKOou61MH8P/DzdnFyNiIhI5VNAknNoBpuIiNR2CkhyDo0/EhGR2k4BSc5xdgabxh+JiEjtpIAk5zi7BpJakEREpHZSQJJiCixWDp/IBtTFJiIitZcCkhRz6EQ2hVYDb3czEQGezi5HRETEKRSQpJi/rqBtMpmcXI2IiIhzKCBJMRqgLSIiooAkJcQna4q/iIiIApIUoxlsIiIiCkjyF4ZhFBuDJCIiUlspIIldSmYep3MLcTFBw7rezi5HRETEaRSQxK5o/FH9IG883cxOrkZERMR5FJDETt1rIiIiNgpIYqcp/iIiIjYKSGIXn6Ip/iIiIlDGgPTTTz85ug6pAuKTNcVfREQEyhiQbr75ZmJiYnjppZc4cuSIo2sSJ8jJt5CQlgOoBUlERKRMASkhIYHhw4fz5Zdf0rhxY+Li4liwYAH5+fmOrk8qSdH4o0BvN4J83J1cjYiIiHOVKSAFBwfz5JNPsmnTJtasWcNll13G0KFDiYyM5IknnmDz5s2lvtabb75Jo0aN8PT0pHPnzqxdu/aC5xYUFPDiiy8SExODp6cnbdq0YenSpcXOOX36NKNGjaJhw4Z4eXnRtWtX1q1bV+wcwzCYOHEiEREReHl50b17d/bu3XtpL0INoxlsIiIiZ5V7kHa7du0YN24cw4cPJzMzk/fff5/27dtz9dVXs3379oved/78+YwePZrnn3+eDRs20KZNG+Li4khOTj7v+ePHj+edd95h9uzZ7Nixg8cee4w77riDjRs32s956KGHWL58OfPmzWPr1q306NGD7t27k5CQYD9n+vTpzJo1i7lz57JmzRp8fHyIi4sjNze3vC9HtaUB2iIiIn9hlFF+fr6xcOFC45ZbbjFcXV2NK6+80vj3v/9tZGZmGgcOHDDuvfdeo3nz5he9RqdOnYxhw4bZv7dYLEZkZKQxderU854fERFhzJkzp9ixO++807j33nsNwzCM7Oxsw2w2G999912xc9q1a2c899xzhmEYhtVqNcLDw41XX33V/vO0tDTDw8PD+Pzzz0v9/NPT0w3ASE9PL/V9qrKhn643Gj7znfHOqn3OLkVERKTClPbzu0wtSCNGjCAiIoJHH32Uyy67jI0bN7J69WoeeughfHx8aNSoEa+99hq7du264DXy8/NZv3493bt3tx9zcXGhe/furF69+rz3ycvLw9PTs9gxLy8vfv31VwAKCwuxWCwXPefAgQMkJiYWe9yAgAA6d+58wccteuyMjIxiXzWJfQabWpBERETK1sW2Y8cOZs+ezbFjx5g5cyaXX375OecEBwdfdDmA1NRULBYLYWFhxY6HhYWRmJh43vvExcUxY8YM9u7di9VqZfny5Xz99dccP34cAD8/P7p06cLkyZM5duwYFouFTz75hNWrV9vPKbr2pTwuwNSpUwkICLB/1a9f/4LnVjcWq8GBVFsXWxNN8RcRESlbQFqxYgX33HMPHh4eFzzH1dWVa6+9tsyFnc8bb7xB06ZNiY2Nxd3dneHDhzNkyBBcXM4+jXnz5mEYBlFRUXh4eDBr1izuueeeYueUxbhx40hPT7d/1aTlDY6l5ZBXaMXd7EK9QG1SKyIiUqbUMHXqVN5///1zjr///vtMmzatVNcIDg7GbDaTlJRU7HhSUhLh4eHnvU9ISAiLFy8mKyuLQ4cOsWvXLnx9fWncuLH9nJiYGFatWkVmZiZHjhxh7dq1FBQU2M8puvalPC6Ah4cH/v7+xb5qin1nZrBFB/tgdjE5uRoRERHnK1NAeuedd4iNjT3neMuWLZk7d26pruHu7k779u1ZsWKF/ZjVamXFihV06dLlovf19PQkKiqKwsJCvvrqK3r37n3OOT4+PkRERHDq1CmWLVtmPyc6Oprw8PBij5uRkcGaNWv+9nFrqrMraGsPNhEREQDXstwpMTGRiIiIc46HhITYx/qUxujRoxk0aBAdOnSgU6dOzJw5k6ysLIYMGQLAwIEDiYqKYurUqQCsWbOGhIQE2rZtS0JCApMmTcJqtTJmzBj7NZctW4ZhGDRr1ox9+/bx9NNPExsba7+myWRi1KhRvPTSSzRt2pTo6GgmTJhAZGQkffr0KcvLUe1pir+IiEhxZQpI9evX57fffiM6OrrY8d9++43IyMhSX6d///6kpKQwceJEEhMTadu2LUuXLrUPoD58+HCxsUO5ubmMHz+e/fv34+vrS8+ePZk3bx516tSxn5Oens64ceM4evQoQUFB9O3blylTpuDm5mY/Z8yYMWRlZfHII4+QlpZGt27dWLp06Tmz32oLLRIpIiJSnMkwDONS7zR9+nSmT5/Oq6++yg033ADYBm6PGTOGf/7zn4wbN87hhVY1GRkZBAQEkJ6eXu3HI3V4aTmpmfl8O7wbreoFOLscERGRClPaz+8ytSA9/fTTnDhxgqFDh9r3X/P09OSZZ56pFeGoJknLzic10/YeNg7RGCQREREoY0AymUxMmzaNCRMmsHPnTry8vGjatOlFp/1L1VQ0/igiwBMfjzL97yAiIlLjlOsT0dfXl44dOzqqFnECjT8SERE5V5kD0p9//smCBQs4fPiwvZutyNdff13uwqRynA1I6l4TEREpUqZ1kL744gu6du3Kzp07WbRoEQUFBWzfvp0ff/yRgAAN8q1O4pPPTPHXFiMiIiJ2ZQpIL7/8Mv/617/49ttvcXd354033mDXrl3069ePBg0aOLpGqUD71cUmIiJyjjIFpPj4eG699VbAtiJ2VlYWJpOJJ598knfffdehBUrFyS+0cuhkNqCAJCIi8ldlCkiBgYGcPn0agKioKLZt2wZAWloa2dnZjqtOKtShE1lYrAY+7mbC/DUDUUREpEiZBmlfc801LF++nFatWnH33XczcuRIfvzxR5YvX86NN97o6BqlgtgHaIf6YjJpk1oREZEiZQpIc+bMITc3F4DnnnsONzc3fv/9d/r27cv48eMdWqBUHO3BJiIicn6XHJAKCwv57rvviIuLA8DFxYWxY8c6vDCpePHJmuIvIiJyPpc8BsnV1ZXHHnvM3oIk1VdRF1sTTfEXEREppkyDtDt16sSmTZscXIpUJsMw1MUmIiJyAWUagzR06FBGjx7NkSNHaN++PT4+xbtoWrdu7ZDipOIkn84jM68Qs4uJBnW9nV2OiIhIlVKmgDRgwAAAnnjiCfsxk8mEYRiYTCYsFotjqpMKUzT+qEGQNx6uZidXIyIiUrWUKSAdOHDA0XVIJdMebCIiIhdWpoDUsGFDR9chlUzjj0RERC6sTAHp448/vujPBw4cWKZipPLEaw82ERGRCypTQBo5cmSx7wsKCsjOzsbd3R1vb28FpGrAvgZSqLrYRERESirTNP9Tp04V+8rMzGT37t1069aNzz//3NE1ioNl5RVyLN22jlXjYLUgiYiIlFSmgHQ+TZs25ZVXXjmndUmqngOptvFHdX3cCfRxd3I1IiIiVY/DAhLYVtk+duyYIy8pFUDjj0RERC6uTGOQvvnmm2LfG4bB8ePHmTNnDldddZVDCpOKo/FHIiIiF1emgNSnT59i35tMJkJCQrjhhht4/fXXHVGXVCBN8RcREbm4MgUkq9Xq6DqkEqmLTURE5OIcOgZJqj6L1WB/qlqQRERELqZMAalv375MmzbtnOPTp0/n7rvvLndRUnGOnsomv9CKu6sLUYFezi5HRESkSipTQPr555/p2bPnOcdvueUWfv7553IXJRWnqHutcbAPZheTk6sRERGpmsoUkDIzM3F3P3f9HDc3NzIyMspdlFSc+GR1r4mIiPydMgWkVq1aMX/+/HOOf/HFF7Ro0aLcRUnFOTtAW1P8RURELqRMs9gmTJjAnXfeSXx8PDfccAMAK1as4PPPP2fhwoUOLVAcyx6QQtWCJCIiciFlCki9evVi8eLFvPzyy3z55Zd4eXnRunVrfvjhB6699lpH1ygOpDWQRERE/l6ZAhLArbfeyq233urIWqSCnczK52RWPgCN1cUmIiJyQWUag7Ru3TrWrFlzzvE1a9bw559/lrsoqRj7z3SvRdXxwtu9zNlYRESkxitTQBo2bBhHjhw553hCQgLDhg0rd1FSMexT/NV6JCIiclFlCkg7duygXbt25xy/4oor2LFjR7mLkoqh8UciIiKlU6aA5OHhQVJS0jnHjx8/jqurum6qqvhkzWATEREpjTIFpB49ejBu3DjS09Ptx9LS0nj22We56aabHFacOJbWQBIRESmdMjX3vPbaa1xzzTU0bNiQK664AoBNmzYRFhbGvHnzHFqgOEZeoYXDJ7MBaKIuNhERkYsqU0CKiopiy5YtfPrpp2zevBkvLy+GDBnCPffcg5ubm6NrFAc4dCIbqwF+Hq6E+Hk4uxwREZEqrcwDhnx8fOjWrRsNGjQgP9+2ts7//vc/AG6//XbHVCcOUzT+qHGoLyaTNqkVERG5mDIFpP3793PHHXewdetWTCYThmEU+9C1WCwOK1AcQ+OPRERESq9Mg7RHjhxJdHQ0ycnJeHt7s23bNlatWkWHDh1YuXKlg0sUR9AUfxERkdIrUwvS6tWr+fHHHwkODsbFxQWz2Uy3bt2YOnUqTzzxBBs3bnR0nVJOZ1uQFJBERET+TplakCwWC35+fgAEBwdz7NgxABo2bMju3bsdV504hGEY9jFITULVxSYiIvJ3ytSCdPnll7N582aio6Pp3Lkz06dPx93dnXfffZfGjRs7ukYpp8SMXLLyLZhdTDQIUkASERH5O2UKSOPHjycryzam5cUXX+S2227j6quvpm7dusyfP9+hBUr5xSfb3quGQd64u5ap0VBERKRWKVNAiouLs99u0qQJu3bt4uTJkwQGBmoKeRV0dpNajT8SEREpDYdtnBYUFOSoS4mDFQWkJtqDTUREpFTU31ILaA0kERGRS6OAVAsUjUGKUQuSiIhIqSgg1XCZeYUkZuQCEBOsgCQiIlIaCkg13P4z3WvBvh4EeGsjYRERkdJQQKrhNP5IRETk0ikg1XAafyQiInLpFJBqOO3BJiIicukUkGo4dbGJiIhcOgWkGqzQYuVgajagFiQREZFLoYBUgx09lUO+xYqHqwtRdbycXY6IiEi1oYBUg/11DzYXF+2RJyIiUloKSDWYxh+JiIiUjQJSDWaf4q/xRyIiIpfE6QHpzTffpFGjRnh6etK5c2fWrl17wXMLCgp48cUXiYmJwdPTkzZt2rB06dJi51gsFiZMmEB0dDReXl7ExMQwefJkDMOwnzN48GBMJlOxr5tvvrnCnqOz2FuQtAaSiIjIJXF15oPPnz+f0aNHM3fuXDp37szMmTOJi4tj9+7dhIaGnnP++PHj+eSTT/j3v/9NbGwsy5Yt44477uD333/niiuuAGDatGm8/fbbfPTRR7Rs2ZI///yTIUOGEBAQwBNPPGG/1s0338wHH3xg/97Dw6Pin3AlMgyDfepiExERKROntiDNmDGDhx9+mCFDhtCiRQvmzp2Lt7c377///nnPnzdvHs8++yw9e/akcePGPP744/Ts2ZPXX3/dfs7vv/9O7969ufXWW2nUqBF33XUXPXr0OKdlysPDg/DwcPtXYGBghT7XynYyK5+07AIAGmuTWhERkUvitICUn5/P+vXr6d69+9liXFzo3r07q1evPu998vLy8PT0LHbMy8uLX3/91f59165dWbFiBXv27AFg8+bN/Prrr9xyyy3F7rdy5UpCQ0Np1qwZjz/+OCdOnHDUU6sS4lNs44+i6njh5W52cjUiIiLVi9O62FJTU7FYLISFhRU7HhYWxq5du857n7i4OGbMmME111xDTEwMK1as4Ouvv8ZisdjPGTt2LBkZGcTGxmI2m7FYLEyZMoV7773Xfs7NN9/MnXfeSXR0NPHx8Tz77LPccsstrF69GrP5/GEiLy+PvLw8+/cZGRnlefoVrmj8URONPxIREblkTh2DdKneeOMNHn74YWJjYzGZTMTExDBkyJBiXXILFizg008/5bPPPqNly5Zs2rSJUaNGERkZyaBBgwAYMGCA/fxWrVrRunVrYmJiWLlyJTfeeON5H3vq1Km88MILFfsEHSg+WXuwiYiIlJXTutiCg4Mxm80kJSUVO56UlER4ePh57xMSEsLixYvJysri0KFD7Nq1C19fXxo3bmw/5+mnn2bs2LEMGDCAVq1acf/99/Pkk08yderUC9bSuHFjgoOD2bdv3wXPGTduHOnp6favI0eOXOIzrlxnZ7BpgLaIiMilclpAcnd3p3379qxYscJ+zGq1smLFCrp06XLR+3p6ehIVFUVhYSFfffUVvXv3tv8sOzsbF5fiT8tsNmO1Wi94vaNHj3LixAkiIiIueI6Hhwf+/v7FvqqyojFIakESERG5dE7tYhs9ejSDBg2iQ4cOdOrUiZkzZ5KVlcWQIUMAGDhwIFFRUfbWnzVr1pCQkEDbtm1JSEhg0qRJWK1WxowZY79mr169mDJlCg0aNKBly5Zs3LiRGTNm8MADDwCQmZnJCy+8QN++fQkPDyc+Pp4xY8bQpEkT4uLiKv9FqAC5BRaOnNImtSIiImXl1IDUv39/UlJSmDhxIomJibRt25alS5faB24fPny4WGtQbm4u48ePZ//+/fj6+tKzZ0/mzZtHnTp17OfMnj2bCRMmMHToUJKTk4mMjOTRRx9l4sSJgK01acuWLXz00UekpaURGRlJjx49mDx5co1ZC+ngiSwMA/w9XQn2dXd2OSIiItWOyfjrEtNSahkZGQQEBJCenl7lutuWbDnOsM82cEWDOiwaepWzyxEREakySvv57fStRsTxzm5Sq+41ERGRslBAqoEUkERERMpHAakGitcebCIiIuWigFTDWK0G8clnpvhrFW0REZEyUUCqYRIzcskpsODqYqJBkLezyxEREamWFJBqmKLutYZ1vXEz6+0VEREpC32C1jDag01ERKT8FJBqGPsWIxp/JCIiUmYKSDXMPrUgiYiIlJsCUg2jKf4iIiLlp4BUg2TkFpB8Og+AxmpBEhERKTMFpBpk/5nxRyF+HgR4uTm5GhERkepLAakGKZrB1kStRyIiIuWigFSD2McfhWr8kYiISHkoINUg2qRWRETEMRSQahD7GkgKSCIiIuWigFRDFFisHDqhRSJFREQcQQGphjhyMpsCi4GXm5kIf09nlyMiIlKtKSDVEEXda41DfHBxMTm5GhERkepNAamG0ABtERERx1FAqiHitQebiIiIwygg1RBaA0lERMRxFJBqAMMwNMVfRETEgRSQaoATWfmk5xRgMkF0sFqQREREyksBqQYoGn9UL9ALTzezk6sRERGp/hSQagB1r4mIiDiWAlINoCn+IiIijqWAVAPs0xR/ERERh1JAqgHOtiBpgLaIiIgjKCBVczn5FhLScgBtUisiIuIoCkjV3IHULAwD6ni7UdfH3dnliIiI1AgKSNXcXwdom0zapFZERMQRFJCqOY0/EhERcTwFpGpOayCJiIg4ngJSNRevKf4iIiIOp4BUjVmtBvtTzwQkzWATERFxGAWkauxYeg65BVbczCbqB3o5uxwREZEaQwGpGisaf9Sorg+uZr2VIiIijqJP1WpM449EREQqhgJSNWaf4h+qKf4iIiKOpIBUjf11kUgRERFxHAWkakxrIImIiFQMBaRqKj2ngJTTeQA01iraIiIiDqWAVE3tP9O9FubvgZ+nm5OrERERqVkUkKopda+JiIhUHAWkakoDtEVERCqOAlI1tc++BpLGH4mIiDiaAlI1dXYNJLUgiYiIOJoCUjVUYLFy+EQ2AE0UkERERBxOAakaOnQim0Krgbe7mXB/T2eXIyIiUuMoIFVDfx2gbTKZnFyNiIhIzaOAVA2dDUgaoC0iIlIRFJCqofhkrYEkIiJSkRSQqiHNYBMREalYCkjVjGEYWiRSRESkgikgVTMpmXmczi3ExQQN63o7uxwREZEaSQGpmikaf1Q/yBtPN7OTqxEREamZFJCqGXWviYiIVDwFpGpGU/xFREQqngJSNROfoin+IiIiFU0BqZqJT9YUfxERkYqmgFSN5ORbSEjLAdSCJCIiUpEUkKqR/am21qNAbzeCfNydXI2IiEjN5fSA9Oabb9KoUSM8PT3p3Lkza9euveC5BQUFvPjii8TExODp6UmbNm1YunRpsXMsFgsTJkwgOjoaLy8vYmJimDx5MoZh2M8xDIOJEycSERGBl5cX3bt3Z+/evRX2HB1F449EREQqh1MD0vz58xk9ejTPP/88GzZsoE2bNsTFxZGcnHze88ePH88777zD7Nmz2bFjB4899hh33HEHGzdutJ8zbdo03n77bebMmcPOnTuZNm0a06dPZ/bs2fZzpk+fzqxZs5g7dy5r1qzBx8eHuLg4cnNzK/w5l4d9/JECkoiISIUyGX9tWqlknTt3pmPHjsyZMwcAq9VK/fr1GTFiBGPHjj3n/MjISJ577jmGDRtmP9a3b1+8vLz45JNPALjtttsICwvjvffeO+85hmEQGRnJP//5T5566ikA0tPTCQsL48MPP2TAgAGlqj0jI4OAgADS09Px9/cv82twKYZ9toElW47zbM9YHrkmplIeU0REpCYp7ee301qQ8vPzWb9+Pd27dz9bjIsL3bt3Z/Xq1ee9T15eHp6ensWOeXl58euvv9q/79q1KytWrGDPnj0AbN68mV9//ZVbbrkFgAMHDpCYmFjscQMCAujcufMFH7fosTMyMop9VbaiFqQmmsEmIiJSoVyd9cCpqalYLBbCwsKKHQ8LC2PXrl3nvU9cXBwzZszgmmuuISYmhhUrVvD1119jsVjs54wdO5aMjAxiY2Mxm81YLBamTJnCvffeC0BiYqL9cUo+btHPzmfq1Km88MILZXqujmCxGhxI1RgkERGRyuD0QdqX4o033qBp06bExsbi7u7O8OHDGTJkCC4uZ5/GggUL+PTTT/nss8/YsGEDH330Ea+99hofffRRuR573LhxpKen27+OHDlS3qdzSY6l5ZBXaMXd7EK9QG1SKyIiUpGc1oIUHByM2WwmKSmp2PGkpCTCw8PPe5+QkBAWL15Mbm4uJ06cIDIykrFjx9K4cWP7OU8//TRjx461jyVq1aoVhw4dYurUqQwaNMh+7aSkJCIiIoo9btu2bS9Yr4eHBx4eHmV9uuW278wWI9HBPphdTE6rQ0REpDZwWguSu7s77du3Z8WKFfZjVquVFStW0KVLl4ve19PTk6ioKAoLC/nqq6/o3bu3/WfZ2dnFWpQAzGYzVqsVgOjoaMLDw4s9bkZGBmvWrPnbx3Wmsytoaw82ERGRiua0FiSA0aNHM2jQIDp06ECnTp2YOXMmWVlZDBkyBICBAwcSFRXF1KlTAVizZg0JCQm0bduWhIQEJk2ahNVqZcyYMfZr9urViylTptCgQQNatmzJxo0bmTFjBg888AAAJpOJUaNG8dJLL9G0aVOio6OZMGECkZGR9OnTp9Jfg9LSGkgiIiKVx6kBqX///qSkpDBx4kQSExNp27YtS5cutQ+gPnz4cLHWoNzcXMaPH8/+/fvx9fWlZ8+ezJs3jzp16tjPmT17NhMmTGDo0KEkJycTGRnJo48+ysSJE+3njBkzhqysLB555BHS0tLo1q0bS5cuPWeGXFUSn6I1kERERCqLU9dBqs4qex2kDi8tJzUzn2+Hd6NVvYAKfzwREZGaqMqvgySll5adT2pmPgCNQzQGSUREpKIpIFUDReOPIgI88fFwaq+oiIhIraCAVA1o/JGIiEjlUkCqBs4GJHWviYiIVAYFpGogPvnMFH/twSYiIlIpFJCqgf3qYhMREalUCkhVXH6hlUMnswEFJBERkcqigFTFHT6ZhcVq4ONuJszfeXvBiYiI1CYKSFXcvr+MPzKZtEmtiIhIZVBAquI0xV9ERKTyKSBVcfHJmuIvIiJS2RSQqriiFqQmmuIvIiJSaRSQqjDDMOzbjKiLTUREpPIoIFVhyafzyMwrxOxiokFdb2eXIyIiUmsoIFVhReOPGgR54+FqdnI1IiIitYcCUhWmPdhEREScQwGpCtP4IxEREedQQKrCtAaSiIiIcyggVWH2NZBC1cUmIiJSmRSQqqisvEKOpecC0DhYLUgiIiKVSQGpijqQaht/VNfHnUAfdydXIyIiUrsoIFVRGn8kIiLiPApIVZTGH4mIiDiPAlIVpSn+IiIizqOAVEWpi01ERMR5FJCqIIvVYH+qWpBEREScRQGpCko4lUN+oRV3VxeiAr2cXY6IiEito4BUBRV1rzUO9sHsYnJyNSIiIrWPAlIVtC9Z449EREScSQGpCrIP0A5VQBIREXEGBaQq6OwMNq2BJCIi4gwKSFWQ1kASERFxLgWkKuZkVj4ns/IBaKwWJBEREadQQKpi9p/pXouq44W3u6uTqxEREamdFJCqGPsUf7UeiYiIOI0CUhWj8UciIiLOp4BUxeTkW3A3u2iKv4iIiBOZDMMwnF1EdZSRkUFAQADp6en4+/s79NqFFiuFVgNPN7NDrysiIlLblfbzW6OAqyBXswuuykYiIiJOoy42ERERkRIUkERERERKUEASERERKUEBSURERKQEBSQRERGREhSQREREREpQQBIREREpQQFJREREpAQFJBEREZESFJBERERESlBAEhERESlBAUlERESkBAUkERERkRJcnV1AdWUYBgAZGRlOrkRERERKq+hzu+hz/EIUkMro9OnTANSvX9/JlYiIiMilOn36NAEBARf8ucn4uwgl52W1Wjl27Bh+fn6YTCaHXTcjI4P69etz5MgR/P39HXZdKTu9J1WL3o+qRe9H1aL34+8ZhsHp06eJjIzExeXCI43UglRGLi4u1KtXr8Ku7+/vr/+5qxi9J1WL3o+qRe9H1aL34+Iu1nJURIO0RUREREpQQBIREREpQQGpivHw8OD555/Hw8PD2aXIGXpPqha9H1WL3o+qRe+H42iQtoiIiEgJakESERERKUEBSURERKQEBSQRERGREhSQREREREpQQKpi3nzzTRo1aoSnpyedO3dm7dq1zi6pVpo6dSodO3bEz8+P0NBQ+vTpw+7du51dlpzxyiuvYDKZGDVqlLNLqdUSEhK47777qFu3Ll5eXrRq1Yo///zT2WXVShaLhQkTJhAdHY2XlxcxMTFMnjz5b/cbkwtTQKpC5s+fz+jRo3n++efZsGEDbdq0IS4ujuTkZGeXVuusWrWKYcOG8ccff7B8+XIKCgro0aMHWVlZzi6t1lu3bh3vvPMOrVu3dnYptdqpU6e46qqrcHNz43//+x87duzg9ddfJzAw0Nml1UrTpk3j7bffZs6cOezcuZNp06Yxffp0Zs+e7ezSqi1N869COnfuTMeOHZkzZw5g2++tfv36jBgxgrFjxzq5utotJSWF0NBQVq1axTXXXOPscmqtzMxM2rVrx1tvvcVLL71E27ZtmTlzprPLqpXGjh3Lb7/9xi+//OLsUgS47bbbCAsL47333rMf69u3L15eXnzyySdOrKz6UgtSFZGfn8/69evp3r27/ZiLiwvdu3dn9erVTqxMANLT0wEICgpyciW127Bhw7j11luL/TsR5/jmm2/o0KEDd999N6GhoVxxxRX8+9//dnZZtVbXrl1ZsWIFe/bsAWDz5s38+uuv3HLLLU6urPrSZrVVRGpqKhaLhbCwsGLHw8LC2LVrl5OqErC15I0aNYqrrrqKyy+/3Nnl1FpffPEFGzZsYN26dc4uRYD9+/fz9ttvM3r0aJ599lnWrVvHE088gbu7O4MGDXJ2ebXO2LFjycjIIDY2FrPZjMViYcqUKdx7773OLq3aUkAS+RvDhg1j27Zt/Prrr84updY6cuQII0eOZPny5Xh6ejq7HMH2h0OHDh14+eWXAbjiiivYtm0bc+fOVUByggULFvDpp5/y2Wef0bJlSzZt2sSoUaOIjIzU+1FGCkhVRHBwMGazmaSkpGLHk5KSCA8Pd1JVMnz4cL777jt+/vln6tWr5+xyaq3169eTnJxMu3bt7McsFgs///wzc+bMIS8vD7PZ7MQKa5+IiAhatGhR7Fjz5s356quvnFRR7fb0008zduxYBgwYAECrVq04dOgQU6dOVUAqI41BqiLc3d1p3749K1assB+zWq2sWLGCLl26OLGy2skwDIYPH86iRYv48ccfiY6OdnZJtdqNN97I1q1b2bRpk/2rQ4cO3HvvvWzatEnhyAmuuuqqc5a+2LNnDw0bNnRSRbVbdnY2Li7FP9LNZjNWq9VJFVV/akGqQkaPHs2gQYPo0KEDnTp1YubMmWRlZTFkyBBnl1brDBs2jM8++4z//Oc/+Pn5kZiYCEBAQABeXl5Orq728fPzO2f8l4+PD3Xr1tW4MCd58skn6dq1Ky+//DL9+vVj7dq1vPvuu7z77rvOLq1W6tWrF1OmTKFBgwa0bNmSjRs3MmPGDB544AFnl1ZtaZp/FTNnzhxeffVVEhMTadu2LbNmzaJz587OLqvWMZlM5z3+wQcfMHjw4MotRs7ruuuu0zR/J/vuu+8YN24ce/fuJTo6mtGjR/Pwww87u6xa6fTp00yYMIFFixaRnJxMZGQk99xzDxMnTsTd3d3Z5VVLCkgiIiIiJWgMkoiIiEgJCkgiIiIiJSggiYiIiJSggCQiIiJSggKSiIiISAkKSCIiIiIlKCCJiIiIlKCAJCLiICtXrsRkMpGWlubsUkSknBSQREREREpQQBIREREpQQFJRGoMq9XK1KlTiY6OxsvLizZt2vDll18CZ7u/lixZQuvWrfH09OTKK69k27Ztxa7x1Vdf0bJlSzw8PGjUqBGvv/56sZ/n5eXxzDPPUL9+fTw8PGjSpAnvvfdesXPWr19Phw4d8Pb2pmvXrufsei8iVZ8CkojUGFOnTuXjjz9m7ty5bN++nSeffJL77ruPVatW2c95+umnef3111m3bh0hISH06tWLgoICwBZs+vXrx4ABA9i6dSuTJk1iwoQJfPjhh/b7Dxw4kM8//5xZs2axc+dO3nnnHXx9fYvV8dxzz/H666/z559/4urqqh3VRaohbVYrIjVCXl4eQUFB/PDDD3Tp0sV+/KGHHiI7O5tHHnmE66+/ni+++IL+/fsDcPLkSerVq8eHH35Iv379uPfee0lJSeH777+333/MmDEsWbKE7du3s2fPHpo1a8by5cvp3r37OTWsXLmS66+/nh9++IEbb7wRgP/+97/ceuut5OTk4OnpWcGvgog4ilqQRKRG2LdvH9nZ2dx00034+vravz7++GPi4+Pt5/01PAUFBdGsWTN27twJwM6dO7nqqquKXfeqq65i7969WCwWNm3ahNls5tprr71oLa1bt7bfjoiIACA5Obncz1FEKo+rswsQEXGEzMxMAJYsWUJUVFSxn3l4eBQLSWXl5eVVqvPc3Nzst00mE2AbHyUi1YdakESkRmjRogUeHh4cPnyYJk2aFPuqX7++/bw//vjDfvvUqVPs2bOH5s2bA9C8eXN+++23Ytf97bffuOyyyzCbzbRq1Qqr1VpsTJOI1ExqQRKRGsHPz4+nnnqKJ598EqvVSrdu3UhPT+e3337D39+fhg0bAvDiiy9St25dwsLCeO655wgODqZPnz4A/POf/6Rjx45MnjyZ/v37s3r1aubMmcNbb70FQKNGjRg0aBAPPPAAs2bNok2bNhw6dIjk5GT69evnrKcuIhVAAUlEaozJkycTEhLC1KlT2b9/P3Xq1KFdu3Y8++yz9i6uV155hZEjR7J3717atm3Lt99+i7u7OwDt2rVjwYIFTJw4kcmTJxMREcGLL77I4MGD7Y/x9ttv8+yzzzJ06FBOnDhBgwYNePbZZ53xdEWkAmkWm4jUCkUzzE6dOkWdOnWcXY6IVHEagyQiIiJSggKSiIiISAnqYhMREREpQS1IIiIiIiUoIImIiIiUoIAkIiIiUoICkoiIiEgJCkgiIiIiJSggiYiIiJSggCQiIiJSggKSiIiISAkKSCIiIiIl/D/GQ0SP75CncwAAAABJRU5ErkJggg==",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 537ms/step - loss: 0.0074 - accuracy: 0.9985\n",
            "22/22 [==============================] - 15s 548ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.99      0.88      0.93       423\n",
            "           1       0.84      0.99      0.91       270\n",
            "\n",
            "    accuracy                           0.92       693\n",
            "   macro avg       0.92      0.93      0.92       693\n",
            "weighted avg       0.93      0.92      0.92       693\n",
            "\n",
            "Acuuracy results of the 4 models :  [0.935064935064935, 0.9393939393939394, 0.9523809523809523, 0.922077922077922]\n",
            "Avrage accuracy of this probability = 0.9372294372294372\n"
          ]
        }
      ],
      "source": [
        "#  preprocessing- No Balancing -  No Anonymisation (5)\n",
        "\n",
        "dff = df\n",
        "p = 0.9\n",
        "dff_pred = df_pred\n",
        "\n",
        "#---------------------------------\n",
        "\n",
        "preprocessing (dff)\n",
        "preprocessing (dff_pred)\n",
        "\n",
        "#--------------------------------\n",
        "\n",
        "X_input_ids_pred = np.zeros((len(dff_pred), 256))\n",
        "X_input_ids_pred = generate_training_data(dff_pred , X_input_ids_pred , tokenizer)\n",
        "\n",
        "#-----------------------------------\n",
        "\n",
        "train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4 = K_fold(dff)\n",
        "\n",
        "#----------------------------------\n",
        "train_set_1 = making_dataset(train_1)\n",
        "train_size = int((len(train_1)/32)*p) \n",
        "train_1_dataset = train_set_1.take(train_size)\n",
        "val_1_dataset = train_set_1.skip(train_size)\n",
        "\n",
        "test_1_dataset = making_dataset(test_1)\n",
        "\n",
        "train_set_2 = making_dataset(train_2)\n",
        "train_size = int((len(train_2)/32)*p) \n",
        "train_2_dataset = train_set_2.take(train_size)\n",
        "val_2_dataset = train_set_2.skip(train_size)\n",
        "\n",
        "test_2_dataset = making_dataset(test_2)\n",
        "\n",
        "train_set_3 = making_dataset(train_3)\n",
        "train_size = int((len(train_3)/32)*p) \n",
        "train_3_dataset = train_set_3.take(train_size)\n",
        "val_3_dataset = train_set_3.skip(train_size)\n",
        "\n",
        "test_3_dataset = making_dataset(test_3)\n",
        "\n",
        "train_set_4 = making_dataset(train_4)\n",
        "train_size = int((len(train_4)/32)*p) \n",
        "train_4_dataset = train_set_4.take(train_size)\n",
        "val_4_dataset = train_set_4.skip(train_size)\n",
        "\n",
        "test_4_dataset= making_dataset(test_4)\n",
        "\n",
        "#------------------------------------\n",
        "acc_result = []\n",
        "\n",
        "for i in range (4):\n",
        "    \n",
        "    if i == 0 :\n",
        "        \n",
        "        the_model_5_1 = creating_model(train_1_dataset,val_1_dataset,test_1_dataset)\n",
        "        y_predict = the_model_5_1.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "        \n",
        "    if i == 1 :\n",
        "        the_model_5_2 = creating_model(train_2_dataset,val_2_dataset,test_2_dataset)\n",
        "        y_predict = the_model_5_2.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 2 :\n",
        "        the_model_5_3 = creating_model(train_3_dataset,val_3_dataset,test_3_dataset)\n",
        "        y_predict = the_model_5_3.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 3 :\n",
        "        the_model_5_4 = creating_model(train_4_dataset,val_4_dataset,test_4_dataset)\n",
        "        y_predict = the_model_5_4.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "        \n",
        "    \n",
        "print('Acuuracy results of the 4 models : ',acc_result)\n",
        "print('Avrage accuracy of this probability =' , sum(acc_result)/len(acc_result))\n",
        "\n",
        "probabilitiy_5=sum(acc_result)/len(acc_result)\n"
      ]
    },
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          "text": [
            "Epoch 1/10\n",
            "58/58 [==============================] - 112s 2s/step - loss: 0.0299 - accuracy: 0.9984 - val_loss: 1.2888e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0020 - accuracy: 0.9995 - val_loss: 8.3369e-05 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0174 - accuracy: 0.9946 - val_loss: 1.0428e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0128 - accuracy: 0.9968 - val_loss: 3.9261e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0013 - accuracy: 1.0000 - val_loss: 1.5197e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 3.1725e-04 - accuracy: 1.0000 - val_loss: 8.1471e-05 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 5.6258e-04 - accuracy: 1.0000 - val_loss: 7.7375e-05 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 2.5702e-04 - accuracy: 1.0000 - val_loss: 5.9185e-05 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0034 - accuracy: 0.9984 - val_loss: 6.5861e-05 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 2.6100e-04 - accuracy: 1.0000 - val_loss: 5.2179e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 534ms/step - loss: 2.7991e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 542ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.98      0.93      0.95       423\n",
            "           1       0.90      0.97      0.93       270\n",
            "\n",
            "    accuracy                           0.95       693\n",
            "   macro avg       0.94      0.95      0.94       693\n",
            "weighted avg       0.95      0.95      0.95       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 111s 2s/step - loss: 0.0469 - accuracy: 0.9786 - val_loss: 1.2816e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 5.6789e-04 - accuracy: 1.0000 - val_loss: 8.9079e-05 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0012 - accuracy: 0.9995 - val_loss: 3.2703e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0104 - accuracy: 0.9968 - val_loss: 5.7683e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0054 - accuracy: 0.9984 - val_loss: 7.0543e-05 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 2.2866e-04 - accuracy: 1.0000 - val_loss: 5.0485e-05 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0050 - accuracy: 0.9989 - val_loss: 7.2131e-05 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 4.9562e-04 - accuracy: 1.0000 - val_loss: 5.5007e-05 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 4.7268e-04 - accuracy: 1.0000 - val_loss: 4.6921e-05 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 2.0217e-04 - accuracy: 1.0000 - val_loss: 4.2052e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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DTEwMAODUqVNQq9U652nevDkaN2782IBUXFyM4uIH//Pk5OQY6mU9IGiB5HOGP281eDz0Z0chBxJo4YGyXrcDR0/ihdfH4ve1yzDzixU4f+UG/m/DN/DxckfUJ4vx19/nkV9QiBZB/lg4bSLCuncCAMgA+HXqi8mj/x8mjxkGAJB4t8W//zkLu6IPY8+BGHh7uOGrOVF45eXn6/gV66lUALLTgN+HAHkJxq6GTJhJ/fK1AHIA3sYugirZ9NIxDOnS3CjPbVL/dElOToa7u7vOMXd3d+Tk5KCwsBDp6enQaDRVtinvIUlOToZcLoeTk9Mj21Rl4cKFcHR0FG8+Pj7VrlsQBBSUlFbvptYa9GbIDsJpny3F5x+/j8sHtqJ1iyDk5Reiz4tdEL1pJU7v2YhePTqj/8jJuJ2Y9NjzfLL4Owzu/xLO7fsZfXp2xbAJM5CRmW2wOomIyDzIjJhS+I+Yapo+fTqioqLEn3NycqodkgrVGrScvefJDWvBpblhsJHX8GN2PA1IZIBH67KfnTMAAPMWLMJLA14Rmzm3AEJ6vib+PL9zP2zfF4Nf/7qBvkO6Ib+kFFqpNYpUHkiza4Yiddnlw76D30TwK++iCMCwqe2w9PuN2Px3Grq+EAKZRAK5tRRKKykU1jLxv1bSenKprqgIyFMAYw8BvMRG1ZBbpMa6v25j9dF45BSVAgCCGtpj4ouBcHdQYfeFJOy+kIyknCLxMfYKK7zYoiF6P+OJ0AAXXoZ7ShqtgBM3M/C/C8nYeykFmQUl4n0utnK83NIDvZ/xQFvfBpBJ68VvGrrvNWvjrSdoUgHJw8Oj0myzlJQUODg4QKVSQSaTQSaTVdnGw8NDPEdJSQmysrJ0epEeblMVhUIBhcIEvxClsrJbjR4jffDYh/7bvmNHnXPl5eVh7ty52LVrF5KSklBaWorCwkLcTriDIo0ALSSQQAKl3ApuDg/+kr/YuSOauDuguFSDIgcV7O0dkJOVAQFSqAUB6hIt8ku0AErFx8ikEiitZFBYS6F8KDhZ1/U/L6QyQCIF5DaAvAbjy8ji5BeX4qeYm/juUByyCtQArNCkoRMmhwWhzzOekN7/Im4d4IUP+gk4nZCFnefu4vfzSUjJKcbPZzLw85kMOKqsEd7KHf1aeyE00KXu/86bKK1WwMlbmfff02Ski+OLpGhgY49ez3iif2tPdApwYSiiKplUQAoNDcXvv/+uc2zv3r0IDQ0FAMjlcrRr1w7R0dHiYG+tVovo6GhMmDABANCuXTtYW1sjOjoaERERAICrV6/i9u3b4nkMTWUtw6V54bVy7uo8t6HY2trq/PzBBx9g7969+PLLL9GkSROoVCq89tprKC4uhlpT1ltU1bqKcrm8LORYy+CoAqRSCRraK9DK2wElpVoUqTUoUmvLApRai5JSDTRaAfklpcgv0T2XlVSqE5qU1jIorKSw4pcIGUlhiQZr/7qJlQfjkHH/L2yAqy0mhQWhX2uvKr+MpVIJ2vk2QDvfBpjVt2WlL/bNJ+9g88k7aGBjjV7PeKJfa088xy/2SrTaykGzHIMm1ZRRA1JeXh5u3Lgh/hwfH48zZ87A2dkZjRs3xvTp05GYmIg1a9YAAN59910sX74cU6dOxahRo/DHH39g8+bN2LVrl3iOqKgoREZGon379ujYsSOWLFmC/Px8jBw5EgDg6OiIt99+G1FRUXB2doaDgwMmTpyI0NDQas9gqymJRFLzy1wm4MiRIxgxYgQGDRoEoOzzvHnzJrp26w6gLLzUhFQiEYPTw7RaAcWl5YGpLDQVlWpQUqpFqVaL0mIt8otLdR5jJZM+CEzWUiitZFBaSyGrYU1E1VWk1mD9sdv49kCs2Fvh62KDST2D8EqIV7VDu1QqQUd/Z3T0d8ac/q1wLP4edp1Lwv8uJCMjvwQbj9/GxuO34WonR+9nPNG3tSc6+DlbbFgSBAFn72Rj17m72HUuCXezdS9VvtzKA/1ae6JLE1deqqQaMeq39smTJ/HCCy+IP5eP8YmMjMTq1auRlJSE27dvi/f7+/tj165dmDJlCr7++ms0atQI//nPfxAe/qB3ZsiQIUhLS8Ps2bORnJyMNm3aYPfu3ToDt//1r39BKpUiIiICxcXFCA8PxzfffFMHr9i8BAUFYdu2bejfvz8kEglmzZoFrVYLjbZsYLihfhlJpRKo5DKo5JWDU1GpBsX3A1Oxuqz3qUSjRalGizyNFnkVgpO1TPcSndJaCoWVzGK/XOjpFak12HQiASv230BqblkwatRAhfd7BuHVZ72fqjdTJpWgc6ArOge64pNXWuGvuAzsPHcXuy8mIz2vBGv/uoW1f91CQ3sF+gSX9Sy1bdxAvHxnrgRBwMW7Odh5Lgm7zt9FQkaheJ+tXIaXWrqjb2svdG/qCoUVN5Um/Rg1IPXo0eOxs6yqWiW7R48eOH369GPPO2HCBPGSWlWUSiVWrFhR7QUqqWqLFy/GqFGj0LlzZ7i6uuKjjz5CTk4ONPc/U0Ut/2tNKi3rmbOR6x7XaAXx8lyRWoPi+5ft1BqteMutcC65rHJvk8JKZvZfNKS/4lINNp+8g2/230DS/V4LbycVJrzYBBFtGxm8t8JKJkXXIFd0DXLF/IHP4MiNdOw8l4Q9F5ORmluM1UdvYvXRm/B0VIphqY2Pk9nsHygIAq4k52Ln/Z6im/cKxPtU1jL0bNEQ/Vp7oUczt0q90ET6qDcLRZqaWlko0kwkZBQgs6AEHo5KNLSvP6+/VKut1NtUVFrW2/QoCquyoORqp4Cd0sriP1sC1Bottpy6g+V/3EBiVlnPhYeDEuNfbILB7RvVeY9FcakGh6+XhaW9l1J0ek29nVTo19oT/Vp74RlvB5MMS9dTcvHbuSTsOncXsWn54nGFlRQvNi8LRS82b1iph5noUcxyoUgyDcWlZYGjtnuQaspKKoWVQgpbhe5f+1KNFkWlWhQ/NL6pWK1BqTj2SYvcolJ4OSlhy/9jLFapRottpxOx7I/r4iWdhvYKjOsRiKEdGxut10JhJUPPFu7o2cIdRWoNDl5Lw85zSYi+nILErEKsOhSHVYfi4Otig77BZWGphad9vQ5LcWl5ZZfPziXhasqD/l65TIrnm7mhX2tPhLVwr/T/MpEh8W8XGZQglF3eAmAy1/6tZFLYyaSwe+iXrSAIZQFJrUFGgRpZBSVIzCqEk7xsRxiyHBqtgP+eScTS6OviZR1XOzne69EEwzoZLxhVRWktQ3grD4S38kBhiQb7r6Zi57m7+ONKKm7dK8A3B2LxzYFYBLjZol+wJ/qFeKGpu72xywYA3LqXL4aiS0kPdiqwlknQPcgNfVt7IqylOxwMvO0E0aMwIJFBabTCg0HaJjyNViKRwFomgbWsrMdJaSVFck4RMgtKkJtfDPeSUvAKm3nTaAXsPHcXX0dfR9z9SzvOtnK8+3wA3nzOt97PTFXJZegT7Ik+wZ7ILy5F9JVU7Dp3F/uvpiEuLR9L/7iBpX/cQFBDO/Rr7YV+IZ4IdLOr0xrvZBZg17kk7DyXhPOJD1bTt5JK0KWJK/q29kR4Sw842jAUUd3jGCQ9cQxS1fKLSxGblge5TIrmno++tmuKsgpKcDstGymJCfjpfD4WDWkPbyeVscsiA9NqBfzvQjKW7LuG66l5AAAnG2uM7R6AyFA/k7+sk1ukRvTlsp6lg9fSoNY8+Apo7mGP/iFe6BvsCT9X28ecRX9J2YViKDqTkCUel0qAzoGu6NfaE+GtPNDAVv7okxA9heqOQWJA0hMDUtUy8ktwJ7MAdgorBNTxv0brQmZOHk5fuo5Z0SkoFqzwn8j2aOPjZOyyyAAEQcCeiylYsu8ariSXjXtxUFphTLcAjOjiB3szvLSTXajG3ksp2HnuLg5fT0ep9sHXwTPeDujXuiws+Tg/3XYPqTlF+P18WSg6eStTPC6RAJ38ndGvtRd6PeMBVzsT3K2ATA4DUi1jQKpaUnYh0nKL4WKnMMvelaKiIlyPjcOiw/dwOD4HCispvhocgn6tvYxdGulJEATsu5yKJfuu4eLdsrEv9gorjOrqj1Fd/eGoMr9gVJXM/BL836Vk7DyXhKOx98RL5QAQ4uOE/q3LLtd5VfP/6/S8YvzvQjJ2nr2L4zczdMbudfBrgH6tvdA72KNezXQly8CAVMsYkKp2614+sgvV8HJSmeW/Bss/24bePpi67TKir6QCAP7xUlNMeLFJvZ4ZRLoEQcCBq2n4175rOHenbPyLrVyGkV38MbqbP5wqLrBlQe7lFWP3xWTsPJuEY/H38FBWQjvfBugbXLaCt7uD7u+3jPwS7LmYjJ3n7iImVvdxbRs7oe/9HikPR8v6vUj1CwNSLWNAqtq1lFwUqTXwd7U1y0sSD3+21nIFPvv9Mr4/HA8AGPSsNz6PCDaZ2XuWShAE/Hk9HYv3XhPHwKisZRjRxQ9jugXAmWNfdKTmFmH3hbKepRMP9QRJJEAHP2f0a+0JpbUMO88l4ciNdN2ep0aO6Hu/56lRA+Ptyk70MK6DRHWubIp//VwDqTbIpBLM6tcS/q62mPPrRWw/nYiEjAKseqsdXMyw98zUCYKAmNh7WLz3mjgORmktxfBQP4ztHmCWPZ6G0NBeieGhfhge6ofk7LKxRLvOJ+HUrUwcj8/A8fgMnfatvBzQt7Un+gV7obELQxGZLgYkMpgePXrAJ6glPvrkc1jLpPDz88PkyZMxefLkRz5GIpFg+/btGDhw4FM9t6HOo483n/OFn4st3lt/CidvZWLgN0fwQ2QHBNWT9WUIOBZXFoyO3f8yl1tJ8WYnX7zbI4BjYGrAw1Epjs1KzCrE/84n4ffzSVBrBIS3ckefYE+znJxBlokBiQAA/fv3h1qtxu7duyvd9+eff6J79+44e/YsWrdu/chzlPesK6ykkEgkOHHiBGxtDTtVeO7cudixYwfOnDmjczwpKQkNGjQw6HPVRNcgV2wf1xmjVp/E7YwCvPrNUXzzZlt0C3IzWk0EnLyZgX/tu4YjN+4BKFub642OPhj3QpNK42eoZrydVBjdLQCjuwUYuxSiWsGARACAt99+GxEREbhz5w4aNWqkc9+PP/6I9u3bPzYcAYC2wia1bm51Fw48PDzq7LkepUlDe+wY3wXvrD2JEzczMeLHE5j7Siu89ZyvsUuzOKdvZ+Jf+67j0LU0AGWrMQ9u74PxLzSp9iwsIrJs5j9QhKqlX79+cHNzw+rVq3WO5+Xl4ZdffsHAgQPxxhtvwNvbGzY2NggODsbGjRt12pb3IJXvYu7n54clS5aI91+/fh3du3eHUqlEy5YtsXfv3kp1fPTRR2jatClsbGwQEBCAWbNmQa1WAwBWr16NTz75BGfPnoVEIoFEIhHrlUgk2LFjh3ie8+fP48UXX4RKpYKLiwvGjh2LvLw88f4RI0Zg4MCB+PLLL+Hp6QkXFxeMHz9efC59OdvKsW50J7za1hsarYBZOy7gk98u6gxcpdpz/k42Rq0+gUHfHMWha2mwkkrwRkcf7P+gBxYMCmY4IqJqYw9SXRAEQF1gnOe2timbbvIEVlZWGD58OFavXo0ZM2aI09V/+eUXaDQavPnmm/jll1/w0UcfwcHBAbt27cJbb72FwMBAdOzYEUDZIFig6j3YtFotXn31Vbi7u+PYsWPIzs6ucmySvb09Vq9eDS8vL5w/fx5jxoyBvb09pk6diiFDhuDChQvYvXs39u3bBwBwdHSsdI78/HyEh4cjNDQUJ06cQGpqKkaPHo0JEyboBMD9+/fD09MT+/fvx40bNzBkyBC0adMGY8aMeeL79TgKKxm+ej0EgW52+Oeeq/jxyE3cTM/Hsv/XVme/NzKci3ez8a+917HvcgqAsgH0rz7rjYkvBnGgMBHphb+t64K6APjMSAsJfnwXkFdvHNCoUaPwz3/+EwcPHkSPHj0AlF1ei4iIgK+vLz744AOx7cSJE7Fnzx5s3rxZDEgPj0GqaN++fbhy5Qr27NkDL6+y9+Kzzz5D7969ddrNnDlT/LOfnx8++OAD/Pzzz5g6dSpUKhXs7OxgZWX12EtqGzZsQFFREdasWSOOgVq+fDn69++PRYsWwd3dHQDQoEEDLF++HDKZDM2bN0ffvn0RHR391AEJKOvRGv9CE/i72mLKpjPYfzUNr317FP+JbM/pzgZ0JTkHS/Zex+6LyQDKtqsY2MYbE3sGwb+WtsogIsvAgESi5s2bo3Pnzvjhhx/Qo0cP3LhxA3/++SfmzZsHjUaDzz77DJs3b0ZiYiJKSkpQXFwMG5uyL3utVnioB6lyQLp8+TJ8fHzEcAQAoaGhldpt2rQJS5cuRWxsLPLy8lBaWvrYdSqqcvnyZYSEhOgMEO/SpQu0Wi2uXr0qBqRWrVpBJnvQ2+Xp6Ynz58/X6LmepE+wZ9lg1jUncSU5FwNXHMW/h7fDs42NN6DcHFxPycWS6OvYdS4JQFknaf/WXni/ZxCaNOQsKiJ6egxIdcHapqwnx1jPXQNvv/02Jk6ciBUrVuDHH39EYGAgnn/+eSxatAhff/01lixZguDgYNja2mLy5MkoKSkBAJRoytY/kqDs8oY+YmJiMGzYMHzyyScIDw+Ho6Mjfv75Z3z11Vd6ne9JrK11F7KUSCTQarUGf54QHyf8d3wXvP3TSVxOysHQ7/7i9iR6ik3Lw9Lo6/j17F1xwcK+wZ6YFBaEplxWgYgMiAGpLkgk1b7MZWyDBw/GpEmTsGHDBqxZswbvvfceJBIJjhw5ggEDBuDNN98EUDam6Nq1a2jZsiUAoLhUAwCQSaVVbrfRokULJCQkICkpCZ6engCAv/76S6fN0aNH4evrixkzZojHbt26pdNGLpdDo9E89jW0aNECq1evRn5+vtiLdOTIEUilUjRr1qwmb4fBeDmp8Mu7oZi08TSir6RiwobTiEvLx0RuT1ItN9PzsfSP69hxOlG8lNurlQcmhQWhhWfNehiJiKqDs9hIh52dHYYMGYLp06cjKSkJI0aMAAAEBQVh7969OHr0KC5fvox33nkHKSkp4uPKV9CWPeJvVFhYGJo2bYrIyEicPXsWf/75p04QKn+O27dv4+eff0ZsbCyWLl2K7du367Tx8/NDfHw8zpw5g/T0dBQXF1d6rmHDhkGpVCIyMhIXLlzA/v37MXHiRLz11lvi5TVjsFNY4bvh7TG6qz8AYPHea5iy6QyK1I8PfJYsIaMAU7ecRc/FB7Ht77JwFNaiIXZO7IqVb7VjOCKiWsOARJW8/fbbyMzMRHh4uDhmaObMmWjbti3Cw8PRo0cPeHh46KxaXawuD0hV94ZIpVJs374dhYWF6NixI0aPHo0FCxbotHnllVcwZcoUTJgwAW3atMHRo0cxa9YsnTYRERHo1asXXnjhBbi5uVVaagAAbGxssGfPHmRkZKBDhw547bXX0LNnTyxfvvxp3haDkEklmNmvJT4bFAyZVIIdZ+7izf8cw728ykHPkt3JLMD0befwwpcHsPnkHWi0Al5o5ob/ju+C/0R2wDPelWcvEhEZEjer1RM3q9UVm5qH/JJSNHa2Metd0A352R6+no731p9CblEpfJxV3J4EQFJ2IVbsv4FNJxKg1pT9auoW5IopLzVFWw5sJyID4Ga1VKcsaZNaQynbnqQLRq0+IW5PsmJYW3Rvannbk6TmFOGbA7HYcOy2OOC/c6ALprzUFB38nI1cHRFZIgYkemqlGi1K78/+klexSCQ9WpOGdtgxvgveXXsKx29mYORqy9qeJC23GCsPxmLdX7fEkN3R3xlTwpoiNNDFyNURkSVjQKKnVnL/i81aJtV7ir8lc7aVY+3ojvh42wVs/fsOZu24gNjUPMzs2wJWjxr1buLu5RXju0Nx+CnmJoruj19r59sAUS81RedAF87sIyKjY0Cip8bLa09PYSXDl6+3RoCbLf655ypWH72Jm/fyseyNZ2GvtH7yCUxEZn4J/v1nHFYfvYmCkrLZe218nDDlpaboHuTKYERE9QYDUi2ylPHv5QFJbgEBqTY/04e3J4nafAYHrqbhtW9j8P0I09+eJLtAjf8cjsOPR24ir7gUABDs7Yiol5qiRzM3BiMiqncYkGpB+QrNBQUFUKnMf/fw8kUiq9qk1twUFJRtOlxxFW5Denh7kqspuRi44gi+G97eJGdx5RSp8cPheHx/OB65RWXBqIWnA6JeaoqwFg0ZjIio3mJAqgUymQxOTk5ITU0FULYujzl/ERQWFkEo1UCikaGoyDx7zQRBQEFBAVJTU+Hk5KSzh1ttqGp7ki9fD8ErIaaxPUlecSlWH4nHd4fikHM/GDVzt8eUl4LwcksPSDlWjYjqOa6DpKcnraMgCAKSk5ORlZVV98XVIUEoW7tGKwAeDgqzHVRczsnJCR4eHnUWePOLSzHp59PYd7ksbE8Ja4r3e9bf7Unyi0uxJuYWvjsUi8wCNYCymXqTw4LQ5xlPBiMiMrrqroPEgKSn6r7BGo0GarW6DiurW6m5RXjju78gk0qw6/1usDbjgGRtbV3rPUdV0WgFfP6/y/j3n/EAgAFtvLAoojWU1vXnkmZhiQbr/rqFlQdjcS+/bAPjAFdbTAoLQr/WXpzdSET1BheKrCdkMplRvlTryp07eUjM1SDA1Rb2tqY9kLi+kkklmNG3JQLc7DBrxwX898xd3MksxKq32sHVTmHU2orUGqw/dhvfHohF+v3tUnxdbDCpZxBeCfEy+x5FIjJfDEj0VOLS8wEA/q62Rq7E/L3RsTEaO9vgvXWncOpWJgauOIIfRnRAUyNsT1JcqsHPxxOwYv8NpOaWBaNGDVR4v2cQBj3rbdY9iURkGRiQ6KnEMyDVqS5NXLFtXBe8/dMJ3LpXgIhvjmL5sLZ4vo62Jykp1WLzybJglJRdBADwclRiYs8gRLRtZBFLPRCRZWBAoqcSl5YHAAhwszNyJZajSUM7bB/30PYkPx7H3FdaYXioX609p1qjxdZTd7DsjxtIzCoEAHg4KDH+xSYY3L6RRSzxQESWhQGJngp7kIyj4vYks/97EXFp+QbfnqRUo8X204lY+sd1JGSUBSM3ewXG9wjE0I6N69VAcSIiQ2JAIr2VlGqRkFn2pRngxoBU18q3JwlsaIsvdht2exKNVsCvZxPx9b7ruHmvbHFMVzs53n0+EG8+58tgRERmjwGJ9JaQWQCNVoCNXIaG9sadTWWpJBIJxvVoAn8XW0x5aHuS/0S2h49zzWcVarQCdp67i6+jryMurax30NlWjnefD8Cbz/nCRs5fGURkGfjbjvQWn/bg8lp9XbjQUvQO9oR3AxVG/1S2Pcmgb45g1Vvt0c63etuTaLUC/nchGUv2XcP11LJxZU421hjbPQCRoX6wVfBXBRFZFv7WI71x/FH90rqRE/47oQveXn0Sl5Jy8Ma/n7w9iSAI2HMxBUv2XcOV5FwAgIPSCmO6BWBEF7+nvlRHRGSqGJBIb3HpnMFW33g6qvDLu6GY9PMZ7Lucgvc3nkZcWh4m9QzS6eUTBAHRl1Pxr33XcPFuDgDAXmGFUV39MaqrPxxVDEZEZNkYkEhv5WNUAtiDVK/YKqyw6q12WLT7Cr47FIcl+8rGE33xWmsorKQ4cC0N/9p7DefuZJe1l8swsos/Rnfzh5ON3MjVExHVDwxIpDdeYqu/ZFIJPu7TAgGutpi54wJ+PXsXtzMKIJEAp29nAQBU1jJEdvbD2O4BcLZlMCIiehgDEuklr7hU3GLCjwGp3hp6f3uSd9edwpmELACA0lqKt57zxTvPBxp9LzciovqKAYn0cvN+75GrnZzjVeq5zk1csX18F8zfeQmBbnZ45/kANLRXGrssIqJ6jQGJ9MJNak1LoJsdVo/saOwyiIhMBneWJL2Ie7C5cgYbERGZHwYk0os4QJtbjBARkRliQCK9cAYbERGZMwYkqjFBEMRtRrgGEhERmSMGJKqx9LwS5BaXQioBGrvUfENUIiKi+o4BiWqs/PJaowY2UFjJjFwNERGR4TEgUY2Vz2Dj+CMiIjJXDEhUYxygTURE5o4BiWqsfJHIAE7xJyIiM8WARDXGHiQiIjJ3DEhUIxqtgFv3GJCIiMi8MSBRjSRmFkKtEaCwksLLUWXscoiIiGoFAxLVSGz6gxlsUqnEyNUQERHVDgYkqpHyFbR5eY2IiMwZAxLVCAdoExGRJWBAohphQCIiIkvAgEQ1Es81kIiIyAIwIFG1Fak1SMwqBAAEuNoZuRoiIqLaw4BE1Vbee+RkY40GtnIjV0NERFR7GJCo2jj+iIiILAUDElUbAxIREVkKowekFStWwM/PD0qlEp06dcLx48cf2VatVmPevHkIDAyEUqlESEgIdu/erdMmNzcXkydPhq+vL1QqFTp37owTJ07otBkxYgQkEonOrVevXrXy+sxJ3P01kAIYkIiIyMwZNSBt2rQJUVFRmDNnDv7++2+EhIQgPDwcqampVbafOXMmVq1ahWXLluHSpUt49913MWjQIJw+fVpsM3r0aOzduxdr167F+fPn8fLLLyMsLAyJiYk65+rVqxeSkpLE28aNG2v1tZqDeHEVbQ7QJiIi8yYRBEEw1pN36tQJHTp0wPLlywEAWq0WPj4+mDhxIqZNm1apvZeXF2bMmIHx48eLxyIiIqBSqbBu3ToUFhbC3t4e//3vf9G3b1+xTbt27dC7d298+umnAMp6kLKysrBjxw69a8/JyYGjoyOys7Ph4OCg93lMSZt5/4esAjX+N6kbWnhaxmsmIiLzUt3vb6P1IJWUlODUqVMICwt7UIxUirCwMMTExFT5mOLiYiiVSp1jKpUKhw8fBgCUlpZCo9E8tk25AwcOoGHDhmjWrBnee+893Lt3zxAvy2xl5pcgq0ANAPBz4SU2IiIyb0YLSOnp6dBoNHB3d9c57u7ujuTk5CofEx4ejsWLF+P69evQarXYu3cvtm3bhqSkJACAvb09QkNDMX/+fNy9excajQbr1q1DTEyM2AYou7y2Zs0aREdHY9GiRTh48CB69+4NjUbzyHqLi4uRk5Ojc7MkcfcHaHs5KqGSy4xcDRERUe0y+iDtmvj6668RFBSE5s2bQy6XY8KECRg5ciSk0gcvY+3atRAEAd7e3lAoFFi6dCneeOMNnTZDhw7FK6+8guDgYAwcOBA7d+7EiRMncODAgUc+98KFC+Ho6CjefHx8avOl1jviDDauoE1ERBbAaAHJ1dUVMpkMKSkpOsdTUlLg4eFR5WPc3NywY8cO5Ofn49atW7hy5Qrs7OwQEBAgtgkMDMTBgweRl5eHhIQEHD9+HGq1WqdNRQEBAXB1dcWNGzce2Wb69OnIzs4WbwkJCTV8xabtwQBtBiQiIjJ/RgtIcrkc7dq1Q3R0tHhMq9UiOjoaoaGhj32sUqmEt7c3SktLsXXrVgwYMKBSG1tbW3h6eiIzMxN79uypsk25O3fu4N69e/D09HxkG4VCAQcHB52bJXmwBhJnsBERkfmzMuaTR0VFITIyEu3bt0fHjh2xZMkS5OfnY+TIkQCA4cOHw9vbGwsXLgQAHDt2DImJiWjTpg0SExMxd+5caLVaTJ06VTznnj17IAgCmjVrhhs3buDDDz9E8+bNxXPm5eXhk08+QUREBDw8PBAbG4upU6eiSZMmCA8Pr/s3wUSIayDxEhsREVkAowakIUOGIC0tDbNnz0ZycjLatGmD3bt3iwO3b9++rTN2qKioCDNnzkRcXBzs7OzQp08frF27Fk5OTmKb7OxsTJ8+HXfu3IGzszMiIiKwYMECWFtbAwBkMhnOnTuHn376CVlZWfDy8sLLL7+M+fPnQ6FQ1OnrNxVarSD2IHGRSCIisgRGXQfJlFnSOkiJWYXo8vkfsJZJcHleL1jJTGpsPxERkajer4NEpiP+/uW1xs42DEdERGQR+G1HT8QtRoiIyNIwINETlS8SGcgB2kREZCEYkOiJymewcQ0kIiKyFAxI9EQP1kBiQCIiIsvAgESPVVyqwZ3MAgDcZoSIiCwHAxI9VkJGAbQCYKewgpsd14kiIiLLwIBEj/Xw+COJRGLkaoiIiOoGAxI9lriCNi+vERGRBWFAosfiDDYiIrJEDEj0WJzBRkRElogBiR4rTtyklqtoExGR5WBAokfKKVIjPa8YAODnamPkaoiIiOoOAxI90s37vUdu9grYK62NXA0REVHdYUCiRxJnsHH8ERERWRgGJHqk2DRO8SciIsvEgESPxBlsRERkqRiQ6JHi0/MAAP6cwUZERBaGAYmqJAgC4rlIJBERWSgGJKpSWm4x8ks0kEklaOzMKf5ERGRZGJCoSuULRPo0UEFuxb8mRERkWfjNR1XiHmxERGTJGJCoShygTURElowBiaokTvHnGkhERGSBGJCoSnFcRZuIiCwYAxJVUqrR4va9AgAcg0RERJaJAYkqScgsRKlWgMpaBg8HpbHLISIiqnMMSFRJ+QBtP1dbSKUSI1dDRERU9xiQqJLyKf4cf0RERJaKAYkq4Sa1RERk6RiQqBIGJCIisnQMSFQJ10AiIiJLx4BEOgpKSpGUXQSAY5CIiMhyMSCRjvLeI2dbOZxs5EauhoiIyDgYkEgHxx8RERExIFEF8WkMSERERAxIpIM9SERERAxIVEH5JrWBnMFGREQWjAGJRIIgIC6tbJsRf1c7I1dDRERkPAxIJMrIL0FOUSkkEsDXxcbY5RARERkNAxKJyscfeTmqoLSWGbkaIiIi42FAIlH5+KMAjj8iIiILx4BEIs5gIyIiKsOARKLyNZC4xQgREVk6BiQSxaXfn8HmxhlsRERk2RiQCACg0Qq4ea8AAHuQiIiIGJAIAHA3qxAlpVrIZVJ4OamMXQ4REZFRMSARgAcDtH1dbCCTSoxcDRERkXExIBEAzmAjIiJ6GAMSAXgQkAI4QJuIiIgBicrE3t+DjQO0iYiIGJDoPvESG1fRJiIiYkAioEitQWJWIQCOQSIiIgIYkAjA7YwCCAJgr7SCi63c2OUQEREZnV4Baf/+/Yaug4wo7qEtRiQSTvEnIiLSKyD16tULgYGB+PTTT5GQkGDomqiOcQYbERGRLr0CUmJiIiZMmIAtW7YgICAA4eHh2Lx5M0pKSgxdH9WBuPsz2Dj+iIiIqIxeAcnV1RVTpkzBmTNncOzYMTRt2hTjxo2Dl5cX3n//fZw9e9bQdVIt4iKRREREup56kHbbtm0xffp0TJgwAXl5efjhhx/Qrl07dOvWDRcvXjREjVTLGJCIiIh06R2Q1Go1tmzZgj59+sDX1xd79uzB8uXLkZKSghs3bsDX1xevv/66IWulWpBdoMa9/LJLowxIREREZaz0edDEiROxceNGCIKAt956C1988QWeeeYZ8X5bW1t8+eWX8PLyMlihVDvi75X1Hrk7KGCr0OuvAxERkdnR6xvx0qVLWLZsGV599VUoFIoq27i6unI5ABMQJ24xwhlsRERE5fQKSNHR0U8+sZUVnn/+eX1OT3WIW4wQERFVptcYpIULF+KHH36odPyHH37AokWLnrooqjtx6Q8WiSQiIqIyegWkVatWoXnz5pWOt2rVCitXrnzqoqjuxKdxBhsREVFFegWk5ORkeHp6Vjru5uaGpKSkpy6K6oYgCJziT0REVAW9ApKPjw+OHDlS6fiRI0c4c82EpOQUo1CtgZVUAh9nG2OXQ0REVG/oNUh7zJgxmDx5MtRqNV588UUAZQO3p06din/84x8GLZBqT/kMtsbONrCWPfWaoURERGZDr2/FDz/8EG+//TbGjRuHgIAABAQEYOLEiXj//fcxffr0Gp1rxYoV8PPzg1KpRKdOnXD8+PFHtlWr1Zg3bx4CAwOhVCoREhKC3bt367TJzc3F5MmT4evrC5VKhc6dO+PEiRM6bQRBwOzZs+Hp6QmVSoWwsDBcv369RnWbgzheXiMiIqqSXgFJIpFg0aJFSEtLw19//YWzZ88iIyMDs2fPrtF5Nm3ahKioKMyZMwd///03QkJCEB4ejtTU1Crbz5w5E6tWrcKyZctw6dIlvPvuuxg0aBBOnz4tthk9ejT27t2LtWvX4vz583j55ZcRFhaGxMREsc0XX3yBpUuXYuXKlTh27BhsbW0RHh6OoqIifd4Ok8XxR0RERI8gGFHHjh2F8ePHiz9rNBrBy8tLWLhwYZXtPT09heXLl+sce/XVV4Vhw4YJgiAIBQUFgkwmE3bu3KnTpm3btsKMGTMEQRAErVYreHh4CP/85z/F+7OysgSFQiFs3Lix2rVnZ2cLAITs7OxqP6a+GfnjccH3o53Cur9uGrsUIiKiOlHd72+995Y4efIkNm/ejNu3b6OkpETnvm3btj3x8SUlJTh16pTOJTmpVIqwsDDExMRU+Zji4mIolUqdYyqVCocPHwYAlJaWQqPRPLZNfHw8kpOTERYWJt7v6OiITp06ISYmBkOHDn3kcxcXF4s/5+TkPPE11nfsQSIiIqqaXpfYfv75Z3Tu3BmXL1/G9u3boVarcfHiRfzxxx9wdHSs1jnS09Oh0Wjg7u6uc9zd3R3JyclVPiY8PByLFy/G9evXodVqsXfvXmzbtk1cWsDe3h6hoaGYP38+7t69C41Gg3Xr1iEmJkZsU37umjwvULY4pqOjo3jz8fGp1uusr9QaLW5nFAAAAt24zQgREdHD9ApIn332Gf71r3/ht99+g1wux9dff40rV65g8ODBaNy4saFrFH399dcICgpC8+bNIZfLMWHCBIwcORJS6YOXsXbtWgiCAG9vbygUCixduhRvvPGGTht9TJ8+HdnZ2eItISHhaV+OUd3OKIBGK8BGLkND+6r30yMiIrJUeqWG2NhY9O3bFwAgl8uRn58PiUSCKVOm4LvvvqvWOVxdXSGTyZCSkqJzPCUlBR4eHlU+xs3NDTt27EB+fj5u3bqFK1euwM7ODgEBAWKbwMBAHDx4EHl5eUhISMDx48ehVqvFNuXnrsnzAoBCoYCDg4POzZQ9vIK2RCIxcjVERET1i14BqUGDBsjNzQUAeHt748KFCwCArKwsFBQUVOsccrkc7dq109n4VqvVIjo6GqGhoY99rFKphLe3N0pLS7F161YMGDCgUhtbW1t4enoiMzMTe/bsEdv4+/vDw8ND53lzcnJw7NixJz6vOeH4IyIiokfTa5B29+7dsXfvXgQHB+P111/HpEmT8Mcff2Dv3r3o2bNntc8TFRWFyMhItG/fHh07dsSSJUuQn5+PkSNHAgCGDx8Ob29vLFy4EABw7NgxJCYmok2bNkhMTMTcuXOh1WoxdepU8Zx79uyBIAho1qwZbty4gQ8//BDNmzcXzymRSDB58mR8+umnCAoKgr+/P2bNmgUvLy8MHDhQn7fDJHGTWiIiokfTKyAtX75cXDNoxowZsLa2xtGjRxEREYGZM2dW+zxDhgxBWloaZs+ejeTkZLRp0wa7d+8WB1Dfvn1bZ+xQUVERZs6cibi4ONjZ2aFPnz5Yu3YtnJycxDbZ2dmYPn067ty5A2dnZ0RERGDBggWwtrYW20ydOhX5+fkYO3YssrKy0LVrV+zevbvS7DdzFp9etoq2vxsDEhERUUUSQRCEmjygtLQUGzZsQHh4eKWZYJYkJycHjo6OyM7ONsnxSJ0+24eUnGL8d3wXhPg4GbscIiKiOlHd7+8aj0GysrLCu+++a3GrTpuTvOJSpOSUrenkx0tsREREleg1SLtjx444c+aMgUuhunLz/vgjVzs5HFXWT2hNRERkefQagzRu3DhERUUhISEB7dq1g62tbi9E69atDVIc1Q5uUktERPR4egWk8u043n//ffGYRCKBIAiQSCTQaDSGqY5qxcNrIBEREVFlegWk+Ph4Q9dBdUicwebKLUaIiIiqoldA8vX1NXQdVIfKF4kM4BR/IiKiKukVkNasWfPY+4cPH65XMVT7BEFAXBoXiSQiInocvQLSpEmTdH5Wq9UoKCiAXC6HjY0NA1I9lp5XgtziUkgkQGMXG2OXQ0REVC/pNc0/MzNT55aXl4erV6+ia9eu2Lhxo6FrJAMqv7zWqIEKCiuZkashIiKqn/QKSFUJCgrC559/Xql3ieoXDtAmIiJ6MoMFJKBsle27d+8a8pRkYNykloiI6Mn0GoP066+/6vwsCAKSkpKwfPlydOnSxSCFUe0oXwOJM9iIiIgeTa+ANHDgQJ2fJRIJ3Nzc8OKLL+Krr74yRF1US7iKNhER0ZPpFZC0Wq2h66A6oNEKuHWPAYmIiOhJDDoGieq3xMxCqDUC5FZSeDmqjF0OERFRvaVXQIqIiMCiRYsqHf/iiy/w+uuvP3VRVDviymewudhCKpUYuRoiIqL6S6+AdOjQIfTp06fS8d69e+PQoUNPXRTVjniOPyIiIqoWvQJSXl4e5HJ5pePW1tbIycl56qKodsRxBhsREVG16BWQgoODsWnTpkrHf/75Z7Rs2fKpi6LawR4kIiKi6tFrFtusWbPw6quvIjY2Fi+++CIAIDo6Ghs3bsQvv/xi0ALJcMoDEnuQiIiIHk+vgNS/f3/s2LEDn332GbZs2QKVSoXWrVtj3759eP755w1dIxlAkVqDxKxCANxmhIiI6En0CkgA0LdvX/Tt29eQtVAtunl//SNHlTUa2FgbuRoiIqL6Ta8xSCdOnMCxY8cqHT927BhOnjz51EWR4T28xYhEwin+REREj6NXQBo/fjwSEhIqHU9MTMT48eOfuigyPG4xQkREVH16BaRLly6hbdu2lY4/++yzuHTp0lMXRYYnTvFnQCIiInoivQKSQqFASkpKpeNJSUmwstJ7WBPVovjyVbQ5QJuIiOiJ9ApIL7/8MqZPn47s7GzxWFZWFj7++GO89NJLBiuODIdrIBEREVWfXt09X375Jbp37w5fX188++yzAIAzZ87A3d0da9euNWiB9PQy80uQWaAGAPi52hi5GiIiovpPr4Dk7e2Nc+fOYf369Th79ixUKhVGjhyJN954A9bWnEJe38Tfn+Lv5aiEjZyXQImIiJ5E729LW1tbdO3aFY0bN0ZJSQkA4H//+x8A4JVXXjFMdWQQ5QO0/bmCNhERUbXoFZDi4uIwaNAgnD9/HhKJBIIg6Kyto9FoDFYgPb0HA7QZkIiIiKpDr0HakyZNgr+/P1JTU2FjY4MLFy7g4MGDaN++PQ4cOGDgEulpPRigzRlsRERE1aFXD1JMTAz++OMPuLq6QiqVQiaToWvXrli4cCHef/99nD592tB10lPgGkhEREQ1o1cPkkajgb29PQDA1dUVd+/eBQD4+vri6tWrhquOnppWK4j7sPESGxERUfXo1YP0zDPP4OzZs/D390enTp3wxRdfQC6X47vvvkNAQICha6SnkJxThCK1FtYyCRo1UBm7HCIiIpOgV0CaOXMm8vPLeiXmzZuHfv36oVu3bnBxccGmTZsMWiA9nfLLa42dbWAl06vDkIiIyOLoFZDCw8PFPzdp0gRXrlxBRkYGGjRowJ3i6xluMUJERFRzBls10NnZ2VCnIgOKuz+DLYBrIBEREVUbr7mYOe7BRkREVHMMSGaOAYmIiKjmGJDMWEmpFgkZBQB4iY2IiKgmGJDM2O2MfGgFwE5hBTc7hbHLISIiMhkMSGZM3KTW1ZazC4mIiGqAAcmMcfwRERGRfhiQzBgDEhERkX4YkMwY10AiIiLSDwOSGSvvQQrgKtpEREQ1woBkpnKL1EjLLQYA+LnaGLkaIiIi08KAZKbKe4/c7BWwV1obuRoiIiLTwoBkpjhAm4iISH8MSGaqfA2kAAYkIiKiGmNAMlPxnMFGRESkNwYkMxWXngcA8OcMNiIiohpjQDJDgiAgPo1jkIiIiPTFgGSG0nKLkV+igVQCNHbmFH8iIqKaYkAyQ+UraPs420BuxY+YiIiopvjtaYY4xZ+IiOjpMCCZIW4xQkRE9HQYkMxQXNr9GWyc4k9ERKQXBiQzFJfORSKJiIieBgOSmSnVaHH7XgEAjkEiIiLSFwOSmbmTWYhSrQCltRQeDkpjl0NERGSSGJDMTPkAbT8XW0ilEiNXQ0REZJoYkMxM+fijQDfOYCMiItIXA5KZEWewcfwRERGR3hiQzAwXiSQiInp6DEhmRgxIXAOJiIhIbwxIZqSgpBRJ2UUAuAYSERHR0zB6QFqxYgX8/PygVCrRqVMnHD9+/JFt1Wo15s2bh8DAQCiVSoSEhGD37t06bTQaDWbNmgV/f3+oVCoEBgZi/vz5EARBbDNixAhIJBKdW69evWrtNdaVm+ll6x81sLGGk43cyNUQERGZLitjPvmmTZsQFRWFlStXolOnTliyZAnCw8Nx9epVNGzYsFL7mTNnYt26dfj3v/+N5s2bY8+ePRg0aBCOHj2KZ599FgCwaNEifPvtt/jpp5/QqlUrnDx5EiNHjoSjoyPef/998Vy9evXCjz/+KP6sUChq/wXXMnEPNs5gIyIieipG7UFavHgxxowZg5EjR6Jly5ZYuXIlbGxs8MMPP1TZfu3atfj444/Rp08fBAQE4L333kOfPn3w1VdfiW2OHj2KAQMGoG/fvvDz88Nrr72Gl19+uVLPlEKhgIeHh3hr0KBBrb7WusAZbERERIZhtIBUUlKCU6dOISws7EExUinCwsIQExNT5WOKi4uhVOquDq1SqXD48GHx586dOyM6OhrXrl0DAJw9exaHDx9G7969dR534MABNGzYEM2aNcN7772He/fuPbbe4uJi5OTk6NzqG85gIyIiMgyjXWJLT0+HRqOBu7u7znF3d3dcuXKlyseEh4dj8eLF6N69OwIDAxEdHY1t27ZBo9GIbaZNm4acnBw0b94cMpkMGo0GCxYswLBhw8Q2vXr1wquvvgp/f3/Exsbi448/Ru/evRETEwOZTFblcy9cuBCffPKJAV557eEmtURERIZh1DFINfX1119jzJgxaN68OSQSCQIDAzFy5EidS3KbN2/G+vXrsWHDBrRq1QpnzpzB5MmT4eXlhcjISADA0KFDxfbBwcFo3bo1AgMDceDAAfTs2bPK554+fTqioqLEn3NycuDj41NLr7TmBEF4cImNU/yJiIieitEusbm6ukImkyElJUXneEpKCjw8PKp8jJubG3bs2IH8/HzcunULV65cgZ2dHQICAsQ2H374IaZNm4ahQ4ciODgYb731FqZMmYKFCxc+spaAgAC4urrixo0bj2yjUCjg4OCgc6tPMgvUyCkqhURStg8bERER6c9oAUkul6Ndu3aIjo4Wj2m1WkRHRyM0NPSxj1UqlfD29kZpaSm2bt2KAQMGiPcVFBRAKtV9WTKZDFqt9pHnu3PnDu7duwdPT089X43xxaeX9R55OaqgtK76MiERERFVj1EvsUVFRSEyMhLt27dHx44dsWTJEuTn52PkyJEAgOHDh8Pb21vs/Tl27BgSExPRpk0bJCYmYu7cudBqtZg6dap4zv79+2PBggVo3LgxWrVqhdOnT2Px4sUYNWoUACAvLw+ffPIJIiIi4OHhgdjYWEydOhVNmjRBeHh43b8JBhKbVj7Fn71HRERET8uoAWnIkCFIS0vD7NmzkZycjDZt2mD37t3iwO3bt2/r9AYVFRVh5syZiIuLg52dHfr06YO1a9fCyclJbLNs2TLMmjUL48aNQ2pqKry8vPDOO+9g9uzZAMp6k86dO4effvoJWVlZ8PLywssvv4z58+eb9FpInMFGRERkOBLh4SWmqdpycnLg6OiI7OzsejEe6d21p7D7YjLm9G+JkV38jV0OERFRvVTd72+jbzVChsEeJCIiIsNhQDIDWq2A+HvlayBxmxEiIqKnxYBkBu5mF6KkVAu5TArvBipjl0NERGTyGJDMQNz9GWy+LjaQSSVGroaIiMj0MSCZAY4/IiIiMiwGJDMgBiSugURERGQQDEhmgJvUEhERGRYDkhko32YkwI0z2IiIiAyBAcnEFak1uJNZCIBjkIiIiAyFAcnE3c4ogCAA9koruNjKjV0OERGRWWBAMnHlU/wDXG0hkXCKPxERkSEwIJk4TvEnIiIyPAYkE1c+QNufW4wQEREZDAOSiSvvQQrgGkhEREQGw4Bk4srHIPESGxERkeEwIJmw7AI17uWXAGBAIiIiMiQGJBMWf6+s98jdQQFbhZWRqyEiIjIfDEgm7MEAbfYeERERGRIDkgmLF8cfcQYbERGRITEgmbDyTWoDOYONiIjIoBiQTBhnsBEREdUOBiQTJQgCV9EmIiKqJQxIJiolpxiFag1kUgl8nG2MXQ4REZFZYUAyUXH3Z7A1draBtYwfIxERkSHxm9VE8fIaERFR7WFAMlHlU/wDGJCIiIgMjgHJRJVP8ffnFH8iIiKDY0AyUbzERkREVHsYkEyQWqPF7YwCAEAAV9EmIiIyOAYkE5SQUQCNVoDKWgZ3B4WxyyEiIjI7DEgm6OHLaxKJxMjVEBERmR8GJBNUHpACOECbiIioVjAgmaBYTvEnIiKqVQxIJij+/iranOJPRERUOxiQTNCDMUicwUZERFQbGJBMTH5xKVJyigFwDSQiIqLawoBkYsp7j1zt5HBUWRu5GiIiIvPEgGRiuII2ERFR7WNAMjFxaQxIREREtY0BycSIM9g4QJuIiKjWMCCZGF5iIyIiqn0MSCZEEATEcRVtIiKiWseAZELu5Zcgt6gUEgng62Jj7HKIiIjMFgOSCSkfoN2ogQoKK5mRqyEiIjJfDEgmhAO0iYiI6gYDkgkRxx9xgDYREVGtYkAyIfFcA4mIiKhOMCCZEE7xJyIiqhsMSCZCoxVw614BAE7xJyIiqm0MSCYiMbMQJRot5FZSeDmqjF0OERGRWWNAMhFx5TPYXGwhlUqMXA0REZF5Y0AyERx/REREVHcYkEyEGJA4/oiIiKjWMSCZCPYgERER1R0GJBNRvs1IIHuQiIiIah0DkgkoUmtwN7sQALcZISIiqgsMSCbg5r18CALgqLJGAxtrY5dDRERk9hiQTMDDW4xIJJziT0REVNsYkEwAN6klIiKqWwxIJoAz2IiIiOoWA5IJKA9IAW4coE1ERFQXGJBMQFza/W1G2INERERUJxiQ6rnM/BJkFqgBAH6uNkauhoiIyDIwINVz8ffKLq95OiphI7cycjVERESWgQGpnnt4ij8RERHVDQakeo4z2IiIiOoeA1I9xxlsREREdc/oAWnFihXw8/ODUqlEp06dcPz48Ue2VavVmDdvHgIDA6FUKhESEoLdu3frtNFoNJg1axb8/f2hUqkQGBiI+fPnQxAEsY0gCJg9ezY8PT2hUqkQFhaG69ev19prfBqx92ewcZFIIiKiumPUgLRp0yZERUVhzpw5+PvvvxESEoLw8HCkpqZW2X7mzJlYtWoVli1bhkuXLuHdd9/FoEGDcPr0abHNokWL8O2332L58uW4fPkyFi1ahC+++ALLli0T23zxxRdYunQpVq5ciWPHjsHW1hbh4eEoKiqq9ddcE1qtgJv3eImNiIiorkmEh7tW6linTp3QoUMHLF++HACg1Wrh4+ODiRMnYtq0aZXae3l5YcaMGRg/frx4LCIiAiqVCuvWrQMA9OvXD+7u7vj++++rbCMIAry8vPCPf/wDH3zwAQAgOzsb7u7uWL16NYYOHVqt2nNycuDo6Ijs7Gw4ODjo/R48zt2sQnT+/A9YSSW4Mr8XrGRG7/AjIiIyadX9/jbaN25JSQlOnTqFsLCwB8VIpQgLC0NMTEyVjykuLoZSqdQ5plKpcPjwYfHnzp07Izo6GteuXQMAnD17FocPH0bv3r0BAPHx8UhOTtZ5XkdHR3Tq1OmRz2ss5eOPGrvYMBwRERHVIaMtrJOeng6NRgN3d3ed4+7u7rhy5UqVjwkPD8fixYvRvXt3BAYGIjo6Gtu2bYNGoxHbTJs2DTk5OWjevDlkMhk0Gg0WLFiAYcOGAQCSk5PF56n4vOX3VaW4uBjFxcXizzk5OTV7wXp4sEktB2gTERHVJZPqlvj6668RFBSE5s2bQy6XY8KECRg5ciSk0gcvY/PmzVi/fj02bNiAv//+Gz/99BO+/PJL/PTTT0/13AsXLoSjo6N48/HxedqX80TlW4wEuHH8ERERUV0yWkBydXWFTCZDSkqKzvGUlBR4eHhU+Rg3Nzfs2LED+fn5uHXrFq5cuQI7OzsEBASIbT788ENMmzYNQ4cORXBwMN566y1MmTIFCxcuBADx3DV5XgCYPn06srOzxVtCQoJer7smuAYSERGRcRgtIMnlcrRr1w7R0dHiMa1Wi+joaISGhj72sUqlEt7e3igtLcXWrVsxYMAA8b6CggKdHiUAkMlk0Gq1AAB/f394eHjoPG9OTg6OHTv22OdVKBRwcHDQudU2BiQiIiLjMOrmXlFRUYiMjET79u3RsWNHLFmyBPn5+Rg5ciQAYPjw4fD29hZ7f44dO4bExES0adMGiYmJmDt3LrRaLaZOnSqes3///liwYAEaN26MVq1a4fTp01i8eDFGjRoFAJBIJJg8eTI+/fRTBAUFwd/fH7NmzYKXlxcGDhxY5+/Bo5SUapGQUQCAayARERHVNaMGpCFDhiAtLQ2zZ89GcnIy2rRpg927d4sDqG/fvq3TG1RUVISZM2ciLi4OdnZ26NOnD9auXQsnJyexzbJlyzBr1iyMGzcOqamp8PLywjvvvIPZs2eLbaZOnYr8/HyMHTsWWVlZ6Nq1K3bv3l1phpwx3c4ogFYAbOUyuNkrjF0OERGRRTHqOkimrLbXQdp7KQVj1pxEsLcjfpvY1eDnJyIiskT1fh0kerzyGWwcf0RERFT3GJDqKQ7QJiIiMh4GpHpKXCSSayARERHVOQakeoo9SERERMbDgFQP5RapkZZbtq0JAxIREVHdY0Cqh26ml61/5GavgL3S2sjVEBERWR4GpHooLp0z2IiIiIyJAakeiku7P0CbAYmIiMgoGJDqIQ7QJiIiMi4GpHqIAYmIiMi4GJDqGUEQxIDENZCIiIiMgwGpnknLK0ZecSmkEqCxMwMSERGRMTAg1TPlA7R9nG0gt+LHQ0REZAz8Bq5nOP6IiIjI+BiQ6hkGJCIiIuNjQKpnCks0kMukXAOJiIjIiCSCIAjGLsIU5eTkwNHREdnZ2XBwcDDouTVaAaVaLRRWMoOel4iIyNJV9/vbqg5romqSSSWQSRmOiIiIjIWX2IiIiIgqYEAiIiIiqoABiYiIiKgCBiQiIiKiChiQiIiIiCpgQCIiIiKqgAGJiIiIqAIGJCIiIqIKGJCIiIiIKmBAIiIiIqqAAYmIiIioAgYkIiIiogoYkIiIiIgqsDJ2AaZKEAQAQE5OjpErISIiouoq/94u/x5/FAYkPeXm5gIAfHx8jFwJERER1VRubi4cHR0feb9EeFKEoipptVrcvXsX9vb2kEgkBjtvTk4OfHx8kJCQAAcHB4Odl/THz6R+4edRv/DzqF/4eTyZIAjIzc2Fl5cXpNJHjzRiD5KepFIpGjVqVGvnd3Bw4F/ueoafSf3Cz6N+4edRv/DzeLzH9RyV4yBtIiIiogoYkIiIiIgqYECqZxQKBebMmQOFQmHsUug+fib1Cz+P+oWfR/3Cz8NwOEibiIiIqAL2IBERERFVwIBEREREVAEDEhEREVEFDEhEREREFTAg1TMrVqyAn58flEolOnXqhOPHjxu7JIu0cOFCdOjQAfb29mjYsCEGDhyIq1evGrssuu/zzz+HRCLB5MmTjV2KRUtMTMSbb74JFxcXqFQqBAcH4+TJk8YuyyJpNBrMmjUL/v7+UKlUCAwMxPz585+43xg9GgNSPbJp0yZERUVhzpw5+PvvvxESEoLw8HCkpqYauzSLc/DgQYwfPx5//fUX9u7dC7VajZdffhn5+fnGLs3inThxAqtWrULr1q2NXYpFy8zMRJcuXWBtbY3//e9/uHTpEr766is0aNDA2KVZpEWLFuHbb7/F8uXLcfnyZSxatAhffPEFli1bZuzSTBan+dcjnTp1QocOHbB8+XIAZfu9+fj4YOLEiZg2bZqRq7NsaWlpaNiwIQ4ePIju3bsbuxyLlZeXh7Zt2+Kbb77Bp59+ijZt2mDJkiXGLssiTZs2DUeOHMGff/5p7FIIQL9+/eDu7o7vv/9ePBYREQGVSoV169YZsTLTxR6keqKkpASnTp1CWFiYeEwqlSIsLAwxMTFGrIwAIDs7GwDg7Oxs5Eos2/jx49G3b1+d/0/IOH799Ve0b98er7/+Oho2bIhnn30W//73v41dlsXq3LkzoqOjce3aNQDA2bNncfjwYfTu3dvIlZkublZbT6Snp0Oj0cDd3V3nuLu7O65cuWKkqggo68mbPHkyunTpgmeeecbY5Visn3/+GX///TdOnDhh7FIIQFxcHL799ltERUXh448/xokTJ/D+++9DLpcjMjLS2OVZnGnTpiEnJwfNmzeHTCaDRqPBggULMGzYMGOXZrIYkIieYPz48bhw4QIOHz5s7FIsVkJCAiZNmoS9e/dCqVQauxxC2T8c2rdvj88++wwA8Oyzz+LChQtYuXIlA5IRbN68GevXr8eGDRvQqlUrnDlzBpMnT4aXlxc/Dz0xINUTrq6ukMlkSElJ0TmekpICDw8PI1VFEyZMwM6dO3Ho0CE0atTI2OVYrFOnTiE1NRVt27YVj2k0Ghw6dAjLly9HcXExZDKZESu0PJ6enmjZsqXOsRYtWmDr1q1Gqsiyffjhh5g2bRqGDh0KAAgODsatW7ewcOFCBiQ9cQxSPSGXy9GuXTtER0eLx7RaLaKjoxEaGmrEyiyTIAiYMGECtm/fjj/++AP+/v7GLsmi9ezZE+fPn8eZM2fEW/v27TFs2DCcOXOG4cgIunTpUmnpi2vXrsHX19dIFVm2goICSKW6X+kymQxardZIFZk+9iDVI1FRUYiMjET79u3RsWNHLFmyBPn5+Rg5cqSxS7M448ePx4YNG/Df//4X9vb2SE5OBgA4OjpCpVIZuTrLY29vX2n8l62tLVxcXDguzEimTJmCzp0747PPPsPgwYNx/PhxfPfdd/juu++MXZpF6t+/PxYsWIDGjRujVatWOH36NBYvXoxRo0YZuzSTxWn+9czy5cvxz3/+E8nJyWjTpg2WLl2KTp06GbssiyORSKo8/uOPP2LEiBF1WwxVqUePHpzmb2Q7d+7E9OnTcf36dfj7+yMqKgpjxowxdlkWKTc3F7NmzcL27duRmpoKLy8vvPHGG5g9ezbkcrmxyzNJDEhEREREFXAMEhEREVEFDEhEREREFTAgEREREVXAgERERERUAQMSERERUQUMSEREREQVMCARERERVcCARERkIAcOHIBEIkFWVpaxSyGip8SARERERFQBAxIRERFRBQxIRGQ2tFotFi5cCH9/f6hUKoSEhGDLli0AHlz+2rVrF1q3bg2lUonnnnsOFy5c0DnH1q1b0apVKygUCvj5+eGrr77Sub+4uBgfffQRfHx8oFAo0KRJE3z//fc6bU6dOoX27dvDxsYGnTt3rrTrPRHVfwxIRGQ2Fi5ciDVr1mDlypW4ePEipkyZgjfffBMHDx4U23z44Yf46quvcOLECbi5uaF///5Qq9UAyoLN4MGDMXToUJw/fx5z587FrFmzsHr1avHxw4cPx8aNG7F06VJcvnwZq1atgp2dnU4dM2bMwFdffYWTJ0/CysqKO6oTmSBuVktEZqG4uBjOzs7Yt28fQkNDxeOjR49GQUEBxo4dixdeeAE///wzhgwZAgDIyMhAo0aNsHr1agwePBjDhg1DWloa/u///k98/NSpU7Fr1y5cvHgR165dQ7NmzbB3716EhYVVquHAgQN44YUXsG/fPvTs2RMA8Pvvv6Nv374oLCyEUqms5XeBiAyFPUhEZBZu3LiBgoICvPTSS7CzsxNva9asQWxsrNju4fDk7OyMZs2a4fLlywCAy5cvo0uXLjrn7dKlC65fvw6NRoMzZ85AJpPh+eeff2wtrVu3Fv/s6ekJAEhNTX3q10hEdcfK2AUQERlCXl4eAGDXrl3w9vbWuU+hUOiEJH2pVKpqtbO2thb/LJFIAJSNjyIi08EeJCIyCy1btoRCocDt27fRpEkTnZuPj4/Y7q+//hL/nJmZiWvXrqFFixYAgBYtWuDIkSM65z1y5AiaNm0KmUyG4OBgaLVanTFNRGSe2INERGbB3t4eH3zwAaZMmQKtVouuXbsiOzsbR44cgYODA3x9fQEA8+bNg4uLC9zd3TFjxgy4urpi4MCBAIB//OMf6NChA+bPn48hQ4YgJiYGy5cvxzfffAMA8PPzQ2RkJEaNGoWlS5ciJCQEt27dQmpqKgYPHmysl05EtYABiYjMxvz58+Hm5oaFCxciLi4OTk5OaNu2LT7++GPxEtfnn3+OSZMm4fr162jTpg1+++03yOVyAEDbtm2xefNmzJ49G/Pnz4enpyfmzZuHESNGiM/x7bff4uOPP8a4ceNw7949NG7cGB9//LExXi4R1SLOYiMii1A+wywzMxNOTk7GLoeI6jmOQSIiIiKqgAGJiIiIqAJeYiMiIiKqgD1IRERERBUwIBERERFVwIBEREREVAEDEhEREVEFDEhEREREFTAgEREREVXAgERERERUAQMSERERUQUMSEREREQV/H/K0SAmULzUTQAAAABJRU5ErkJggg==",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 534ms/step - loss: 4.3101e-05 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 555ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.97      0.96      0.96       423\n",
            "           1       0.93      0.96      0.95       270\n",
            "\n",
            "    accuracy                           0.96       693\n",
            "   macro avg       0.95      0.96      0.95       693\n",
            "weighted avg       0.96      0.96      0.96       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 111s 2s/step - loss: 0.0391 - accuracy: 0.9834 - val_loss: 6.1729e-05 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 1.3658e-04 - accuracy: 1.0000 - val_loss: 3.6999e-05 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 2.8823e-04 - accuracy: 1.0000 - val_loss: 3.1309e-05 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 1.5176e-04 - accuracy: 1.0000 - val_loss: 2.9079e-05 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 5.2073e-05 - accuracy: 1.0000 - val_loss: 2.3002e-05 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0156 - accuracy: 0.9952 - val_loss: 1.6788e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0146 - accuracy: 0.9952 - val_loss: 2.6015e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0060 - accuracy: 0.9978 - val_loss: 9.0322e-05 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0056 - accuracy: 0.9973 - val_loss: 6.4731e-05 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 4.2162e-04 - accuracy: 1.0000 - val_loss: 4.1657e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 534ms/step - loss: 5.7463e-05 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 544ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.98      0.96      0.97       423\n",
            "           1       0.94      0.96      0.95       270\n",
            "\n",
            "    accuracy                           0.96       693\n",
            "   macro avg       0.96      0.96      0.96       693\n",
            "weighted avg       0.96      0.96      0.96       693\n",
            "\n",
            "Epoch 1/10\n",
            "58/58 [==============================] - 111s 2s/step - loss: 0.1069 - accuracy: 0.9644 - val_loss: 0.0317 - val_accuracy: 0.9896\n",
            "Epoch 2/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0077 - accuracy: 0.9978 - val_loss: 0.0020 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0058 - accuracy: 0.9984 - val_loss: 0.0182 - val_accuracy: 0.9948\n",
            "Epoch 4/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 5.6939e-04 - accuracy: 1.0000 - val_loss: 1.6197e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0020 - accuracy: 0.9989 - val_loss: 1.1233e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 0.0064 - accuracy: 0.9973 - val_loss: 1.1310e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0028 - accuracy: 0.9995 - val_loss: 1.1152e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "58/58 [==============================] - 99s 2s/step - loss: 0.0014 - accuracy: 0.9995 - val_loss: 9.4022e-05 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 1.5223e-04 - accuracy: 1.0000 - val_loss: 8.7281e-05 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "58/58 [==============================] - 97s 2s/step - loss: 1.3786e-04 - accuracy: 1.0000 - val_loss: 7.7316e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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JjY1l7dq1AGzcuJGioiKX47Rp04amTZueNyAVFBRQUFDgfJ2dnV1RH6taCAsLcz4PDAzEZDI5t61atYobb7yR//znP0yYMIHt27fzv//9j8jISOLj4/n555/Jzc2lbdu2TJs2zfGzzTsOmQeIuvouRo+JZ/SYMYAjCL/33nssXbqU5cuXExERwfTp07nrrrvc8rlrM8Mw2J16kpU708jbsognsmfgZSr48x1FpMbyPf2oLdZdPomY+/7mlnPXqICUmppKaGioy7bQ0FCys7M5deoUJ06cwGazldlm9+7dzmN4eXlRv379Um3+2ItytmnTpvH3v/+9XHUbhsGpIlu59r1UPp6WCrvzaty4cbz++uu0aNGCBg0acPDgQXr16sWLL76It7c3c+fOpXfv3uzZtYum1hzHToYNTp0Aw4DTdfz973/n1Vdf5bXXXmPWrFkMHDiQAwcO0LBhwwqpsy4rLLazfv9xVu5KY8XONFIyT9Hb/BP/9HwLD5OdAsMDg9J/H0wmE2YTmE0mTKbTl1zdUL9IXWOc/oeBgWE4XhunNzpfc/pJHWRy41WIGhWQ3Gn8+PHEx8c7X2dnZxMZGXlB+54qstFu0vI/b1gJdk6Jo55Xxfyap0yZwi233OJ83bBhQzp06OB8PXXqVL788ku+WvQpox6IA9Ppv9hFeZCZDPWbAjBkyBAeeOABAF566SXefPNN1q9fz2233VYhddY1WXlFrPotnRU701i9J4OTBcXO9+7z/JFXLG9jxs6pyweQ3vM1th3OYXtKFtsOZbIjJZucP7QvUc/LwhXhgbRvEsiVTQJpHxFIVCNfzGbFJpELUWyzczSnkLTsfMfjZAHpJc+zC0jLzif9ZAHHcy/8cpjV00xYgJWQACuhAVZC/b0JDbASEuD4MzTASoi/N77eteervZsbz12jfophYWGl7jZLS0sjICAAHx8fLBYLFoulzDYll4vCwsIoLCwkMzPTpRfpj23K4u3tjbe3d8V9mBqoS5cuLq9zcnKYPHkyS5cu5ciRIxQXF3Pq1CmS9+0B4iAgHMyn/4qdOl7yv0VceeWVzmP4+voSEBDgMohe/tyBY7ms3JXOyp1prP/9ODb7mf+9DPLzJrZtCA9Zf6TdhrcwYUCnwfjcOZNmZjPNggPo3SEcALvdYP+xXLYfymLboSy2pzhCU16hjfW/H2f978edx/X39uCKiNOBqUkgV0bUJ7Khj+aGkjrFZjc4lltA+umQcybs5Du2nXRsO5pTwIWO8PWymP8QcrwJ8bc6nzu3BVjx9/bQv29VqEYFpO7du/Of//zHZduKFSvo3r07AF5eXnTu3JmEhATnYG+73U5CQgKjRo0CoHPnznh6epKQkEC/fv0A2LNnD8nJyc7jVDQfTws7p8RVyrEv5NwVxdfX9cr2008/zYoVK3j99ddp2bIlPj4+3HtPXwoLCsDiBfUagskM9RoBJsg/AYCnh2tNJpMJu91eYXXWRna7wZZDmazcmcbKXWn8lpbj8n7rUH9i24UQ2zaUDk3qY948F74eDxjQ5WHo9TqYSw/ONptNRAf7ER3sR9+rIgDHF0BSRg7bD2U5e5p+PZzNyYJi1u47xtp9x5z7B/p4OnuYHMGpPuGBVv1HvA4xDIOC4trx729eoc3Z4+MMQKcDT/rpMJSRU+DyPyTnYzGbCPF3hJuS3p6SsOMMQP5W6tfz1L8z1ZBbA1JOTg6JiYnO1/v372fLli00bNiQpk2bMn78eFJSUpg7dy4Ajz32GLNnz2bs2LEMGzaMb7/9ls8++4ylS5c6jxEfH8/gwYPp0qUL3bp1Y+bMmeTm5jJ06FDAMQD54YcfJj4+noYNGxIQEMATTzxB9+7dL/gOtotlMpkq7DJXdfLjjz8yZMgQ7r77bgBysrP4/UAydLsS/MIc4QjA0wcaNIcT+x2vc9LBsJ95X8p0qtDGmsSjrNyZRsLuNI7mnOmKt5hNxDRvSGzbUGLbhtK00R+Wtdnw/2Dp6UGN3f4Kt7/iHP91ISxmE5eF+nNZqD/9OjcBHJcL9qY7QtO2lEy2H8pi15GTZJ0q4oe9R/lh71Hn/o18vU73MDkC05VNAgkNqFl3/MmfS8vOZ+GGgyzccJCUzFPuLqdKmUyOntqSgBNydm/P6R6gRr5euixdg7n1W/uXX37hxhtvdL4uGeMzePBgPvzwQ44cOUJycrLz/ebNm7N06VLGjBnDG2+8QZMmTfh//+//ERd3pnemf//+ZGRkMGnSJFJTU+nYsSPLli1zGbj9z3/+E7PZTL9+/SgoKCAuLo633nqrCj5x7dKqVSsWL15M7969MZlMTBw/1tETZLZAvbNuy/QJBFNzx/OiPDi+Hxo2V0g6S3p2Pgm7HZfO1iQedfk/c39vD3q2CSG2bQg9LwshsJ5n6QOsexf+O9bxvPsouPUfFxWOzsXDYqZt4wDaNg7g/q6OsXeFxXZ+SzvpvDS37VAWe1JPciy3kFV7Mli1J8O5f7C/9+nAVDKmqT7B/nX7knVNZLcb/Jh0lPk/J7NiV9oF96TUJI18vc4EHv/SPT4h/laC/LzwsOi/XbWdWwNSz549Od80TGXNkt2zZ082b9583uOOGjXKeUmtLFarlTlz5lzwBJVSthkzZjBs2DB69OhBUFAQzz72INmZx8DTt+zgYw08/cQEBdmOkNSgeZXWXN0YhsGeNMet+Ct2pbP1YKbL+00a+BDbNpRb2oXSNarh+ecw+mk2/O95x/NrRkPs5AoJR+fi5WHmiohArogIBBwD8POLbOxOPcn2Q5mng1MWv6WdJONkAQm700nYfWasWeNAq8ulufYRgTT09aq0eqX8juUU8MXGQyxYn8yBY3nO7d2iGjLw6qb0bB2CRy3oKfG0mDVPmDhVm4kia5raNlHkJTuZCiePgMUbQtqe/4u54CQc2wfYwdsfGrQoc3xMdVQRv9sim+NW/BWnxxMdOuF6eaJjZH1i24YQ2y6U1qH+FzY2Yc0/YeVkx/Prn4Ebn6/UcHQxThXa2Hkk6/TlOcefiRk5ZQ5gbdLAx9nDdGWTQK4IDyy7p0wqnWEYbPj9BPPXHeC/21MptDl6M/2tHvTr1IS/xDTlslB/N1cpcvFq5USRUk3Zix3jigD8w/78i9nbHxq1gOP7HGHpeBI0bFHrZt3+o6xTRazak87KXems2pPOyfwzt9Z7e5i5rlUQsW1DualNCCEXO15n9Wvw3T8cz3s+Bz2frcDKL52Pl4XOzRrSudmZea5yCorZeTibbYcy2X46NO07msuhE6c4dOIU/9l+Zk6yqEb1HGOZTl+iuzw8AH+rQlNlyTpVxOJNh5i/LpnE9DM3A3RoEsjAmGbc2aFxrRxTKXI2/S2XS5eT4ZgQ0sMKPhc4Jby3PzSMdoSjwhxHWKplISn5WB4rdzl6idbvP06xy634XtzcJpTYdqFc2zIIH69yfG7DgFUvw+qXHa9vmgjXP11B1VcuP28PujVvSLfmZ0JTdn4RO1Jce5qSj+fx+zHH4+uthwFH/r48PMA5QP3y8ADdAXSJDMNg66Es5v98gK+3HSa/yNFbVM/LQp+O4QyMaXb6UqpI3aGAJJfGVgy5Jb1HjS/uso63HzRqCcdOh6RjSdAousaGJLvdYOuhTEco2pnOnrSTLu9fFurn+FJvF0rHJvUv7e4Ww4Bvp8IP0x2vb5kC1zx1CdW7X4DVkx7RQfSIDnJuy8wrPD3VQJZz2oGUzFPsSMlmR0o2M1fuJTzQys2nf65Xt2iIt0fN/PvjDrkFxfzflsPMX3eAXw+fWT6pTZg/A69uRt+O4eqtkzpLAUkuTe7pW/Y9fP4wCPsiePk6QtGxJCjKhWOJp0NSzfirWXIrfsKuNFbuSudozpm1zixmE92iGhLbLpTYtiE0a1RBKyQZBqyYBD+96Xgd9xJ0H1kxx65m6tfz4rpWwVzXKti5Lf1kPqv3ZLByVxrf/3aUw1n5zPv5APN+PoCvl4UbWgcT2zaUG1uH0ECDvsu083A2C9YfYMnmw86Z1L08zNx5ZWMGxjSjU9P66pWTOk+DtMtJg7QBWxGk73QEpAbNwad++Y9VmOcIR4YNPOtV25CUn59PYtI+9uRa+e+uY/ywt/St+De0DuaWdqHnvhX/UhgGLH8Ofj49LcXtr0HMoxV7jhokv8jG2qRjrNiVxsqdaaSfPBNQzSboEtWQW073LjUPqk1LeF68/CIbS7cdYf66A2xKznRubxHky19imtKvUxMFSqkTLnSQtgJSOSkgAVkpjh4kTx8Ian3pd00V5cHR0yHJw8dx+c3i/pBUMlNw9qkiTpzMJfnAASZ/l07KSccCxBH1fbil3QXein9phTjmOFr/L8frO/8JXYZVzrlqILvdYMfhLOeUCbuOZLu8Hx3s67zE2alpAyy14Lb0C5GYnsOCdcks2nSIrFNFAHiYTcRdEcbAmKZ0b9FIvUVSpyggVbI6H5BsRZC2E7A7BleX5/JaWYpOOXqS7MWnQ1I0WCp3DITNblBss1NU8qfNoMhmp9hmUGS3U1hsp+j0Lc5GcSHphw/xya58OjUPvrhb8S+F3Q5L42HjB4AJ7noTOg2q3HPWcIdO5JGwK52Vu9L4ed8ximxn/lPX0NeLG1uHcEu7EK5rFVyrFvcExySey39NZf66A/y878x6ek0a+PBAt6bc16UJIf619L9NIn9CAamS1fmAlHUIcjMcl8OCLqvYOXdcQpL1dE/SxYcku92g2F468BSffl1kcwQi2wX8K2A2mfDz9sDbbOPYkUO0jG5Rdb9bux2+fhI2zwNM0Pct6PiXqjl3LXEyv4jvfzvKyl1pfLs73dmTAo6FQnu0bOS8Ky4ssOb+O3vweB4L1ifz+S8HnUvTmE1wU5tQBl7dlOtbBdeZnjORc1FAqmR1OiDZCk/3HhmOW/Wt5/4LVm5F+adDUlGpkGQ3DGfIKbaXhJ8/BKHT2y5mGQSzyYSnxYyHxfGnp8WEh9nxp6fFjNXTgsVsqvrfrd0G/zcStn7imJ387n/BlfdV/nlrsWKbnV8OnDh9KS7NZWZogPYRgacvxYXQrnH1n0Kg2Gbn293pzF+XzPd7M5wTcIYGeNO/a1MGdI0kvL6Pe4sUqUYUkCpZnQ5ImQch7+jpO9BaOXuPevbsSceOHZk5cyYAUVFRjB49mtGjR5/zUCaTiS+//JK+fftiGMYfAo+BrSifgNzfsRjFFOLJIUsE+TYLxfbSK4d3iGzAP9/7mJtuu8Nlu9lkcoQe81nhx2LG03z6T4v5gv+vukp/t7ZiWPIYbP8cTBbo9//ginsq95x1jGEYJGXksGKn41LcpuQTLjN8hwdaT9+FGEpMNZtC4EjWKT5d71gsNjU737n9+suCGRjTlJvbhGi9MJEyaCZtuSi9e/emqKiIZcuWlXrvhx9+4Prrr2fr1q1c2a4N5B1zvPEn8x5t2LABX19fZ/Ap6eX542UvgMOZp9h1JJtim52z07oXjWlhOoKXqYiI4kPET59HwvL/8vn/1vwh4JjYtHsfQQ0b4lvPx9nr42E2YTGbqn0PQJlsRbB4OPz6peNuvnvfh3Z93F1VrWMymWgZ4k/LEH9G9IzmaE4B355eLPiHvY4pBOauPcDctQfw8/bghsuCiW3nWCzYHXd82e0G3+/NYP66ZBJ2pVHSSdrI14v7ukTyQLfIiptOQqSOU0ASAB5++GH69evHoUOHaNKkict7H3zwAV26dOHKK6+EzGTAAC8/x2zY55BfZCMbH45mFVN8PBujVPQ544+DoE2c7vFxXuLyItsURYNTB/CmiCBzDt4eZq44a/bkZo1q0aK3xYWwaBjs+hrMnnD/R9Dmjj/fTy5ZkJ8393eJ5P4ukeQX2fgp6SgrdqaTsMsxhcDS7UdYuv1IlU8hkHGygM83HuST9ckcPH5m7b6Y5g0ZeHUz4i4PrVa9WyK1gfpfBYA777yT4OBgPvzwQ5ftOTk5fP755/Tt25cHBtxPRNsu1IvuQfueffnkk0/OebwTuYVc36kdH7w7xxmOUn7fz8P33UHXlmHce3N3dv/yIwAh/t60CvGjbeMA5r35In1u6MKVUaHc1K0978yYRqCvFUvwZXz4+X+YMv1ttm3bhtlsxmQyOes1mUwsWbLEef7t27dz00034ePjQ6NGjXj00UfJyTmzrtSQIUPo27cvr7/+Oo0bN6ZRo0aMHDmSoqIzg3fdorgAPh/sCEcWL+j/scKRm1g9LdzUJpRp97Tn5/E3838jr+GJm1rSJswfuwHr9x/nxf/s4sbXV3Hz9FVM++8ufvn9+EWNfTsfwzBYm3SMUQs20ePlBF5dtoeDx08RYPVg6DVRrIy/noV/7c5dHcIVjkQqgXqQqoJhOOb4cQfPehd0h5mHhweDBg3iww8/5Pnnn3f2znz++efYbDYefPBBPv8oj2eH3UNAoxCW/vQrDz30ENHR0XTr1q3U8fJPT57o5+1Bm7AAzCaDgbcPIjQ0lPXr1pGVleUcm1TP2wOf04tfBgQE8OGHHxIeHs727dsZPnw4/v7+jB07lv4Pj2LH7kSWffcDKz/7f9AwisBGoaXOnZubS1xcHN27d2fDhg2kp6fzyCOPMGrUKJcA+N1339G4cWO+++47EhMT6d+/Px07dmT48OEX+1OuGEX58NlDsPd/YPGGAQugVax7ahEXZrOJDpH16RBZn7/d2pqDx/Ocs6f/vO8YSRm5JK3ex7ur99HQ14ub2oQQ2zaU61oFXfQUApl5hSzalML8dQfYl5Hr3N4xsj4DY5py55Xh5Vu7T0QuigJSVSjKg5fC3XPu5w47BlNfgGHDhvHaa6+xevVqevbsCTgur/Xr149mEaE8/ci9joZBl/FE55tYvnw5n332WZkBqaDYMYmit4cZLw8z//vf/9i9ezfLly8nPNzxs3jppZe4/fbbXfabMGGC83lUVBRPP/00n376KWPHjsXHLxC/4CZ4eHgQFhQI5hzwCCt17gULFpCfn8/cuXPx9XV89tmzZ9O7d29eeeUVQkMdoapBgwbMnj0bi8VCmzZtuOOOO0hISHBPQCo6BZ/+BZK+dcz/9MAnEH1j1dchFySyYT2GXNOcIdc0Jzu/yLn0yXe70zmeW8gXGw/xxcZDeHmYuSa6EbHtQrm5zbmnEDAMg03JmSxYl8w32w47Z2f39bLQ56oI/tKtqRaLFaliCkji1KZNG3r06MH7779Pz549SUxM5IcffmDKlCnYMlN46Z/v8dnSBFJSMygsLKSgoIB69eqVOo7dblB4+j/wJXfR7Nq1i8jISGc4AujevXupfRcuXMibb75JUlISOTk5FBcXu95lYLaAh7fj1v/ifDi21zEFwB/s2rWLDh06OMMRwDXXXIPdbmfPnj3OgHT55ZdjsZz5P/HGjRuzffv2cvzkLlFhHnwyAPavdvT4/eUzaH5d1dch5RJg9aR3h3B6dwinyGbnl99PsHJXGit2ppF8PI/v9mTw3Z4MnmdHqSkEcgqKWbLlMPN/PsDu1DOLG7dtHMDAmKb0vSoCv1o2iaVITaF/86qCZz1HT467zn0RHn74YZ544gnmzJnDBx98QHR0NDf0iOGVyc/yxr8/YeaM12l/VRd8fX0ZPXo0hYWFpY7xx7XJLmZOurVr1zJw4ED+/ve/ExcXR2BgIJ9++inTp08/q6XJMb3AsUQoPj2pZDl4erpOPmkymbCXMYVApSrIcYSj339wDHwf+Dk061G1NUiF8bSY6R7diO7RjZhwR1sS03Oc68RtPpjJ9pQstqdk8c+VvxEeaCXzVBF5hWd6W3t3COcvMU25KlKLxYq4mwJSVTCZLvgyl7vdf//9PPXUUyxYsIC5c+cyYsQITDmp/LhhC3163cKDQx4GwG6389tvv9GuXbtSxyi5vGYynbnFvm3bthw8eJAjR47QuHFjAH7++WeX/X766SeaNWvG888/79x24MABlzZeXl7YbDbHGm2NWsLxRMflKYCiAue5PvzwQ3Jzc529SD/++CNms5nWrVtf6o+o4hSchPn3QfJa8PKHBxdB0xh3VyUVxGQy0SrUn1ah/jzesyUZJwv4bnc6K3al8cPeDA5nOeYuig72ZWBMM/p1alLxixuLSLkpIIkLPz8/+vfvz/jx48nOzmbIwP6Qn0mr5k35YtlqfvrpJxo0aMCMGTNIS0s7R0AquWX/jNjYWC677DIGDx7Ma6+9RnZ2tksQAmjVqhXJycl8+umndO3alaVLl/Lll1+6tImKimL//v1s2bKFJk2a4O8XiXfOIcebJ49AYR4DBw7khRdeYPDgwUyePJmMjAyeeOIJHnroIeflNbfLz4KP74VD68E7EB76Epp0dndVUomC/b25v2sk93d1TCGwbv9x/LwtdGraQL1FItWQbvOXUh5++GFOnDhBXFwc4f6O/3BPePZvdOrUmbi4OHr27ElYWBh9+/Ytc//8opIepDPbzGYzX375JadOnaJbt2488sgjvPjiiy773XXXXYwZM4ZRo0bRsWNHfvrpJyZOnOjSpl+/ftx2223ceOONBAcH88nCzx0L2gJgh2OJ1PMwWL58OcePH6dr167ce++93HzzzcyePbtCfj6X7FQmzLvbEY6s9WHw/ykc1TFWTws3XBZM52YNFY5EqiktNVJOdWKpkcI8OLrH8Ty4DXhe2HpOv6WdJL/IRlQjXwJ8quiSgd0Gx5OgMNexLEej6Eq5rHnJv9u84zCvLxzZCj4NYdD/QeMrK7xOEREp24UuNaIeJDm3k0ccf/o0uOBwZBiG8xKbt2cV/vUyWxwL53r5gWFzDNwuyPnz/apS7jH46C5HOKoXBEO+UTgSEammFJCkbIW5UJDteO5Xeq6hc+5ms2MYBiaTCa+qXijTbIGGLU6HJLujR6ng5J/vVxVyMuCj3pC2HXxDYMhSCL3c3VWJiMg5KCBJ2Zy9Rw3B88IvJRUUne498jC7Z2xFSU+St78jJB3b5/6QdDINProT0n91hM0hSyGkjXtrEhGR81JAktIKcs6ECv8L7z0C1xm03cZshgYtwDsAx8DtJMjPdk8t2UfgwzsgYzcERMDQ/0DwZe6pRURELpgCUiWqsePfS3qP6jVyzFp9EZw9SJ5uXivKbIaGzR230GPA8X2OW+sv0UX9TrMOwYe9HLN9B0Y6eo6cd9yJiEh1poBUCUpmaM7Lc9MCtZei4CQU5gAm8Lv4OYNKFqm1urMHqYTJDA2jwFoSkvbDqUsLSSW/07Nn4S4lMxk+6OUIZvWbOsJRw+aXdG4REak6miiyElgsFurXr096ejoA9erVqxlznRgGZKZAseGYn6fYcKx3dsG7G5zKP4VhN6DYg/z8Kl6241x8wqDQDoXZkLHPcanLeu5bO8tiGAZ5eXmkp6dTv359lzXcSjm+33G3WlYyNGgOg7+G+pGX+CFERKQqKSBVkrAwx9idkpBUIxTlQ246YIIATzi2/6J2t9kNUrPyMQGeedbqFQoNA07lOe7OS8lwXD70urh16gDq16/v/N2W6ViS42617BTHYPEh30BA+Lnbi4hItaSAVElMJhONGzcmJCSEoqIid5fz5wwDvngY0rbBlQPgqqcv+hBbDp5g8ndbCQu0Mv+R0kuQuJ29GSRMgT1LATPcMgVa33bBu3t6ep6/5+joXkc4OnkEgi5z9Bxd5CB3ERGpHhSQKpnFYjn/l2p1sXclJC0FDx/oPhzKMUt00vFCUk7aaBVer/rOIH7HS2DPgc0fw5Kh0Oct6PjApR83fTfMvQty0iC4LQz+CvxCLv24IiLiFtVgJK24nWHAd/9wPO/6MPiXb0HXxHTHzNUtg/0qqrKKZ7ZA71nQeahjnqQlI2DTvEs7ZtpOx638OWkQeoXjsprCkYhIjaaAJPDbMji8GTx94dox5T6MMyCFVOOABI4pAO78J3QdDhjw1Sj45f3yHSt1uyMc5R2FsCsdl9V8gyq0XBERqXoKSHWd3Q7fveh4HvPoJX2578vIBSC6ugckAJMJer0GVz/ueP3NGFj/3sUd4/AWx5ijU8ch/CrHZbV6DSu8VBERqXoKSHXd7m8cvSBe/tDjyXIfJregmJTMU0A1v8T2RyYTxL105nP/52lY+9aF7Zuy0THm6NQJiOgCDy1xLOorIiK1gtsD0pw5c4iKisJqtRITE8P69evP2baoqIgpU6YQHR2N1WqlQ4cOLFu2zKXNyZMnGT16NM2aNcPHx4cePXqwYcMGlzZDhgzBZDK5PG677cLvZqo17HZYNc3x/OoRl9T7UdJ71MjXiwa+XhVRXdUwmRx3s133N8fr5ePhxzfOv8/B9TC3r2Nm7sir4aEvwad+ZVcqIiJVyK0BaeHChcTHx/PCCy+wadMmOnToQFxc3DnnDpowYQLvvvsus2bNYufOnTz22GPcfffdbN682dnmkUceYcWKFcybN4/t27dz6623EhsbS0pKisuxbrvtNo4cOeJ8fPLJJ5X6WaulnV9C+k7HchzdH7+kQyVlOMYfRdeU3qM/MpngpolwwzjH6xWT4PvXy257YC3MuxsKsqHZNfDgoouedFJERKo/twakGTNmMHz4cIYOHUq7du145513qFevHu+/X/aA2Xnz5vHcc8/Rq1cvWrRowYgRI+jVqxfTp08H4NSpUyxatIhXX32V66+/npYtWzJ58mRatmzJ22+/7XIsb29vwsLCnI8GDerY5RG7DVa97HjeY9QlXx4qGaBdI8YflcVkghvHw40THK+/nQqrXnFt8/sa+LifYymW5tfDwM/Bu4Z+XhEROS+3BaTCwkI2btxIbGzsmWLMZmJjY1m7dm2Z+xQUFJSaX8fHx4c1a9YAUFxcjM1mO2+bEqtWrSIkJITWrVszYsQIjh07dt56CwoKyM7OdnnUaNu/gKO/OYJRzGOXfDhnQAr2veRjudUNz0DsZMfzVS/Bty86pkHYtxo+vheKcqHFjfDAQvCq4Z9VRETOyW0B6ejRo9hsNkJDXefcCQ0NJTU1tcx94uLimDFjBnv37sVut7NixQoWL17MkSOO1ef9/f3p3r07U6dO5fDhw9hsNj7++GPWrl3rbAOOy2tz584lISGBV155hdWrV3P77bdjs9nOWe+0adMIDAx0PiIja/DaWrZiWF3Se/RkhVwiKrnEVu1v8b8Q146BW0/f2ff9q7DoYVhwPxSfgpa3wAOflmuZEhERqTncPkj7Yrzxxhu0atWKNm3a4OXlxahRoxg6dChm85mPMW/ePAzDICIiAm9vb958800eeOABlzYDBgzgrrvuon379vTt25dvvvmGDRs2sGrVqnOee/z48WRlZTkfBw8erMyPWrm2fepYZb5eEHR79JIPV2yz8/sxxyDtWhGQwHHZ8bbTl9h2LHIs2nvZbTBgPnhW01nCRUSkwrgtIAUFBWGxWEhLS3PZnpaWds7FQIODg1myZAm5ubkcOHCA3bt34+fnR4sWLZxtoqOjWb16NTk5ORw8eJD169dTVFTk0uZsLVq0ICgoiMTExHO28fb2JiAgwOVRIxUXwurTX/zXjq6QMTTJx/Moshn4eFoID/S55ONVG1c/BndMB7MnXH433D8PPLzdXZWIiFQBtwUkLy8vOnfuTEJCgnOb3W4nISGB7t27n3dfq9VKREQExcXFLFq0iD59+pRq4+vrS+PGjTlx4gTLly8vs02JQ4cOcezYMRo3blz+D1RTbJkPmcngFwpdHq6QQ5aMP2oR7IvZbKqQY1YbXR+Bcclw34fgUYOmLxARkUvi1sVq4+PjGTx4MF26dKFbt27MnDmT3Nxchg4dCsCgQYOIiIhg2jTHXD3r1q0jJSWFjh07kpKSwuTJk7Hb7YwdO9Z5zOXLl2MYBq1btyYxMZFnnnmGNm3aOI+Zk5PD3//+d/r160dYWBhJSUmMHTuWli1bEhcXV/U/hKpUXHDm9vVr4ytsHE1ibRp/VBaNNxIRqXPcGpD69+9PRkYGkyZNIjU1lY4dO7Js2TLnwO3k5GSXsUP5+flMmDCBffv24efnR69evZg3bx7169d3tsnKymL8+PEcOnSIhg0b0q9fP1588UU8PT0BsFgsbNu2jY8++ojMzEzCw8O59dZbmTp1Kt7etfzyyaa5kH0I/MOh85AKO2xS+uklRmriHEgiIiJlMBmGYbi7iJooOzubwMBAsrKyasZ4pKJT8OZVcPKIY1xN10cq7NB95vzI1oOZvDWwE73a14HLlCIiUmNd6Pd3jbqLTS7BLx84wlFgJFz1UIUd1jAMktJr+SU2ERGpcxSQ6oLCXFgzw/H8+qcr9E6s9JMF5BQUYzZBs0YaqyMiIrWDAlJdsOH/QW4G1G8GHQdW6KFL7mBr1sgXbw9LhR5bRETEXRSQaruCk7BmpuP5Dc+CxbNCD39mkVotuyEiIrWHAlJtt+5dOHUcGkbDlf0r/PA1fpFaERGRMigg1Wb5WfDTLMfznuPAUvGzOpQEpJa6xV9ERGoRBaTa7Oe3IT8TglrDFf0q5RTOS2zqQRIRkVpEAam2OnUC1s5xPO85DswVP4A6O7+ItOwCQLf4i4hI7aKAVFv9NBsKsiHkcmjXt1JOUTL/UYi/NwHWih38LSIi4k4KSLVR7jFY947j+Y3jwVw5v+akDC0xIiIitZMCUm300xtQmANhV0KbOyvtNImaQVtERGopBaTaJicd1r/neH7j82AyVdqpNAeSiIjUVgpItc2Pb0BRHkR0hsviKvVUZ9Zg86/U84iIiFQ1BaTaJPuIY1kRgBufq9Teo8JiOweO5wG6xCYiIrWPAlJtsuafUJwPkVdD9M2VeqoDx3Kx2Q38vD0IDai4xW9FRESqAwWk2iLrEGz8wPG8knuP4A9LjAT7Yqrkc4mIiFQ1BaTa4ofpYCuEZtdC8+sr/XRag01ERGozBaTa4MQB2DTP8bwKeo/gj3ewKSCJiEjto4BUG3z/GtiLoEVPiLqmSk6ZmKE5kEREpPZSQKrpjiXBlgWO5zc+XyWntNsNktIds2grIImISG2kgFTTff8aGDZoeQtEdquSUx7JzudUkQ0Ps4mmDetVyTlFRESqkgJSTZbxG2xb6Hh+43NVdtqSAdpRQb54WvRXSEREah99u9Vkq18Bww6te0FEpyo7bVK6lhgREZHaTQGppkrbCTsWOZ73HF+lp9YAbRERqe0UkGqq1S8DBrS9CxpfWaWnTkxXQBIRkdpNAakmSt0OO/8PMFV57xHAPs2BJCIitZwCUk303TTHn1fcA6HtqvTUmXmFHM0pBBSQRESk9lJAqmkOb4Y9S8FkhhvGVfnpSy6vhQda8fX2qPLzi4iIVAUFpJrmu5ccf7a/H4Ivq/LTO5cY0fgjERGpxRSQapKDG2Dv/8BkgRvGuqUE5yK1urwmIiK1mAJSTfLdi44/Oz4AjaLdUkJShpYYERGR2k8BqaY48BPs+w7MHnD9M24rQz1IIiJSFygg1RQlY4+ueggaRLmlhPwiGwdP5AHqQRIRkdpNAakm2P89/P4DWLzg+qfdV8bRXAwDAqweBPl5ua0OERGRyqaAVN0ZBnx7euxR5yEQ2MRtpfxxBm2TyeS2OkRERCqbAlJ1l/QtHPwZPKxwbbxbS9ESIyIiUle4PSDNmTOHqKgorFYrMTExrF+//pxti4qKmDJlCtHR0VitVjp06MCyZctc2pw8eZLRo0fTrFkzfHx86NGjBxs2bHBpYxgGkyZNonHjxvj4+BAbG8vevXsr5fNdEsM4c+dal4choLFby0nSEiMiIlJHuDUgLVy4kPj4eF544QU2bdpEhw4diIuLIz09vcz2EyZM4N1332XWrFns3LmTxx57jLvvvpvNmzc72zzyyCOsWLGCefPmsX37dm699VZiY2NJSUlxtnn11Vd58803eeedd1i3bh2+vr7ExcWRn59f6Z/5ouz9H6RsBM96cO1od1ejHiQREak7DDfq1q2bMXLkSOdrm81mhIeHG9OmTSuzfePGjY3Zs2e7bLvnnnuMgQMHGoZhGHl5eYbFYjG++eYblzadOnUynn/+ecMwDMNutxthYWHGa6+95nw/MzPT8Pb2Nj755JMLrj0rK8sAjKysrAve56LY7YbxznWG8UKAYfxvYuWc4yIU2+zGZc//x2j27DfG70dz3F2OiIhIuVzo97fbepAKCwvZuHEjsbGxzm1ms5nY2FjWrl1b5j4FBQVYrVaXbT4+PqxZswaA4uJibDbbedvs37+f1NRUl/MGBgYSExNzzvOWnDs7O9vlUal2L4UjW8HLD3o8VbnnugApJ05RUGzHy8NMkwb13F2OiIhIpXJbQDp69Cg2m43Q0FCX7aGhoaSmppa5T1xcHDNmzGDv3r3Y7XZWrFjB4sWLOXLkCAD+/v50796dqVOncvjwYWw2Gx9//DFr1651tik59sWcF2DatGkEBgY6H5GRkeX+7H/KbodV0xzPYx4D30aVd64LlJhxEoAWQb5YzLqDTUREaje3D9K+GG+88QatWrWiTZs2eHl5MWrUKIYOHYrZfOZjzJs3D8MwiIiIwNvbmzfffJMHHnjApU15jB8/nqysLOfj4MGDl/pxzm3X/0HaDvAOgO4jK+88FyEp3bHEiBapFRGRusBtASkoKAiLxUJaWprL9rS0NMLCwsrcJzg4mCVLlpCbm8uBAwfYvXs3fn5+tGjRwtkmOjqa1atXk5OTw8GDB1m/fj1FRUXONiXHvpjzAnh7exMQEODyqBR2G6x62fG8+0io17ByznORtMSIiIjUJW4LSF5eXnTu3JmEhATnNrvdTkJCAt27dz/vvlarlYiICIqLi1m0aBF9+vQp1cbX15fGjRtz4sQJli9f7mzTvHlzwsLCXM6bnZ3NunXr/vS8VWLHYsjYDdZAuHqEu6txSszQHWwiIlJ3eLjz5PHx8QwePJguXbrQrVs3Zs6cSW5uLkOHDgVg0KBBREREMG2aYzzOunXrSElJoWPHjqSkpDB58mTsdjtjx451HnP58uUYhkHr1q1JTEzkmWeeoU2bNs5jmkwmRo8ezT/+8Q9atWpF8+bNmThxIuHh4fTt27fKfwalbJ7r+LPHE46QVA0YhvGHHiRfN1cjIiJS+dwakPr3709GRgaTJk0iNTWVjh07smzZMucA6uTkZJexQ/n5+UyYMIF9+/bh5+dHr169mDdvHvXr13e2ycrKYvz48Rw6dIiGDRvSr18/XnzxRTw9PZ1txo4dS25uLo8++iiZmZlce+21LFu2rNTdb27xl89h8zzoMMDdlTgdyy0k61QRJpMusYmISN1gMgzDcHcRNVF2djaBgYFkZWVV3nikauLnfccY8K+fiWzoww9jb3J3OSIiIuV2od/fNeouNnEPLTEiIiJ1jQKS/CnnEiMKSCIiUkcoIMmfSspwzIGkO9hERKSuUECSP5VUcgebApKIiNQRCkhyXrkFxaRkngJ0iU1EROoOBSQ5r/1HHZfXGvp60cDXy83ViIiIVA0FJDkvDdAWEZG6SAFJzitR449ERKQOUkCS8zozB5KWGBERkbpDAUnOy3mJTT1IIiJShyggyTkV2+z8fkxzIImISN2jgCTnlHw8jyKbgY+nhfBAH3eXIyIiUmUUkOScSi6vtQj2xWw2ubkaERGRqqOAJOekJUZERKSuUkCSc3Le4q85kEREpI5RQJJzSszQHWwiIlI3KSBJmQzDYJ96kEREpI5SQJIypZ8s4GRBMWYTRAXVc3c5IiIiVUoBScqUdLr3qFkjX7w9LG6uRkREpGopIEmZErXEiIiI1GEKSFImLVIrIiJ1mQKSlKlkkdqWGqAtIiJ1kAKSlEk9SCIiUpcpIEkp2flFpGUXAJoDSURE6iYFJCll3+klRkL8vQmwerq5GhERkaqngCSlaIkRERGp6xSQpJSSgKTLayIiUlcpIEkpSZoDSURE6jgFJCklydmD5O/mSkRERNxDAUlcFBbbOXA8D9AlNhERqbsUkMTFgWO52OwGft4ehAZ4u7scERERt1BAEhdn7mDzxWQyubkaERER91BAEhfOAdq6vCYiInWYApK40BxIIiIiCkhylsQMzYEkIiKigCROdrtBUrpjmREFJBERqcvcHpDmzJlDVFQUVquVmJgY1q9ff862RUVFTJkyhejoaKxWKx06dGDZsmUubWw2GxMnTqR58+b4+PgQHR3N1KlTMQzD2WbIkCGYTCaXx2233VZpn7GmOJKdz6kiGx5mE00b1nN3OSIiIm7j4c6TL1y4kPj4eN555x1iYmKYOXMmcXFx7Nmzh5CQkFLtJ0yYwMcff8x7771HmzZtWL58OXfffTc//fQTV111FQCvvPIKb7/9Nh999BGXX345v/zyC0OHDiUwMJAnn3zSeazbbruNDz74wPna21u3tJdMEBkV5Iunxe3ZWURExG3K9S343XffVcjJZ8yYwfDhwxk6dCjt2rXjnXfeoV69erz//vtltp83bx7PPfccvXr1okWLFowYMYJevXoxffp0Z5uffvqJPn36cMcddxAVFcW9997LrbfeWqpnytvbm7CwMOejQYMGFfKZarI/3uIvIiJSl5UrIN12221ER0fzj3/8g4MHD5brxIWFhWzcuJHY2NgzxZjNxMbGsnbt2jL3KSgowGq1umzz8fFhzZo1ztc9evQgISGB3377DYCtW7eyZs0abr/9dpf9Vq1aRUhICK1bt2bEiBEcO3bsvPUWFBSQnZ3t8qhtNEBbRETEoVwBKSUlhVGjRvHFF1/QokUL4uLi+OyzzygsLLzgYxw9ehSbzUZoaKjL9tDQUFJTU8vcJy4ujhkzZrB3717sdjsrVqxg8eLFHDlyxNlm3LhxDBgwgDZt2uDp6clVV13F6NGjGThwoLPNbbfdxty5c0lISOCVV15h9erV3H777dhstnPWO23aNAIDA52PyMjIC/6sNcWZNdgUkEREpG4rV0AKCgpizJgxbNmyhXXr1nHZZZfx+OOPEx4ezpNPPsnWrVsruk4A3njjDVq1akWbNm3w8vJi1KhRDB06FLP5zMf47LPPmD9/PgsWLGDTpk189NFHvP7663z00UfONgMGDOCuu+6iffv29O3bl2+++YYNGzawatWqc557/PjxZGVlOR/l7TmrzpyTRGoOJBERqeMueSRup06dGD9+PKNGjSInJ4f333+fzp07c9111/Hrr7+ec7+goCAsFgtpaWku29PS0ggLCytzn+DgYJYsWUJubi4HDhxg9+7d+Pn50aJFC2ebZ555xtmL1L59ex566CHGjBnDtGnTzllLixYtCAoKIjEx8ZxtvL29CQgIcHnUJpl5hRzNcfQAKiCJiEhdV+6AVFRUxBdffEGvXr1o1qwZy5cvZ/bs2aSlpZGYmEizZs247777zrm/l5cXnTt3JiEhwbnNbreTkJBA9+7dz3tuq9VKREQExcXFLFq0iD59+jjfy8vLc+lRArBYLNjt9nMe79ChQxw7dozGjRv/2ceutUp6j8IDrfh6u/XmRhEREbcr1zfhE088wSeffIJhGDz00EO8+uqrXHHFFc73fX19ef311wkPDz/vceLj4xk8eDBdunShW7duzJw5k9zcXIYOHQrAoEGDiIiIcPb+rFu3jpSUFDp27EhKSgqTJ0/GbrczduxY5zF79+7Niy++SNOmTbn88svZvHkzM2bMYNiwYQDk5OTw97//nX79+hEWFkZSUhJjx46lZcuWxMXFlefHUSs472DT+CMREZHyBaSdO3cya9Ys7rnnnnPOHxQUFPSn0wH079+fjIwMJk2aRGpqKh07dmTZsmXOgdvJyckuvUH5+flMmDCBffv24efnR69evZg3bx7169d3tpk1axYTJ07k8ccfJz09nfDwcP76178yadIkwNGbtG3bNj766CMyMzMJDw/n1ltvZerUqXV6LqSkDMcM2rq8JiIiAibjj1NMywXLzs4mMDCQrKysWjEeadiHG/h2dzpT+17BQ1c3c3c5IiIileJCv7/LNQZp2rRpZU7m+P777/PKK6+U55DiZiWX2FqqB0lERKR8Aendd9+lTZs2pbZffvnlvPPOO5dclFSt/CIbB0/kAZoDSUREBMoZkFJTU8u84ys4ONhl0kapGfYfzcUwIMDqQZCfl7vLERERcbtyBaTIyEh+/PHHUtt//PHHP71zTaqfxD/MoG0ymdxcjYiIiPuV6y624cOHM3r0aIqKirjpppsASEhIYOzYsfztb3+r0AKl8iVpDTYREREX5QpIzzzzDMeOHePxxx93rr9mtVp59tlnGT9+fIUWKJXPOQeSBmiLiIgA5QxIJpOJV155hYkTJ7Jr1y58fHxo1apVnZ5HqCZL1CK1IiIiLi5pTQk/Pz+6du1aUbWIG9jsBvuPOiaJVEASERFxKHdA+uWXX/jss89ITk52XmYrsXjx4ksuTKpGyolTFBTb8fIw06RBPXeXIyIiUi2U6y62Tz/9lB49erBr1y6+/PJLioqK+PXXX/n2228JDAys6BqlEpUM0G4R5IvFrDvYREREoJwB6aWXXuKf//wnX3/9NV5eXrzxxhvs3r2b+++/n6ZNm1Z0jVKJNEBbRESktHIFpKSkJO644w4AvLy8yM3NxWQyMWbMGP71r39VaIFSuZwBSeOPREREnMoVkBo0aMDJkycBiIiIYMeOHQBkZmaSl5dXcdVJpdMcSCIiIqWVa5D29ddfz4oVK2jfvj333XcfTz31FN9++y0rVqzg5ptvrugapZIYhkFiRsklNl83VyMiIlJ9lCsgzZ49m/z8fACef/55PD09+emnn+jXrx8TJkyo0AKl8hzLLSQzrwiTSWOQRERE/uiiA1JxcTHffPMNcXFxAJjNZsaNG1fhhUnlSzo9/qhJAx+snhY3VyMiIlJ9XPQYJA8PDx577DFnD5LUXGcur6n3SERE5I/KNUi7W7dubNmypYJLkaqWlH56Bm0FJBERERflGoP0+OOPEx8fz8GDB+ncuTO+vq4DfK+88soKKU4qV6LuYBMRESlTuQLSgAEDAHjyySed20wmE4ZhYDKZsNlsFVOdVKokzYEkIiJSpnIFpP3791d0HVLF8gqLSck8BegSm4iIyNnKFZCaNWtW0XVIFduX4Rh/1NDXiwa+Xm6uRkREpHopV0CaO3fued8fNGhQuYqRqlOyxIh6j0REREorV0B66qmnXF4XFRWRl5eHl5cX9erVU0CqAUqWGNH4IxERkdLKdZv/iRMnXB45OTns2bOHa6+9lk8++aSia5RK4FykVkuMiIiIlFKugFSWVq1a8fLLL5fqXZLqSYvUioiInFuFBSRwzLJ9+PDhijykVIJim539R09PEqmAJCIiUkq5xiB99dVXLq8Nw+DIkSPMnj2ba665pkIKk8qTfDyPIpuBj6eF8EAfd5cjIiJS7ZQrIPXt29fltclkIjg4mJtuuonp06dXRF1SiZJO3+LfItgXs9nk5mpERESqn3IFJLvdXtF1SBU6M0Bbl9dERETKUqFjkKRmcM6BpPFHIiIiZSpXQOrXrx+vvPJKqe2vvvoq99133yUXJZVLd7CJiIicX7kC0vfff0+vXr1Kbb/99tv5/vvvL7koqTyGYZxZpFaX2ERERMpUroCUk5ODl1fp9bs8PT3Jzs6+5KKk8qSfLOBkQTFmE0QF1XN3OSIiItVSuQJS+/btWbhwYantn376Ke3atbvkoqTylPQeNWvki7eHxc3ViIiIVE/luott4sSJ3HPPPSQlJXHTTTcBkJCQwCeffMLnn39eoQVKxUrM0BIjIiIif6ZcPUi9e/dmyZIlJCYm8vjjj/O3v/2NQ4cOsXLlylJzJP2ZOXPmEBUVhdVqJSYmhvXr15+zbVFREVOmTCE6Ohqr1UqHDh1YtmyZSxubzcbEiRNp3rw5Pj4+REdHM3XqVAzDcLYxDINJkybRuHFjfHx8iI2NZe/evRdVd03lHH+kAdoiIiLnZrjRp59+anh5eRnvv/++8euvvxrDhw836tevb6SlpZXZfuzYsUZ4eLixdOlSIykpyXjrrbcMq9VqbNq0ydnmxRdfNBo1amR88803xv79+43PP//c8PPzM9544w1nm5dfftkIDAw0lixZYmzdutW46667jObNmxunTp264NqzsrIMwMjKyir/D8AN/vLeWqPZs98Yn21IdncpIiIiVe5Cv79NhvGHrpULtGHDBux2OzExMS7b161bh8VioUuXLhd0nJiYGLp27crs2bMBxwSUkZGRPPHEE4wbN65U+/DwcJ5//nlGjhzp3NavXz98fHz4+OOPAbjzzjsJDQ3l3//+d5ltDMMgPDycv/3tbzz99NMAZGVlERoayocffsiAAQMuqPbs7GwCAwPJysoiICDggvapDmJeWkladgGLH+9Bp6YN3F2OiIhIlbrQ7+9yXWIbOXIkBw8eLLU9JSXFJbycT2FhIRs3biQ2NvZMMWYzsbGxrF27tsx9CgoKsFqtLtt8fHxYs2aN83WPHj1ISEjgt99+A2Dr1q2sWbOG22+/HYD9+/eTmprqct7AwEBiYmLOed7a4mR+EWnZBYBu8RcRETmfcg3S3rlzJ506dSq1/aqrrmLnzp0XdIyjR49is9kIDQ112R4aGsru3bvL3CcuLo4ZM2Zw/fXXEx0dTUJCAosXL8ZmsznbjBs3juzsbNq0aYPFYsFms/Hiiy8ycOBAAFJTU53nOfu8Je+VpaCggIKCAufrmjidQckabMH+3gT6eLq5GhERkeqrXD1I3t7epKWlldp+5MgRPDzKlbkuyBtvvEGrVq1o06YNXl5ejBo1iqFDh2I2n/kYn332GfPnz2fBggVs2rSJjz76iNdff52PPvroks49bdo0AgMDnY/IyMhL/ThVzrnEiHqPREREzqtcAenWW29l/PjxZGVlObdlZmby3HPPccstt1zQMYKCgrBYLKWCVlpaGmFhYWXuExwczJIlS8jNzeXAgQPs3r0bPz8/WrRo4WzzzDPPMG7cOAYMGED79u156KGHGDNmDNOmTQNwHvtizgs4P2/Jo6xLjNWdlhgRERG5MOUKSK+//joHDx6kWbNm3Hjjjdx44400b96c1NRUpk+ffkHH8PLyonPnziQkJDi32e12EhIS6N69+3n3tVqtREREUFxczKJFi+jTp4/zvby8PJceJQCLxYLdbgegefPmhIWFuZw3OzubdevWnfe83t7eBAQEuDxqmsR0zYEkIiJyIcp1PSwiIoJt27Yxf/58tm7dio+PD0OHDuWBBx7A0/PCx7bEx8czePBgunTpQrdu3Zg5cya5ubkMHToUgEGDBhEREeHs/Vm3bh0pKSl07NiRlJQUJk+ejN1uZ+zYsc5j9u7dmxdffJGmTZty+eWXs3nzZmbMmMGwYcMAMJlMjB49mn/84x+0atWK5s2bM3HiRMLDwy96Dqea5kwPkr+bKxEREaneyj1gyNfXl2uvvZamTZtSWFgIwH//+18A7rrrrgs6Rv/+/cnIyGDSpEmkpqbSsWNHli1b5hxAnZyc7NIblJ+fz4QJE9i3bx9+fn706tWLefPmUb9+fWebWbNmMXHiRB5//HHS09MJDw/nr3/9K5MmTXK2GTt2LLm5uTz66KNkZmZy7bXXsmzZslJ3yNUmhcV2DhzLA3SJTURE5M+Uax6kffv2cffdd7N9+3ZMJhOGYWAymZzv//Gustqqps2DtDftJLf883v8vD3YPvlWl9+XiIhIXVGp8yA99dRTNG/enPT0dOrVq8eOHTtYvXo1Xbp0YdWqVeWtWSpR0h/WYFM4EhEROb9yXWJbu3Yt3377LUFBQZjNZiwWC9deey3Tpk3jySefZPPmzRVdp1yiRK3BJiIicsHK1YNks9nw93cM9A0KCuLw4cMANGvWjD179lRcdVJhztzBpoAkIiLyZ8rVg3TFFVewdetWmjdvTkxMDK+++ipeXl7861//cpmTSKqPklm0NUBbRETkz5UrIE2YMIHcXMcX7pQpU7jzzju57rrraNSoEQsXLqzQAuXS2e3GH8YgKSCJiIj8mXIFpLi4OOfzli1bsnv3bo4fP06DBg00ALgaSs3OJ6/QhofZRLNG9dxdjoiISLVXYQunNWzYsKIOJRWsZPxRVJAvnpZyDTsTERGpU/RtWQdoiREREZGLo4BUB2iRWhERkYujgFQHlPQgKSCJiIhcGAWkOkB3sImIiFwcBaRaLjOvkKM5jsWEFZBEREQujAJSLVfSexQeaMXXu8JuWhQREanVFJBquaR0x4SeWoNNRETkwikg1XKJGn8kIiJy0RSQajnnHEjqQRIREblgCki1nHMOJPUgiYiIXDAFpFosv8jGweN5gOZAEhERuRgKSLXY/qO52A0IsHoQ5Ofl7nJERERqDAWkWuyPS4yYTCY3VyMiIlJzKCDVYlpiREREpHwUkGox5x1sGqAtIiJyURSQarGkDMckkepBEhERuTgKSLWUzW6wT5NEioiIlIsCUi11OPMUBcV2vDzMRDas5+5yREREahQFpFqqZPxRiyBfLGbdwSYiInIxFJBqKQ3QFhERKT8FpFqqZA4krcEmIiJy8RSQainNgSQiIlJ+Cki1kGEYJDrvYPN1czUiIiI1jwJSLXQ8t5DMvCJMJo1BEhERKQ8FpFqo5PJakwY+WD0tbq5GRESk5lFAqoVKZtBW75GIiEj5KCDVQs4B2gpIIiIi5aKAVAsl6hZ/ERGRS6KAVAsl6RZ/ERGRS6KAVMvkFRaTknkK0CU2ERGR8qoWAWnOnDlERUVhtVqJiYlh/fr152xbVFTElClTiI6Oxmq10qFDB5YtW+bSJioqCpPJVOoxcuRIZ5uePXuWev+xxx6rtM9YVfadHqDd0NeLBr5ebq5GRESkZnJ7QFq4cCHx8fG88MILbNq0iQ4dOhAXF0d6enqZ7SdMmMC7777LrFmz2LlzJ4899hh33303mzdvdrbZsGEDR44ccT5WrFgBwH333edyrOHDh7u0e/XVVyvvg1aRkiVG1HskIiJSfm4PSDNmzGD48OEMHTqUdu3a8c4771CvXj3ef//9MtvPmzeP5557jl69etGiRQtGjBhBr169mD59urNNcHAwYWFhzsc333xDdHQ0N9xwg8ux6tWr59IuICCgUj9rVXAuUqvxRyIiIuXm1oBUWFjIxo0biY2NdW4zm83Exsaydu3aMvcpKCjAarW6bPPx8WHNmjXnPMfHH3/MsGHDMJlMLu/Nnz+foKAgrrjiCsaPH09eXt45ay0oKCA7O9vlUR0laYkRERGRS+bhzpMfPXoUm81GaGioy/bQ0FB2795d5j5xcXHMmDGD66+/nujoaBISEli8eDE2m63M9kuWLCEzM5MhQ4a4bP/LX/5Cs2bNCA8PZ9u2bTz77LPs2bOHxYsXl3mcadOm8fe///3iP2QV0yK1IiIil86tAak83njjDYYPH06bNm0wmUxER0czdOjQc16S+/e//83tt99OeHi4y/ZHH33U+bx9+/Y0btyYm2++maSkJKKjo0sdZ/z48cTHxztfZ2dnExkZWUGfqmIU2+zsP+oYpK2AJCIiUn5uvcQWFBSExWIhLS3NZXtaWhphYWFl7hMcHMySJUvIzc3lwIED7N69Gz8/P1q0aFGq7YEDB1i5ciWPPPLIn9YSExMDQGJiYpnve3t7ExAQ4PKobg6eOEWRzcDH00J4oI+7yxEREamx3BqQvLy86Ny5MwkJCc5tdrudhIQEunfvft59rVYrERERFBcXs2jRIvr06VOqzQcffEBISAh33HHHn9ayZcsWABo3bnxxH6IaKbm81iLYF7PZ9CetRURE5FzcfoktPj6ewYMH06VLF7p168bMmTPJzc1l6NChAAwaNIiIiAimTZsGwLp160hJSaFjx46kpKQwefJk7HY7Y8eOdTmu3W7ngw8+YPDgwXh4uH7MpKQkFixYQK9evWjUqBHbtm1jzJgxXH/99Vx55ZVV88ErgfMONt3iLyIickncHpD69+9PRkYGkyZNIjU1lY4dO7Js2TLnwO3k5GTM5jMdXfn5+UyYMIF9+/bh5+dHr169mDdvHvXr13c57sqVK0lOTmbYsGGlzunl5cXKlSudYSwyMpJ+/foxYcKESv2slc05B5LGH4mIiFwSk2EYhruLqImys7MJDAwkKyur2oxH6jvnR7YczOStgZ3o1b7mXioUERGpLBf6/e32iSKlYhiG4VykVpfYRERELo0CUi2RcbKAkwXFmE0QFVTP3eWIiIjUaApItUTJAO1mjXzx9rC4uRoREZGaTQGpltASIyIiIhVHAamW0CK1IiIiFUcBqZZIzNAAbRERkYqigFRLJKVrDTYREZGKooBUC5zMLyI1Ox9QD5KIiEhFUECqBZIyHL1Hwf7eBPp4urkaERGRmk8BqRYomSCypXqPREREKoQCUi2QqDXYREREKpQCUi1wZokRzYEkIiJSERSQaoEzPUj+bq5ERESkdlBAquEKi+0cOJYH6BKbiIhIRVFAquGSj+disxv4eXsQGuDt7nJERERqBQWkGi7xD+OPTCaTm6sRERGpHRSQargzAUmX10RERCqKAlINVzJJpBapFRERqTgKSDVcSQ+SBmiLiIhUHAWkGswwDJIydIlNRESkoikg1WBHsvLJK7ThYTbRrFE9d5cjIiJSaygg1WAll9eignzxtOhXKSIiUlH0rVqDnbm8piVGREREKpICUg2mAdoiIiKVQwGpBlNAEhERqRwKSDWYcw4k3cEmIiJSoRSQaqisvCKO5hQACkgiIiIVTQGphkrMOAlA40Arvt4ebq5GRESkdlFAqqGS0h2X1zT+SEREpOIpINVQiZpBW0REpNIoINVQSafvYNMitSIiIhVPAamGKulBaqkeJBERkQqngFQD5RfZOHg8D9AYJBERkcqggFQD/X4sF7sBAVYPgvy83F2OiIhIraOAVAP9cQZtk8nk5mpERERqHwWkGkhLjIiIiFSuahGQ5syZQ1RUFFarlZiYGNavX3/OtkVFRUyZMoXo6GisVisdOnRg2bJlLm2ioqIwmUylHiNHjnS2yc/PZ+TIkTRq1Ag/Pz/69etHWlpapX3GiqQlRkRERCqX2wPSwoULiY+P54UXXmDTpk106NCBuLg40tPTy2w/YcIE3n33XWbNmsXOnTt57LHHuPvuu9m8ebOzzYYNGzhy5IjzsWLFCgDuu+8+Z5sxY8bw9ddf8/nnn7N69WoOHz7MPffcU7kftoKoB0lERKRymQzDMNxZQExMDF27dmX27NkA2O12IiMjeeKJJxg3blyp9uHh4Tz//PMuvUH9+vXDx8eHjz/+uMxzjB49mm+++Ya9e/diMpnIysoiODiYBQsWcO+99wKwe/du2rZty9q1a7n66qv/tO7s7GwCAwPJysoiICCgPB+9XOx2g7aTllFQbGfV0z2JCvKtsnOLiIjUdBf6/e3WHqTCwkI2btxIbGysc5vZbCY2Npa1a9eWuU9BQQFWq9Vlm4+PD2vWrDnnOT7++GOGDRvmHNC8ceNGioqKXM7bpk0bmjZtet7zZmdnuzzcISXzFAXFdrw8zEQ2rOeWGkRERGo7twako0ePYrPZCA0NddkeGhpKampqmfvExcUxY8YM9u7di91uZ8WKFSxevJgjR46U2X7JkiVkZmYyZMgQ57bU1FS8vLyoX7/+BZ932rRpBAYGOh+RkZEX/kErUMnltRZBvljMuoNNRESkMrh9DNLFeuONN2jVqhVt2rTBy8uLUaNGMXToUMzmsj/Kv//9b26//XbCw8Mv6bzjx48nKyvL+Th48OAlHa+8krQGm4iISKVza0AKCgrCYrGUunssLS2NsLCwMvcJDg5myZIl5ObmcuDAAXbv3o2fnx8tWrQo1fbAgQOsXLmSRx55xGV7WFgYhYWFZGZmXvB5vb29CQgIcHm4Q6LWYBMREal0bg1IXl5edO7cmYSEBOc2u91OQkIC3bt3P+++VquViIgIiouLWbRoEX369CnV5oMPPiAkJIQ77rjDZXvnzp3x9PR0Oe+ePXtITk7+0/O6m+5gExERqXwe7i4gPj6ewYMH06VLF7p168bMmTPJzc1l6NChAAwaNIiIiAimTZsGwLp160hJSaFjx46kpKQwefJk7HY7Y8eOdTmu3W7ngw8+YPDgwXh4uH7MwMBAHn74YeLj42nYsCEBAQE88cQTdO/e/YLuYHOnM5fYdPeaiIhIZXF7QOrfvz8ZGRlMmjSJ1NRUOnbsyLJly5wDt5OTk13GF+Xn5zNhwgT27duHn58fvXr1Yt68eaUGXK9cuZLk5GSGDRtW5nn/+c9/Yjab6devHwUFBcTFxfHWW29V2uesCMdyCjiRV4TJBC2C1IMkIiJSWdw+D1JN5Y55kNbvP879766lSQMf1jx7U5WcU0REpDapEfMgycXR+CMREZGqoYBUgzgDkm7xFxERqVQKSDWIc4C2epBEREQqlQJSDaJLbCIiIlVDAamGyCssJiXzFKBLbCIiIpVNAamG2JeRC0BDXy8a+Hq5uRoREZHaTQGphigZf6TeIxERkcqngFRDaA02ERGRqqOAVENoiREREZGqo4BUQ+gONhERkaqjgFQDFNvs/H40D4BojUESERGpdApINcDBE6cotNnx8bQQUd/H3eWIiIjUegpINUDJ5bUWwb6YzSY3VyMiIlL7KSDVAGcGaOvymoiISFVQQKoBNEBbRESkaikg1QAKSCIiIlVLAamaMwxDl9hERESqmAJSNZdxsoCT+cWYTRAVVM/d5YiIiNQJCkjVXOLp3qNmjXzx9rC4uRoREZG6QQGpmktK1xIjIiIiVU0BqZrTIrUiIiJVTwGpmkvKyAU0QFtERKQqKSBVc7rFX0REpOopIFVjJ/OLSM3OB9SDJCIiUpUUkKqxfacvrwX7exPo4+nmakREROoOBaRqzHl5Tb1HIiIiVUoBqRormUFb449ERESqlgJSNZaoOZBERETcQgGpGkt09iD5u7kSERGRukUBqZoqstlJPpYHQHSIepBERESqkgJSNXXgWC7FdgM/bw/CAqzuLkdERKROUUCqpv44/shkMrm5GhERkbpFAama0hIjIiIi7qOAVE1pkVoRERH3UUCqprQGm4iIiPsoIFVDhmE4J4nUJTYREZGq5/aANGfOHKKiorBarcTExLB+/fpzti0qKmLKlClER0djtVrp0KEDy5YtK9UuJSWFBx98kEaNGuHj40P79u355ZdfnO8PGTIEk8nk8rjtttsq5fOVx5GsfPIKbXiYTTRrVM/d5YiIiNQ5Hu48+cKFC4mPj+edd94hJiaGmTNnEhcXx549ewgJCSnVfsKECXz88ce89957tGnThuXLl3P33Xfz008/cdVVVwFw4sQJrrnmGm688Ub++9//EhwczN69e2nQoIHLsW677TY++OAD52tvb+/K/bAXoaT3KCrIF0+L2zOsiIhInePWgDRjxgyGDx/O0KFDAXjnnXdYunQp77//PuPGjSvVft68eTz//PP06tULgBEjRrBy5UqmT5/Oxx9/DMArr7xCZGSkS/hp3rx5qWN5e3sTFhZWGR/rkmmJEREREfdyW/dEYWEhGzduJDY29kwxZjOxsbGsXbu2zH0KCgqwWl0nTfTx8WHNmjXO11999RVdunThvvvuIyQkhKuuuor33nuv1LFWrVpFSEgIrVu3ZsSIERw7duy89RYUFJCdne3yqCwaoC0iIuJebgtIR48exWazERoa6rI9NDSU1NTUMveJi4tjxowZ7N27F7vdzooVK1i8eDFHjhxxttm3bx9vv/02rVq1Yvny5YwYMYInn3ySjz76yNnmtttuY+7cuSQkJPDKK6+wevVqbr/9dmw22znrnTZtGoGBgc5HZGTkJf4Ezk0DtEVERNzLrZfYLtYbb7zB8OHDadOmDSaTiejoaIYOHcr777/vbGO32+nSpQsvvfQSAFdddRU7duzgnXfeYfDgwQAMGDDA2b59+/ZceeWVREdHs2rVKm6++eYyzz1+/Hji4+Odr7OzsystJCWmOyaJVA+SiIiIe7itBykoKAiLxUJaWprL9rS0tHOODQoODmbJkiXk5uZy4MABdu/ejZ+fHy1atHC2ady4Me3atXPZr23btiQnJ5+zlhYtWhAUFERiYuI523h7exMQEODyqAxZeUUczSkA1IMkIiLiLm4LSF5eXnTu3JmEhATnNrvdTkJCAt27dz/vvlarlYiICIqLi1m0aBF9+vRxvnfNNdewZ88el/a//fYbzZo1O+fxDh06xLFjx2jcuHE5P03FSTx9ea1xoBVf7xrVwSciIlJruPUe8vj4eN577z0++ugjdu3axYgRI8jNzXXe1TZo0CDGjx/vbL9u3ToWL17Mvn37+OGHH7jtttuw2+2MHTvW2WbMmDH8/PPPvPTSSyQmJrJgwQL+9a9/MXLkSABycnJ45pln+Pnnn/n9999JSEigT58+tGzZkri4uKr9AZQhSQO0RURE3M6tXRT9+/cnIyODSZMmkZqaSseOHVm2bJlz4HZycjJm85kMl5+fz4QJE9i3bx9+fn706tWLefPmUb9+fWebrl278uWXXzJ+/HimTJlC8+bNmTlzJgMHDgTAYrGwbds2PvroIzIzMwkPD+fWW29l6tSp1WIuJA3QFhERcT+TYRiGu4uoibKzswkMDCQrK6tCxyNNXLKDhRsOMrF3Ox66+tyXBUVEROTiXej3twJSOVVWQAIottkpthtYPS0VelwREZG67kK/vzUKuBrysJjxUDYSERFxGy30JSIiInIWBSQRERGRsyggiYiIiJxFAUlERETkLApIIiIiImdRQBIRERE5iwKSiIiIyFkUkERERETOooAkIiIichYFJBEREZGzKCCJiIiInEUBSUREROQsCkgiIiIiZ/FwdwE1lWEYAGRnZ7u5EhEREblQJd/bJd/j56KAVE4nT54EIDIy0s2ViIiIyMU6efIkgYGB53zfZPxZhJIy2e12Dh8+jL+/PyaTqcKOm52dTWRkJAcPHiQgIKDCjivlp99J9aLfR/Wi30f1ot/HnzMMg5MnTxIeHo7ZfO6RRupBKiez2UyTJk0q7fgBAQH6y13N6HdSvej3Ub3o91G96PdxfufrOSqhQdoiIiIiZ1FAEhERETmLAlI14+3tzQsvvIC3t7e7S5HT9DupXvT7qF70+6he9PuoOBqkLSIiInIW9SCJiIiInEUBSUREROQsCkgiIiIiZ1FAEhERETmLAlI1M2fOHKKiorBarcTExLB+/Xp3l1QnTZs2ja5du+Lv709ISAh9+/Zlz5497i5LTnv55ZcxmUyMHj3a3aXUaSkpKTz44IM0atQIHx8f2rdvzy+//OLusuokm83GxIkTad68OT4+PkRHRzN16tQ/XW9Mzk0BqRpZuHAh8fHxvPDCC2zatIkOHToQFxdHenq6u0urc1avXs3IkSP5+eefWbFiBUVFRdx6663k5ua6u7Q6b8OGDbz77rtceeWV7i6lTjtx4gTXXHMNnp6e/Pe//2Xnzp1Mnz6dBg0auLu0OumVV17h7bffZvbs2ezatYtXXnmFV199lVmzZrm7tBpLt/lXIzExMXTt2pXZs2cDjvXeIiMjeeKJJxg3bpybq6vbMjIyCAkJYfXq1Vx//fXuLqfOysnJoVOnTrz11lv84x//oGPHjsycOdPdZdVJ48aN48cff+SHH35wdykC3HnnnYSGhvLvf//bua1fv374+Pjw8ccfu7Gymks9SNVEYWEhGzduJDY21rnNbDYTGxvL2rVr3ViZAGRlZQHQsGFDN1dSt40cOZI77rjD5d8TcY+vvvqKLl26cN999xESEsJVV13Fe++95+6y6qwePXqQkJDAb7/9BsDWrVtZs2YNt99+u5srq7m0WG01cfToUWw2G6GhoS7bQ0ND2b17t5uqEnD05I0ePZprrrmGK664wt3l1FmffvopmzZtYsOGDe4uRYB9+/bx9ttvEx8fz3PPPceGDRt48skn8fLyYvDgwe4ur84ZN24c2dnZtGnTBovFgs1m48UXX2TgwIHuLq3GUkAS+RMjR45kx44drFmzxt2l1FkHDx7kqaeeYsWKFVitVneXIzj+x6FLly689NJLAFx11VXs2LGDd955RwHJDT777DPmz5/PggULuPzyy9myZQujR48mPDxcv49yUkCqJoKCgrBYLKSlpblsT0tLIywszE1VyahRo/jmm2/4/vvvadKkibvLqbM2btxIeno6nTp1cm6z2Wx8//33zJ49m4KCAiwWixsrrHsaN25Mu3btXLa1bduWRYsWuamiuu2ZZ55h3LhxDBgwAID27dtz4MABpk2bpoBUThqDVE14eXnRuXNnEhISnNvsdjsJCQl0797djZXVTYZhMGrUKL788ku+/fZbmjdv7u6S6rSbb76Z7du3s2XLFuejS5cuDBw4kC1btigcucE111xTauqL3377jWbNmrmporotLy8Ps9n1K91isWC3291UUc2nHqRqJD4+nsGDB9OlSxe6devGzJkzyc3NZejQoe4urc4ZOXIkCxYs4P/+7//w9/cnNTUVgMDAQHx8fNxcXd3j7+9favyXr68vjRo10rgwNxkzZgw9evTgpZde4v7772f9+vX861//4l//+pe7S6uTevfuzYsvvkjTpk25/PLL2bx5MzNmzGDYsGHuLq3G0m3+1czs2bN57bXXSE1NpWPHjrz55pvExMS4u6w6x2Qylbn9gw8+YMiQIVVbjJSpZ8+eus3fzb755hvGjx/P3r17ad68OfHx8QwfPtzdZdVJJ0+eZOLEiXz55Zekp6cTHh7OAw88wKRJk/Dy8nJ3eTWSApKIiIjIWTQGSUREROQsCkgiIiIiZ1FAEhERETmLApKIiIjIWRSQRERERM6igCQiIiJyFgUkERERkbMoIImIVJBVq1ZhMpnIzMx0dykicokUkERERETOooAkIiIichYFJBGpNex2O9OmTaN58+b4+PjQoUMHvvjiC+DM5a+lS5dy5ZVXYrVaufrqq9mxY4fLMRYtWsTll1+Ot7c3UVFRTJ8+3eX9goICnn32WSIjI/H29qZly5b8+9//dmmzceNGunTpQr169ejRo0epVe9FpPpTQBKRWmPatGnMnTuXd955h19//ZUxY8bw4IMPsnr1amebZ555hunTp7NhwwaCg4Pp3bs3RUVFgCPY3H///QwYMIDt27czefJkJk6cyIcffujcf9CgQXzyySe8+eab7Nq1i3fffRc/Pz+XOp5//nmmT5/OL7/8goeHh1ZUF6mBtFitiNQKBQUFNGzYkJUrV9K9e3fn9kceeYS8vDweffRRbrzxRj799FP69+8PwPHjx2nSpAkffvgh999/PwMHDiQjI4P//e9/zv3Hjh3L0qVL+fXXX/ntt99o3bo1K1asIDY2tlQNq1at4sYbb2TlypXcfPPNAPznP//hjjvu4NSpU1it1kr+KYhIRVEPkojUComJieTl5XHLLbfg5+fnfMydO5ekpCRnuz+Gp4YNG9K6dWt27doFwK5du7jmmmtcjnvNNdewd+9ebDYbW7ZswWKxcMMNN5y3liuvvNL5vHHjxgCkp6df8mcUkarj4e4CREQqQk5ODgBLly4lIiLC5T1vb2+XkFRePj4+F9TO09PT+dxkMgGO8VEiUnOoB0lEaoV27drh7e1NcnIyLVu2dHlERkY62/3888/O5ydOnOC3336jbdu2ALRt25Yff/zR5bg//vgjl112GRaLhfbt22O3213GNIlI7aQeJBGpFfz9/Xn66acZM2YMdruda6+9lqysLH788UcCAgJo1qwZAFOmTKFRo0aEhoby/PPPExQURN++fQH429/+RteuXZk6dSr9+/dn7dq1zJ49m7feeguAqKgoBg8ezLBhw3jzzTfp0KEDBw4cID09nfvvv99dH11EKoECkojUGlOnTiU4OJhp06axb98+6tevT6dOnXjuueecl7hefvllnnrqKfbu3UvHjh35+uuv8fLyAqBTp0589tlnTJo0ialTp9K4cWOmTJnCkCFDnOd4++23ee6553j88cc5duwYTZs25bnnnnPHxxWRSqS72ESkTii5w+zEiRPUr1/f3eWISDWnMUgiIiIiZ1FAEhERETmLLrGJiIiInEU9SCIiIiJnUUASEREROYsCkoiIiMhZFJBEREREzqKAJCIiInIWBSQRERGRsyggiYiIiJxFAUlERETkLApIIiIiImf5/7wwd8e2j/LvAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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KQEAAnTt35r///e9Fz3nuENj+/fvp378/fn5+dOzYkVWrVp33nkcffZS2bdsSEBBAq1atmDZtGsXFxQAsXLiQWbNm8f3332MymTCZTM56zx0C27VrF9deey3+/v6Eh4czduxYcnNzna+PGjWKIUOG8MILL9C4cWPCw8O5//77ndcSERHP5mXUhdPT07FarURFRZU5HhUVxc8//1yr5ywsLKSwsND5fXZ2duUubLdDcX6l3uJrs2MqzscGlBSY8bZUIYt6B4DJVKGmXl5ejBgxgoULF/LYY49hOv2+pUuXYrVaufvuu1m6dCmPPvooISEhrFixgnvuuYfWrVvTq1evS57fZrPxhz/8gaioKL777juysrLKzBcqFRwczMKFC2nSpAm7du3ivvvuIzg4mEceeYRhw4axe/duVq5cyerVqwEIDQ097xx5eXkkJibSp08ftmzZQmpqKvfeey/jxo0rE/C++uorGjduzFdffcWBAwcYNmwY8fHx3HfffRX6MxMRkfrLsADkTpKSkpg1a1bVT1CcD083qdRbzEDnql/RYeox8AmscPM///nPPP/886xbt46rr74acAx/3X777bRo0YKHHnrI2Xb8+PF8/vnnvPfeexUKQKtXr+bnn3/m888/p0kTx5/F008/fd68nccff9z5PDY2loceeojFixfzyCOP4O/vT1BQEF5eXhec4wWwaNEiCgoKePvttwkMdHz+efPmcfPNN/Pss886A3CDBg2YN28eFouF9u3bM3jwYNasWaMAJCIixg2BRUREYLFYSElJKXM8JSXlor/8auKcU6ZMISsry/k4cuRIla7v7tq3b0/fvn2d86EOHDjAN998w5gxY7BarTz55JN07tyZhg0bEhQUxOeff87hw4crdO49e/YQExPjDD8Affr0Oa/dkiVL6NevH9HR0QQFBfH4449X+BpnX6tr167O8APQr18/bDYbe/fudR677LLLsFgszu8bN27sdpPhRUTEGIb1APn4+NC9e3fWrFnDkCFDAMcwypo1axg3blytntPX17d6E2y9Axy9MZWUnH2KtJwiwoN8aBLqX7XrVtKYMWMYP3488+fP580336R169YMGDCAZ599lhdffJG5c+fSuXNnAgMDmThxIkVFRZWv6wI2btzIXXfdxaxZs0hMTCQ0NJTFixcze/Zsl13jbN7e3mW+N5lM2Gx157YDIiJScwwdAps0aRIjR46kR48e9OrVi7lz55KXl8fo0aMBGDFiBE2bNiUpKQlwTHL+6aefnM+PHj3Kzp07CQoKok2bNhU6Z40wmSo1FFXKx98be0E+BXhV6f1VMXToUCZMmMCiRYt4++23+etf/4rJZGL9+vXceuut3H333YAjOO7bt4+OHTtW6LwdOnTgyJEjHD9+nMaNGwOwadOmMm02bNhAixYteOyxx5zHDh06VKaNj48PVuvFbw3QoUMHFi5cSF5enrMXaP369ZjNZtq1a1ehekVExLMZGoCGDRtGWloa06dPJzk5mfj4eFauXOmcw3H48GHM5jOjdMeOHePyyy93fv/CCy/wwgsvMGDAANauXVuhc7oTI26GGBQUxLBhw5gyZQrZ2dmMGjUKgLi4ON5//302bNhAgwYNmDNnDikpKRUOQAkJCbRt25aRI0fy/PPPk52dXSbolF7j8OHDLF68mJ49e7JixQo+/PDDMm1iY2M5ePAgO3fupFmzZgQHB5/XO3fXXXcxY8YMRo4cycyZM0lLS2P8+PHcc889bvlzFhER92P4naDHjRvHoUOHKCws5LvvvqN3797O19auXVtmVU9sbCx2u/28R2n4qcg53Ymft+OPv9hqw1qLQzNjxowhIyODxMRE55ydxx9/nG7dupGYmMjVV19NdHS0cxixIsxmMx9++CGnTp2iV69e3HvvvTz11FNl2txyyy08+OCDjBs3jvj4eDZs2MC0adPKtLn99tsZOHAg11xzDZGRkeUuxQ8ICODzzz/n5MmT9OzZkzvuuIPrrruOefPmVf4PQ0REPJLJru3Iz5OdnU1oaChZWVmEhISUea2goICDBw/SsmVL/Pz8qn2tPcezKbbaaBMZRICvFuUZydU/WxERqV0X+/19LsN7gDydby3fEVpEREQUgAzn3BOspHb2BBMREREFIMM5J0IXqwdIRESktigAGezMpqjqARIREaktCkBV5Kq546VDYMUlNmw2zUc3ktYDiIh4DgWgSiq9u3B+fuU2P70QL7MJi9mEndq9H5Ccr/Rneu4dpEVEpP7RuutKslgshIWFOfeUCggIcO6sXlVe9hJKSqzk5OVhsvm4okypBLvdTn5+PqmpqYSFhZXZP0xEROonBaAqKN1Y1VUba2bkF5FXaKXgpBch/up9MEpYWFiVN+IVEZG6RQGoCkwmE40bN6ZRo0YUFxdX+3ybtxzm9a9/ZUC7SKbf1NYFFUpleXt7q+dHRMSDKABVg8VicckvzZjIUI7mWNn+e57uQCwiIlILNAnaDbSJDAbg1/Q8SqyaCC0iIlLTFIDcQNMG/vh6mSkqsXEk45TR5YiIiNR7CkBuwGI20SoyCIADqbkGVyMiIlL/KQC5iTaNFIBERERqiwKQm2ijHiAREZFaowDkJuKiTgegNAUgERGRmqYA5CZKh8B+Sc3VnlQiIiI1TAHITcSGB2Ixm8gtLCElu9DockREROo1BSA34eNlpkXDAEDzgERERGqaApAbae1cCZZjcCUiIiL1mwKQG3EuhddEaBERkRqlAORGSpfC709RABIREalJCkBuxLkSTD1AIiIiNUoByI2UzgFKzy0iM7/I4GpERETqLwUgNxLk60XjUD9AK8FERERqkgKQm9GeYCIiIjVPAcjNKACJiIjUPAUgN6Ol8CIiIjVPAcjNaFd4ERGRmqcA5GZKe4COZp7iVJHV4GpERETqJwUgNxMe5EuDAG/sdt0PSEREpKYoALkh3RBRRESkZikAuaHSAKQtMURERGqGApAbaq2J0CIiIjVKAcgNaSm8iIhIzVIAckOlAei39DyKrTaDqxEREal/FIDcUJNQfwJ8LJTY7Bw6kW90OSIiIvWOApAbMptNmgckIiJSgxSA3JSWwouIiNQcBSA3pU1RRUREao4CkJvSEJiIiEjNUQByU2cPgdlsdoOrERERqV8UgNxUi/AAvMwm8ousHMs6ZXQ5IiIi9YoCkJvytpiJjQgENAwmIiLiagpAbqyN5gGJiIjUCAUgN6al8CIiIjVDAciNxUWpB0hERKQmKAC5MS2FFxERqRkKQG6sdWQQJhNk5BdzIrfQ6HJERETqDQUgN+bvY6FpmD+gXiARERFXUgByc84tMTQRWkRExGUMD0Dz588nNjYWPz8/evfuzebNmy/afunSpbRv3x4/Pz86d+7Mp59+Wub13Nxcxo0bR7NmzfD396djx44sWLCgJj9CjdJSeBEREdczNAAtWbKESZMmMWPGDLZv307Xrl1JTEwkNTW13PYbNmxg+PDhjBkzhh07djBkyBCGDBnC7t27nW0mTZrEypUreeedd9izZw8TJ05k3LhxLF++vLY+lktpU1QRERHXMzQAzZkzh/vuu4/Ro0c7e2oCAgJ44403ym3/4osvMnDgQB5++GE6dOjAk08+Sbdu3Zg3b56zzYYNGxg5ciRXX301sbGxjB07lq5du16yZ8ldKQCJiIi4nmEBqKioiG3btpGQkHCmGLOZhIQENm7cWO57Nm7cWKY9QGJiYpn2ffv2Zfny5Rw9ehS73c5XX33Fvn37uOGGGy5YS2FhIdnZ2WUe7qI0AB3PKiC3sMTgakREROoHwwJQeno6VquVqKioMsejoqJITk4u9z3JycmXbP/yyy/TsWNHmjVrho+PDwMHDmT+/Pn079//grUkJSURGhrqfMTExFTjk7lWWIAPEUE+APyiXiARERGXMHwStKu9/PLLbNq0ieXLl7Nt2zZmz57N/fffz+rVqy/4nilTppCVleV8HDlypBYrvjQNg4mIiLiWl1EXjoiIwGKxkJKSUuZ4SkoK0dHR5b4nOjr6ou1PnTrF1KlT+fDDDxk8eDAAXbp0YefOnbzwwgvnDZ+V8vX1xdfXt7ofqca0aRTEpl9Paim8iIiIixjWA+Tj40P37t1Zs2aN85jNZmPNmjX06dOn3Pf06dOnTHuAVatWOdsXFxdTXFyM2Vz2Y1ksFmw2m4s/Qe3RUngRERHXMqwHCBxL1keOHEmPHj3o1asXc+fOJS8vj9GjRwMwYsQImjZtSlJSEgATJkxgwIABzJ49m8GDB7N48WK2bt3K66+/DkBISAgDBgzg4Ycfxt/fnxYtWrBu3Trefvtt5syZY9jnrK42jYIBzQESERFxFUMD0LBhw0hLS2P69OkkJycTHx/PypUrnROdDx8+XKY3p2/fvixatIjHH3+cqVOnEhcXx7Jly+jUqZOzzeLFi5kyZQp33XUXJ0+epEWLFjz11FP85S9/qfXP5yqlc4AOncynqMSGj1e9m7olIiJSq0x2u91udBHuJjs7m9DQULKysggJCTG6HOx2O51nfkFuYQlfPNiftlHBRpckIiLidirz+1tdCXWAyWSitVaCiYiIuIwCUB1ROhF6f4oCkIiISHUpANUR2hVeRETEdRSA6gjdDFFERMR1FIDqiNIA9GtaLlab5q2LiIhUhwJQHRHTwB8fLzOFJTaOZpwyuhwREZE6TQGojvCymGkVEQjAgbQcg6sRERGp2xSA6hAthRcREXENBaA6RHuCiYiIuIYCUB2ilWAiIiKuoQBUh5wdgLSDiYiISNUpANUhLSMCMZsgu6CEtJxCo8sRERGpsxSA6hA/bwsxDQMADYOJiIhUhwJQHeOcCK0tMURERKpMAaiO0URoERGR6lMAqmMUgERERKpPAaiOUQASERGpPgWgOqb0btCpOYVkFxQbXI2IiEjdpABUx4T4eRMV4guoF0hERKSqFIDqIA2DiYiIVI8CUB1UuhT+FwUgERGRKlEAqoNKe4D2KwCJiIhUiQJQHdRaQ2AiIiLVogBUB5X2AB3JyKeg2GpwNSIiInWPAlAdFBnkS4ifF3Y7/JqWZ3Q5IiIidY4CUB1kMpmIiwoGtCeYiIhIVSgA1VHOTVE1D0hERKTSFIDqqNJ5QFoKLyIiUnkKQHWUboYoIiJSdQpAdVRpADqYnkeJ1WZwNSIiInWLAlAd1TTMHz9vM0VWG0cyThldjoiISJ2iAFRHmc0mWkVoGExERKQqFIDqsDNbYuQYXImIiEjdogBUh2kitIiISNUoANVhWgovIiJSNQpAdVhcaQBKy8NutxtcjYiISN2hAFSHtQgPxGI2kVtYQnJ2gdHliIiI1BkKQHWYj5eZFuEBgOYBiYiIVIYCUB2nPcFEREQqTwGojtNKMBERkcpTAKrjFIBEREQqTwGojnMuhU9TABIREakoBaA6rvXpOUDpuUVk5BUZXI2IiEjdoABUxwX6etEk1A+AA+oFEhERqRAFoHqgteYBiYiIVIoCUD2gidAiIiKVowBUD8Q1CgYUgERERCpKAageUA+QiIhI5SgA1QOlAeho5inyi0oMrkZERMT9KQDVAw0DfWgY6APAr2l5BlcjIiLi/hSA6gntCSYiIlJxCkD1hJbCi4iIVJzhAWj+/PnExsbi5+dH79692bx580XbL126lPbt2+Pn50fnzp359NNPz2uzZ88ebrnlFkJDQwkMDKRnz54cPny4pj6CWyidB7Q/NcfgSkRERNyfoQFoyZIlTJo0iRkzZrB9+3a6du1KYmIiqamp5bbfsGEDw4cPZ8yYMezYsYMhQ4YwZMgQdu/e7Wzzyy+/cOWVV9K+fXvWrl3LDz/8wLRp0/Dz86utj2UIrQQTERGpOJPdbrcbdfHevXvTs2dP5s2bB4DNZiMmJobx48czefLk89oPGzaMvLw8PvnkE+exK664gvj4eBYsWADAnXfeibe3N//5z3+qXFd2djahoaFkZWUREhJS5fPUpqOZp+j3zJd4mU3seXIg3hbDO/dERERqVWV+fxv2W7KoqIht27aRkJBwphizmYSEBDZu3FjuezZu3FimPUBiYqKzvc1mY8WKFbRt25bExEQaNWpE7969WbZs2UVrKSwsJDs7u8yjrmkS6keAj4USm51DJ7QSTERE5GIMC0Dp6elYrVaioqLKHI+KiiI5Obnc9yQnJ1+0fWpqKrm5uTzzzDMMHDiQL774gttuu40//OEPrFu37oK1JCUlERoa6nzExMRU89PVPpPJpGEwERGRCqpX4yQ2mw2AW2+9lQcffJD4+HgmT57MTTfd5BwiK8+UKVPIyspyPo4cOVJbJbuUlsKLiIhUjJdRF46IiMBisZCSklLmeEpKCtHR0eW+Jzo6+qLtIyIi8PLyomPHjmXadOjQgW+//faCtfj6+uLr61uVj+FWtBReRESkYgzrAfLx8aF79+6sWbPGecxms7FmzRr69OlT7nv69OlTpj3AqlWrnO19fHzo2bMne/fuLdNm3759tGjRwsWfwP04h8DSFIBEREQuxrAeIIBJkyYxcuRIevToQa9evZg7dy55eXmMHj0agBEjRtC0aVOSkpIAmDBhAgMGDGD27NkMHjyYxYsXs3XrVl5//XXnOR9++GGGDRtG//79ueaaa1i5ciUff/wxa9euNeIj1qrSAPRLah42mx2z2WRwRSIiIu7J0AA0bNgw0tLSmD59OsnJycTHx7Ny5UrnROfDhw9jNp/ppOrbty+LFi3i8ccfZ+rUqcTFxbFs2TI6derkbHPbbbexYMECkpKSeOCBB2jXrh0ffPABV155Za1/vtrWomEA3hYTp4qtHMs6RbMGAUaXJCIi4pYMvQ+Qu6qL9wEqdf2cdexPzWXh6J5c3a6R0eWIiIjUmjpxHyCpGVoKLyIicmkKQPWMApCIiMilKQDVMwpAIiIil6YAVM+cvRRe07tERETKV6UA9NZbb7FixQrn94888ghhYWH07duXQ4cOuaw4qbzWkUGYTJCZX8yJvCKjyxEREXFLVQpATz/9NP7+/oBjg9L58+fz3HPPERERwYMPPujSAqVy/LwtNGvg+NloGExERKR8VboP0JEjR2jTpg0Ay5Yt4/bbb2fs2LH069ePq6++2pX1SRW0iQziyMlTHEjN5YpW4UaXIyIi4naq1AMUFBTEiRMnAPjiiy+4/vrrAfDz8+PUqVOuq06qRBOhRURELq5KPUDXX3899957L5dffjn79u1j0KBBAPz444/Exsa6sj6pAueWGNoTTEREpFxV6gGaP38+ffr0IS0tjQ8++IDwcMcwy7Zt2xg+fLhLC5TKUw+QiIjIxWkrjHLU5a0wALLyi+n6xBcA7Jp5A8F+3gZXJCIiUvNqfCuMlStX8u233zq/nz9/PvHx8fzpT38iIyOjKqcUFwoN8CYiyBeAX9LyDK5GRETE/VQpAD388MNkZ2cDsGvXLv72t78xaNAgDh48yKRJk1xaoFRNm0aBgIbBREREylOlSdAHDx6kY8eOAHzwwQfcdNNNPP3002zfvt05IVqM1aZREJt+PakAJCIiUo4q9QD5+PiQn58PwOrVq7nhhhsAaNiwobNnSIwV1ygYUA+QiIhIearUA3TllVcyadIk+vXrx+bNm1myZAkA+/bto1mzZi4tUKpGS+FFREQurEo9QPPmzcPLy4v333+fV199laZNmwLw2WefMXDgQJcWKFVTGoAOncijsMRqcDUiIiLupUo9QM2bN+eTTz457/g//vGPahckrtEo2JdgXy9yCkv4LT2fdtHBRpckIiLiNqoUgACsVivLli1jz549AFx22WXccsstWCwWlxUnVWcymWjdKIidRzI5kJqrACQiInKWKgWgAwcOMGjQII4ePUq7du0ASEpKIiYmhhUrVtC6dWuXFilV0+asACQiIiJnVGkO0AMPPEDr1q05cuQI27dvZ/v27Rw+fJiWLVvywAMPuLpGqaLSeUD7U3MMrkRERMS9VKkHaN26dWzatImGDRs6j4WHh/PMM8/Qr18/lxUn1dMmUnuCiYiIlKdKPUC+vr7k5Jzfq5Cbm4uPj0+1ixLXKO0B+jU9D6tNW76JiIiUqlIAuummmxg7dizfffcddrsdu93Opk2b+Mtf/sItt9zi6hqlimIaBuDjZaaoxMbvGflGlyMiIuI2qhSAXnrpJVq3bk2fPn3w8/PDz8+Pvn370qZNG+bOneviEqWqLGYTrSK0J5iIiMi5qjQHKCwsjI8++ogDBw44l8F36NCBNm3auLQ4qb42jYL4OTmHA6m5XNchyuhyRERE3EKFA9Cldnn/6quvnM/nzJlT9YrEpUrnAakHSERE5IwKB6AdO3ZUqJ3JZKpyMeJ6zgCkPcFEREScKhyAzu7hkbrj7B4gu92ugCoiIkIVJ0FL3dEyIhCzCXIKSkjLKTS6HBEREbegAFTP+XpZaN4wANA8IBERkVIKQB7gzJYYCkAiIiKgAOQRWmslmIiISBkKQB5Ae4KJiIiUpQDkAeKiggEthRcRESmlAOQBWkc6tsNIyykk61SxwdWIiIgYTwHIAwT7eRMd4gdoGExERAQUgDxG6UqwXxSAREREFIA8hbbEEBEROUMByENoKbyIiMgZCkAeQkvhRUREzlAA8hClQ2BHMvIpKLYaXI2IiIixFIA8RESQD6H+3tjt8IvmAYmIiIdTAPIQJpPpzERoDYOJiIiHUwDyIKXzgLQUXkREPJ0CkAeJi9JSeBEREVAA8ihaCi8iIuKgAORBSofADqbnUWK1GVyNiIiIcRSAPEjTMH/8vS0UW+0cPplvdDkiIiKGUQDyIGaziVand4bXMJiIiHgyBSAPoz3BREREFIA8jnNLjBQFIBER8VxuEYDmz59PbGwsfn5+9O7dm82bN1+0/dKlS2nfvj1+fn507tyZTz/99IJt//KXv2AymZg7d66Lq66b1AMkIiLiBgFoyZIlTJo0iRkzZrB9+3a6du1KYmIiqamp5bbfsGEDw4cPZ8yYMezYsYMhQ4YwZMgQdu/efV7bDz/8kE2bNtGkSZOa/hh1RmkA+iU1F7vdbnA1IiIixjA8AM2ZM4f77ruP0aNH07FjRxYsWEBAQABvvPFGue1ffPFFBg4cyMMPP0yHDh148skn6datG/PmzSvT7ujRo4wfP553330Xb2/v2vgodUKL8EAsZhN5RVaOZxUYXY6IiIghDA1ARUVFbNu2jYSEBOcxs9lMQkICGzduLPc9GzduLNMeIDExsUx7m83GPffcw8MPP8xll112yToKCwvJzs4u86ivfLzMxIYHAFoJJiIinsvQAJSeno7VaiUqKqrM8aioKJKTk8t9T3Jy8iXbP/vss3h5efHAAw9UqI6kpCRCQ0Odj5iYmEp+krpFm6KKiIinM3wIzNW2bdvGiy++yMKFCzGZTBV6z5QpU8jKynI+jhw5UsNVGksToUVExNMZGoAiIiKwWCykpKSUOZ6SkkJ0dHS574mOjr5o+2+++YbU1FSaN2+Ol5cXXl5eHDp0iL/97W/ExsaWe05fX19CQkLKPOoz9QCJiIinMzQA+fj40L17d9asWeM8ZrPZWLNmDX369Cn3PX369CnTHmDVqlXO9vfccw8//PADO3fudD6aNGnCww8/zOeff15zH6YOaRMZDDhWgomIiHgiL6MLmDRpEiNHjqRHjx706tWLuXPnkpeXx+jRowEYMWIETZs2JSkpCYAJEyYwYMAAZs+ezeDBg1m8eDFbt27l9ddfByA8PJzw8PAy1/D29iY6Opp27drV7odzU60bObbDOJFXREZeEQ0CfQyuSEREpHYZHoCGDRtGWloa06dPJzk5mfj4eFauXOmc6Hz48GHM5jMdVX379mXRokU8/vjjTJ06lbi4OJYtW0anTp2M+gh1ToCPF03D/DmaeYoDabn0DGxodEkiIiK1ymTX3fDOk52dTWhoKFlZWfV2PtCINzbz9b40nr6tM3/q3dzockRERKqtMr+/690qMKkY555gmgckIiIeSAHIQ2kpvIiIeDIFIA8VF3VmTzARERFPowDkoUqHwI5mniKvsMTgakRERGqXApCHahDoQ/jp5e+/puUZXI2IiEjtUgDyYK2d84ByDK5ERESkdikAeTBtiSEiIp5KAciDaSm8iIh4KgUgD6YeIBER8VQKQB6sNAD9diKfohKbwdWIiIjUHgUgD9Y41I9AHwtWm51DJ7QSTEREPIcCkAczmUxnVoJpGExERDyIApCH00RoERHxRApAHq5NlPYEExERz6MA5OHUAyQiIp5IAcjDla4E+yUtF5vNbnA1IiIitUMByMM1bxiAj8VMQbGNo5mnjC5HRESkVigA1TabFezu09PiZTETGxEAaB6QiIh4DgWg2rTvC3i1H+z52OhKynAOg2kekIiIeAgFoNr0+xZI2wNrngBridHVOJVOhN6fogAkIiKeQQGoNvUdDwHhcGI/7HzX6GqcnDdD1BCYiIh4CAWg2uQXAlc95Hi+9hkodo9Jx2dvimp3o/lJIiIiNUUBqLb1HAOhzSHnGHz3mtHVANA6MgiTCbJOFZOeW2R0OSIiIjVOAai2efnCNVMdz7+dA6cyjK0H8PO2ENPg9EowTYQWEREPoABkhC5DoVFHKMiCb+caXQ1w1jCY5gGJiIgHUAAygtkC181wPP9uAWQfM7YetBReREQ8iwKQUdomQvM+UFLgmBBtMO0JJiIinkQByCgmEyTMdDzf8Q6k7ze0nNaNFIBERMRzKAAZqfkV0PZGsFsdN0c0UOkQWHJ2ATkFxYbWIiIiUtMUgIx23XTABHuWw+/bDCsj1N+byGBfAH5JyzOsDhERkdqgAGS0qI7Qdbjj+eoZhm6UemZLjBzDahAREakNCkDu4JopYPGB376BX9YYVoaWwouIiKdQAHIHYc2h532O56tngs1mSBlaCi8iIp5CAchdXPU38A2B5F3w4/8MKSFOK8FERMRDKAC5i8Bw6PuA4/mXT0JJ7e/JVdoDdPhkPgXF1lq/voiISG1RAHInff4PAhtBxm+w/a1av3xksC/Bfl7Y7PDbCa0EExGR+ksByJ34BMKARxzP1z0HhbU7FGUymc5MhNYwmIiI1GMKQO6m+yho0BLyUmHTq7V+eW2JISIinkAByN1YvOHaxx3P178IeSdq9fLqARIREU+gAOSOLvsDRHeBohz4ZnatXloBSEREPIECkDsym89slLrln5B5uNYuXRqAfk3Pw2oz7q7UIiIiNUkByF21vhZa9gdrEXyVVGuXbdYgAB8vM0UlNo6czK+164qIiNQmBSB3ZTKd6QX6/r+Q8lOtXNZiNtEqIhDQMJiIiNRfCkDurGl36HgrYIc1T9TaZbUnmIiI1HcKQO7u2mlgssC+z+DQxlq5ZFyjYEA9QCIiUn8pALm7iDi4/G7H89UzwV7zE5O1EkxEROo7BaC64OrJ4OUHRzbBvpU1frmzd4W310LgEhERqW0KQHVBSBPo/RfH89WzwFazG5XGRgRgNkFOYQmpOYU1ei0REREjKADVFVdOBL9QSNsDPyyp0Uv5elloEa6VYCIiUn8pANUV/g3gykmO5189DcUFNXq51toTTERE6jEFoLqk9/+D4CaQdQS2/rtGL1U6D2h/ak6NXkdERMQICkB1ibe/Y0I0wNcvQEFWjV1KK8FERKQ+c4sANH/+fGJjY/Hz86N3795s3rz5ou2XLl1K+/bt8fPzo3Pnznz66afO14qLi3n00Ufp3LkzgYGBNGnShBEjRnDs2LGa/hi1I/4uiGgLp07Chpdr7DJnAlBejV1DRETEKIYHoCVLljBp0iRmzJjB9u3b6dq1K4mJiaSmppbbfsOGDQwfPpwxY8awY8cOhgwZwpAhQ9i9ezcA+fn5bN++nWnTprF9+3b+97//sXfvXm655Zba/Fg1x+LluDkiwMb5kFv+n1N1tY50TIJOzy0kK7+4Rq4hIiJiFJPd4Bu99O7dm549ezJv3jwAbDYbMTExjB8/nsmTJ5/XftiwYeTl5fHJJ584j11xxRXEx8ezYMGCcq+xZcsWevXqxaFDh2jevPkla8rOziY0NJSsrCxCQkKq+MlqkN0O/0qAo1uh530w+IUauUyfpDUczyrgg7/2oXuLhjVyDREREVepzO9vQ3uAioqK2LZtGwkJCc5jZrOZhIQENm4sf9uHjRs3lmkPkJiYeMH2AFlZWZhMJsLCwsp9vbCwkOzs7DIPt3b2Rqnb3oSTv9bIZTQPSERE6itDA1B6ejpWq5WoqKgyx6OiokhOTi73PcnJyZVqX1BQwKOPPsrw4cMvmAaTkpIIDQ11PmJiYqrwaWpZy6ugTQLYSuDLp2rkEloKLyIi9ZXhc4BqUnFxMUOHDsVut/Pqq69esN2UKVPIyspyPo4cOVKLVVbDdTMcX3e/D8e/d/np1QMkIiL1laEBKCIiAovFQkpKSpnjKSkpREdHl/ue6OjoCrUvDT+HDh1i1apVFx0L9PX1JSQkpMyjTmjcBTr/0fF89SyXn94ZgNIUgEREpH4xNAD5+PjQvXt31qxZ4zxms9lYs2YNffr0Kfc9ffr0KdMeYNWqVWXal4af/fv3s3r1asLDw2vmA7iDa6aC2Qt+WQMHv3bpqUsD0O8Zpygortn9x0RERGqT4UNgkyZN4p///CdvvfUWe/bs4a9//St5eXmMHj0agBEjRjBlyhRn+wkTJrBy5Upmz57Nzz//zMyZM9m6dSvjxo0DHOHnjjvuYOvWrbz77rtYrVaSk5NJTk6mqKjIkM9Yoxq2gu6OPytWz3SsEHOR8EAfwgK8sdvhF/UCiYhIPWJ4ABo2bBgvvPAC06dPJz4+np07d7Jy5UrnROfDhw9z/PhxZ/u+ffuyaNEiXn/9dbp27cr777/PsmXL6NSpEwBHjx5l+fLl/P7778THx9O4cWPnY8OGDYZ8xho34BHwDoSj22DPcped1mQy0aY+T4Q+ug1e6gYfTwCbzehqRESkFhl+HyB35Pb3ASrPl0/B189BeBz83ybHDRNdYPIHP7B4yxHGX9uGv93QziXndAvHdsDbt57ZTuSK/4OBScbWJCIi1VJn7gMkLtR3PASEw4n9sPMdl522Xq4EO/4DvD3EEX7C4xzHNr0CG+YZWpaIiNQeBaD6wi8ErnrI8XztM1CU75LT1rsAlPLj6Z6fTGjWE+77Eq5/wvHaF4/B7g8MLU9ERGqHAlB90nMMhDaHnOOw+TWXnLI0AP12Io8Sax2fJ5O6B966xbGRbJNucPcHjuDY9wHo9f8cbT78C/z2rbF1iohIjVMAqk+8fB3L4gG+/Qecyqj2KZuE+uPvbaHYaufQSdf0KhkibS+8dTPkp0PjeLjnQ/ALdbxmMjnm/7S/CaxFsPhPjrAkIiL1lgJQfdNlKDTq6Jjf8u0/qn06s9lE60aOneHr7DBY+n5H+MlLg+jOjvDjH1a2jdkCt/8LYq5w/Nm9cwdkHzOkXBERqXkKQPWN2XJmi4zvXoOso9U+ZZ1eCn/iF0f4yU2BRpfBPR9BwAV2tvf2h+H/dUyMzv4d3v3jmVViIiJSrygA1UdtE6F5HygpgHXPVPt0pfOAfqlrAejkQUf4yTkOkR1g5HIIvMRdwQMawt3vQ2AjSNkNS+6Bknp4A00REQ+nAFQfmUyQcHpvsB3vQNq+ap2uTu4JlnHIEX6yj0JE29PhJ6Ji720QC3ctddxc8uA6+Oh+l95hW0REjKcAVF817w3tBoHdBl8+Ua1Tnb0U3marA0Eg8wi8dRNkHYHwNjDyYwhqVLlzNImHoW+DyQK73oM1rt9sVkREjKMAVJ9dNx1MZtjzMfy+rcqnaREeiJfZRH6RlePZBS4ssAZkHXWEn8zDjn3SRn4MwdFVO1dcAtzysuP5t/+Azf90XZ0iImIoBaD6rFEH6Drc8Xz1jCoP43hbzLQIDwDcfCJ09nFH+Mn4zTGMNfITCGlSvXNefhdc85jj+WePwM8rqluliIi4AQWg+u7qyWDxgd++gV/WVPk0bn9H6JxkR/g5+SuENXeEn9Cmrjl3/4eh20jHcOL7f4Yjm11zXhERMYwCUH0X1hx63ud4vnpmlXc9j2sUDLhpAMpNddzh+cQBCI1xhJ+wGNed32SCwXMgLtGxsm7RMEg/4Lrzi4hIrVMA8gRX/Q18QyB5F/z4vyqdwm2XwuelO8JP+l4IaepY7dWgheuvY/GCP74JTS53bKXxzh8cwUtEROokBSBPEBju2O8K4Msnq3RfG7dcCp9/0rGxadoeCG7smPDcsFXNXc8nEP601DG/KPOQ40aJhW705yEiIhWmAOQp+vyf4+Z+Gb/B9rcq/fZWkY7tME7mFXEyzw1uDJh/Et6+xXGzwqAoR/gJb13z1w2KhLv/B/4N4fhOeH80WEtq/roiIuJSCkCewicQBjzieL7u2Ur3XAT4eNE0zB9wg3lApzLhP7c5hvQCI2HEcoiIq73rh7eGP70HXv6w/wv4ZKJulCgiUscoAHmS7qOgQUvHpqCbXqn0291iJVhBlmP+zfGdEBDuCD+N2td+HTE94Y43HPdZ2vEfWPdc7dcgIiJVpgDkSSzecO3jjufrX3JMIK6E0gC0PzXH1ZVVTEE2vHM7HN0G/g0c4SeqozG1ALQfBINecDxf+zRs/49xtYiISKUoAHmay/4A0V2gKAe+mV2ptxraA1SY65h0/PsW8AuDER9BdKfar+NcPcfAlZMczz+eAPtXG1uPiIhUiAKQpzGbIWGm4/mWfzm2jKggw5bCF+XBoqFwZBP4hsKIZdC4a+3WcDHXTYcud4LdCu+NgGM7jK5IREQuQQHIE7W+Flr2B2sRfPV0hd/WJtIRgI5lFZBXWEsrn4ryHTcePLTecS+jez503IvHnZhMjj3DWl0NxXnw7lDHajsREXFbCkCeyGQ60wv0/WJI+bFCb2sQ6ENEkA8Av9TG/YCKT8Hi4Y5tPHyCHcvPm3Wv+etWhZcPDP0PRHWGvFTHXKX8k0ZXJSIiF6AA5KmadoeOtwJ2WPNEhd/WOrKW5gEVF8Diu+DXteAdCHe/71h55c78QuCupRDSzLEtx6JhjhAnIiJuRwHIk107HUwW2LcSDm2s0FtqZSJ0SSG8d49j81bvAEeoaH5FzV3PlUIaw90fgF8o/L4ZPrgXbFajqxIRkXMoAHmyiDbQ7R7H89UzKnQzvxoPQCVFsHSU4waDXv6OGw7G9quZa9WURu3hzv+CxQd+/gRWTtaNEkVE3IwCkKcb8Ch4+cGR72DvZ5dsXqN7glmLHVtL7P3UUdPw/0LLq1x/ndoQ2w9ue83xfPPrsP5FY+sREZEyFIA8XUgT6P0Xx/M1T1xyuKY0AB06kU9Ric11dVhL4IMxjh4Tiw/c+S60vsZ15zdCpz9A4ulVdqtnwA9Lja1HREScFIAErpzomLOStgd+WHLRptEhfgT5emG12Tl0Is8117eWwIdj4aePwOwNw96FNgmuObfR+twPV9zveL7sr/DrOmPrERERQAFIwLGtROndjL962rEC6wJMJhOtT+8Mv98V84BsVkcw2P3B6fDzH2h7Q/XP605u+Dt0HAK2Ylhyd4VvOyAiIjVHAUgcev8/CG4CWUdg678v2rS1qyZC26zw0f2w6z0we8Ef34R2N1bvnO7IbHbMB2reFwqz4Z07IOt3o6sSEfFoJrtdy1POlZ2dTWhoKFlZWYSEhBhdTu3Z9hZ8/AD4N4QJOx3DYuV4Ze0Bnlu5F18vMy3CA2ga5k+T04+mYf40beB4HhXsi5flAhnbZoOPx8OOdxxL8e94Ay4bUmMfzS3kn4Q3BkL6XojsAH9eCf5hRlclIlJvVOb3twJQOTw2AFlL4NU+kL4P+j98Zuf4c/x0LJs/LthAXtHFJ0ybTY45Q6WByBmQQn25/IdZhO1ZBCYz3P4v6HR7TXwi95N5BP6VALnJEHuV455BXr5GVyUiUi8oAFWTxwYggJ+WO25C6B0AD+yE4KhymxUUWzmaeYqjGac4lul4HM0s4GhmPscyCziedYpia3l/tew86fUm93itxmo38ZhpPDvDrnf2IpWGpaZhfjQNCyAy2BeL2VSjH7nWHf8B3hwERTmO4PeHfzmGyUREpFoUgKrJowOQ3e7ooTi6FXreC4NnV+k0NpudtNxCjmaeFZBO5tP/19lcl/0hNkw8VPT/+J+t/0XP42U2ER3qR5Mwf5qdNdTWJMyPZqfDUoCPV5VqNNQvX8K7fwRbCfR9AG540uiKRETqPAWgavLoAARw8Bt46ybHxOT7N0N46+qf026Hzx+DTfMd3986n9yOd3I889TpkHSm96g0NCVnFVBiu/Rfz7AA7zM9SKfDUdOwgNNf/YkI8sXsjr1I3y+GD/+f4/mNzzkmokudlVNQzMZfTvDN/nS+PZBOXmEJ8TFhdG/RgG4tGtC5aSh+3hajyxSp1xSAqsnjAxA4djM/sNoxRHPHG9U7l90Oq6bDhpcc39/8InQfdcm3WW12UnMKzgyvlRluczxyCkoueR4fi5nGYX40CT0zzNY0zM/Zm9SiYcCFJ2vXtG9mn96M1gRD34aOtxhTh1Sa1Wbnh98z+WZ/Ot/sT2P74UysFwns3hYTlzUJpVvzBqdDURiNQ/1rsWKR+k8BqJoUgHDMU3nt9DYUY9dBk/iqncd+erf5b+c4vh882zG05iLZBcUcP917dDSz4ExAOh2WkrMLuFQnUsNAHxIvi+LGTo3p0zoc79oMQ3Y7rJgEW99wbP8x4qO6s/GrBzpyMt8ZeNYfSCf7nADeMiKQq+IiuCoukrAAb3YczmDboQy2HcokPbfwvPM1CfWjW4vTgah5Azo2Candv38i9YwCUDUpAJ32wb2waym0vhbu+bBq5/jqaVj3rOO5AcM8JVYbKTmFzkB0NLPs198zTpF/1mq2UH9vbugYxaDOjenXJgIfr1r4ZWSzOm6QuPdT8AuDMasgsm3NX1cuKbew5PSwVhrf7E/nYHrZu5+H+HnRr40j8FwVF0FMw4Byz2O32/k949TpMJTB9sMZ7DmefV449/M206VZ2JleouZhhAdplaBIRSkAVZMC0GknD8K8no47GI9YDq0GVO79a5+Ftaf3wkp82rEthJspsdr47uBJPt11nM9/TCY9t8j5WrCfF9d3iOLGzo25Ki6iZudvFOXDWzc7Jp+HNod7V19wBZ7UHKvNzq6jWXyzzxF4th/OKDMPzWI20a15GFfFRXJlXARdmoZWefg0r7CE73/PZLszFGWSdar4vHax4QF0O91D1L1FA9pGBde/lZEiLqIAVE0KQGf59GHHbuZNusF9X4Kpgv/h/foF+PL0yqbrn4R+D9RcjS5itdnZfPAkn+0+zme7k0nLOTNkEehj4boOUQzqHM2Ato3w96mBMJSXDv++Hk7+CtFdYPSn4Bvs+utIGUczTzkDz7cH0s8LIbHhAc4enitahxPi510jddhsdn5Nz2P76R6ibYcyyt1uJsjXi/iYMOfQWXxMGKH+NVOTSF2jAFRNCkBnyU2FF+OhOA/++FbF7tb87VzH7ucA182AqybVYIE1w2azs+1wBp/uOs7K3ckczzqzP5q/t4Vr2zfixs7RXNOuEYG+LlyGf/JX+Nf1kJ8Ora+DPy0Bi365uVJeYQmbfnWs1vp6fxq/ppUd1gr286Jf6wiuahvBVW0iaR5e/rBWbcjKL2bHkYzToSiTHYczzrsBqckEcY2C6N6iAZef7iVqFRGIqaL/syJSjygAVZMC0Dm+fAq+fg7C28D/fQeWi/zC3zAPvnjM8fyax2HAw7VTYw2y2ezs/D2Tz3Yd59NdyRzNPOV8zc/bzNVtHWHo2vaNCHZF78DRbbDwJijOh/i74Nb5Fe95k/PYbHZ2H8tyBJ59aWw/nFHmJp1mE1zevIFz8nLXZlUf1qppVpudvck5bD/sCEXbDmdw6ET+ee3CArydQ2aXNw8jPiasbt4vS6SSFICqSQHoHAXZ8FI85J+Am+ZCj9Hlt9u0AFY+6ng+YDJcM6W2Kqw1drtjjsinu5L5bPfxMr98fLzM9I+LZFDnaK7rEFW9YYl9n8N/7wS7Dfo/Atc+5oLqPcexzFN8e7qHZ/2BdDLyyw5rxTT0p39cJFfFRdKndXidHkJKzy10hqEdhzL5/vdMCktsZdpYzCY6NA4+a3J1A5o18FcvkdQ7CkDVpABUjo2vwOdTICgaHtgBPucMC2z+J3z6kOP5VQ859hGr5/9xtdvt/HQ8m892JfPpruP8etYKIW+LiSvbRHBj58bc0DGKsACfyl9g20L4eILjeQXvneSp8otK+O7Xk3x9erXWgXPmzgT5etG3dThXtY2kf1wELcIDDaq05hWV2NhzPNux4uxwBjsOZXDsrCHcUpHBvnRv7rgfUfcWDbisiW7UKHWfAlA1KQCVo6QQXu4BWYfPn9ez9Q345EHH834TIWFmvQ8/57Lb7exLyeXTXcf5bPdx9qWc+QXsZTbRp3U4g06HoUotay4dfjRZYPh/oW1iDVRf99hsjvD59f40vtmXztZDJ88b1uoa41it1T8ugq4xYR59f51jmadOD5tlsu1wBj8ezTrvLus+FjOXNQ2hu/NGjQ2ICvEzqGKRqlEAqiYFoAvY+V9Y9hfwDYUJOyGgIWx/G5aPd7zeZxzc8HePCz/lOZCa4+gZ2p3MnuPZzuNmE1zRKpwbOzcm8bIoGgVf4heM3Q4f3Q8733VsUDvqE2javYard0/JWQXO+/F8eyCdk3lFZV5vGuZP/9M9PH1bRxAaUHeHtWpaQbGVXUeznPcl2nE4o8wtIEo1DfOnU9MQIoN9CQ/0JSLIh/AgX8IDz3wN9fd2z61mxCMpAFWTAtAF2Kyw4EpI/Qn6TYDI9rDs/wA79P4rDExS+CnHwfQ8x9L6XcnsOprlPG4yQc/YhgzqFM3ATo2JDr1AGLIWw6Jh8MsaCIiAe1dBw1a1VL1xThVZ+e7gCeedl8/uVQPHrQn6tI6gf1vH5OXY8ADNaakiu93O4ZP5zuX32w5lsjf5/Bs1lsdiNtEw0IfwQB8ignwJD/IhPNDxNaLMc8dXTcaWmqQAVE0KQBexdyX8dxhYfBy/mLFDz/tg0PMKPxVw5GQ+n+12rCbbeSSzzGvdWzTgxk7R3Ni5MU3DztkjqjAH3hwEyT84ws+YVRAYUXuF1yC73U5OYQnpOYWk5hSy80gm3+xPY8vBDIqsZybzmkzQpVkY/U+v1rq8uWcPa9W03MISvj+SyYHUXE7kFXEit5ATuUWcyHN8Tc8tPG8rkIrw97acDklle5McvUtlA1ODAJ/auRu71BsKQNWkAHQRdju8eSMc3uj4vvtoGDwHzPqPVGUdzTzFyt3JfLbrOFsPZZR5rWtMGIM6RXNjp8Zn7kOTk+y4R1DWYWjaA0Z+fP5kdDeSV1hCem4haTmFzq9puUWOr2cdS88tPG/VUqkmoX70b+tYrdW3dTgNAqswmVxqTGGJlYy8YtJzC8uEpPTTIemE83jRRX/OFxPq7+0IRIG+jp6moLMC0zk9TRqOEwWgalIAuoRjOxy7xXe6HQY+q/DjAslZBXz+o2M12ebfTnL2v8pOTUO4sVNjbuwUTSuOwRs3wKkMaDcIhv7n4vdlcrGCYuvpIFNIuvNrEWm5Bae/ngk1+efcsO9Sgny9iAz2pVXphqJtI3VDv3rEbreTX2QtNyCln9e7VMTJvMIKDcGd7WLDceGBPjQ86xEe6Euwn5cCUz2jAFRNCkBipNScAr74MYXPdh9n4y8nyvwSaB8dzJjmKdz+4/2YrYXQYwwMnl2t4ceiEtt5PTVnvhaV+T6nsHJDHv7eFiKDHf+37vjqW+ZrZLAvkUGO72tkexGps2w2O1mnijmR5/h7WBqQ0nNdNxxnMZtoEOAIRw0CvQk/3cvUILC8wORDmIbk3F6dC0Dz58/n+eefJzk5ma5du/Lyyy/Tq1evC7ZfunQp06ZN47fffiMuLo5nn32WQYMGOV+32+3MmDGDf/7zn2RmZtKvXz9effVV4uLiKlSPApC4ixO5haz6KYVPdyez4UC6c+lyonkzr/q8iBk7qb0eJfLGKWV6SkqsNk7kFTl7a84PNQXOcFPeBpwX4+NldoSW0+ElMtinzPdnjvu6dpsQkYsoKrFxsrQ3Kc/Rg1Tam+QcissrIiOviJN5ReRWMsyXCvbzOh2Yzg5JvjQM9KZhoO95rwX4WNSLWYvqVABasmQJI0aMYMGCBfTu3Zu5c+eydOlS9u7dS6NGjc5rv2HDBvr3709SUhI33XQTixYt4tlnn2X79u106tQJgGeffZakpCTeeustWrZsybRp09i1axc//fQTfn6Xvq+FApC4o8z8Ilb9lMJnu5P5Zn8af2Ils7zfAiDJdyK7I290DkNl5BdRmX/ZXmbTOT00F+6xCfb10n/Qpc4rKLaSme/oYTp5OhSd+zg7MGXkF1V6SA4c/8Nwbm9Sw0AfGgb40PD00FyDAMfcpoan5zFZNCxXZXUqAPXu3ZuePXsyb948AGw2GzExMYwfP57Jkyef137YsGHk5eXxySefOI9dccUVxMfHs2DBAux2O02aNOFvf/sbDz3kuDNxVlYWUVFRLFy4kDvvvPOSNSkAibvLOlXMlz+nELB2FolZ71Fst/BcyTAyCQLAjgkTEOjnTZCvN8H+3gT5+hDi70WQnzfBft6E+DmOh/g7liabTKazhtJKn1/gGJzz+rnHuEC7Cpxb4coNnfUzOe/nU8HXzvv23NdMLnitkvVcSDl/B602O7mFJWSdKiYrv5isU8Vknioh61QRWae/Zp4qJvv065mnip2rGO0Vve7pS4f4Oe6vVPoICzjzPNjPC7PJfN57AOwX+bdz/v+0mM55vexx01mvl573vDOYLnSO869T+mdwdptm0VG0bt7sgjVXRWV+fxvaP11UVMS2bduYMuXMnlFms5mEhAQ2btxY7ns2btzIpElldxdPTExk2bJlABw8eJDk5GQSEhKcr4eGhtK7d282btxYbgAqLCyksLDQ+X12dvZ5bUTcSai/N7dd3gy6vkbx0hK89/yPx7wXnd/QCuSffohIlVmA0NOPCvGi6r9hbUDe6Uc9trHJSFqPfcmw6xsagNLT07FarURFRZU5HhUVxc8//1zue5KTk8ttn5yc7Hy99NiF2pwrKSmJWbNmVekziBjKbMb79gWwNtZxg0q7HbCf+QoVOEYF21X2GFV8r3qA3Mu5f0eq8Np53577mt0Fr1WynnNdcjCkAoMl1TyHHcccVrvdju30Pwm73Y4dsNntp/+JXOgcFz63qSK1V7D9hV+78M/7Qv+iA/2N3WpFMxSBKVOmlOlVys7OJiYmxsCKRCrByxcSZhhdhYhU01mDyXjCmsguBl/f0PV8ERERWCwWUlJSyhxPSUkhOjq63PdER0dftH3p18qc09fXl5CQkDIPERERqb8MDUA+Pj50796dNWvWOI/ZbDbWrFlDnz59yn1Pnz59yrQHWLVqlbN9y5YtiY6OLtMmOzub77777oLnFBEREc9i+BDYpEmTGDlyJD169KBXr17MnTuXvLw8Ro8eDcCIESNo2rQpSUlJAEyYMIEBAwYwe/ZsBg8ezOLFi9m6dSuvv/464JiVPnHiRP7+978TFxfnXAbfpEkThgwZYtTHFBERETdieAAaNmwYaWlpTJ8+neTkZOLj41m5cqVzEvPhw4cxn7XVQt++fVm0aBGPP/44U6dOJS4ujmXLljnvAQTwyCOPkJeXx9ixY8nMzOTKK69k5cqVFboHkIiIiNR/ht8HyB3pPkAiIiJ1T2V+f2tTExEREfE4CkAiIiLicRSARERExOMoAImIiIjHUQASERERj6MAJCIiIh5HAUhEREQ8jgKQiIiIeBwFIBEREfE4hm+F4Y5Kb46dnZ1tcCUiIiJSUaW/tyuyyYUCUDlycnIAiImJMbgSERERqaycnBxCQ0Mv2kZ7gZXDZrNx7NgxgoODMZlMLj13dnY2MTExHDlyRPuMuQH9PNyLfh7uRT8P96Kfx6XZ7XZycnJo0qRJmY3Uy6MeoHKYzWaaNWtWo9cICQnRX2A3op+He9HPw73o5+Fe9PO4uEv1/JTSJGgRERHxOApAIiIi4nEUgGqZr68vM2bMwNfX1+hSBP083I1+Hu5FPw/3op+Ha2kStIiIiHgc9QCJiIiIx1EAEhEREY+jACQiIiIeRwFIREREPI4CUC2aP38+sbGx+Pn50bt3bzZv3mx0SR4pKSmJnj17EhwcTKNGjRgyZAh79+41uiw57ZlnnsFkMjFx4kSjS/FoR48e5e677yY8PBx/f386d+7M1q1bjS7LI1mtVqZNm0bLli3x9/endevWPPnkkxXa70ouTAGolixZsoRJkyYxY8YMtm/fTteuXUlMTCQ1NdXo0jzOunXruP/++9m0aROrVq2iuLiYG264gby8PKNL83hbtmzhtddeo0uXLkaX4tEyMjLo168f3t7efPbZZ/z000/Mnj2bBg0aGF2aR3r22Wd59dVXmTdvHnv27OHZZ5/lueee4+WXXza6tDpNy+BrSe/evenZsyfz5s0DHPuNxcTEMH78eCZPnmxwdZ4tLS2NRo0asW7dOvr37290OR4rNzeXbt268corr/D3v/+d+Ph45s6da3RZHmny5MmsX7+eb775xuhSBLjpppuIiori3//+t/PY7bffjr+/P++8846BldVt6gGqBUVFRWzbto2EhATnMbPZTEJCAhs3bjSwMgHIysoCoGHDhgZX4tnuv/9+Bg8eXObfiRhj+fLl9OjRgz/+8Y80atSIyy+/nH/+859Gl+Wx+vbty5o1a9i3bx8A33//Pd9++y033nijwZXVbdoMtRakp6djtVqJiooqczwqKoqff/7ZoKoEHD1xEydOpF+/fnTq1MnocjzW4sWL2b59O1u2bDG6FAF+/fVXXn31VSZNmsTUqVPZsmULDzzwAD4+PowcOdLo8jzO5MmTyc7Opn379lgsFqxWK0899RR33XWX0aXVaQpA4tHuv/9+du/ezbfffmt0KR7ryJEjTJgwgVWrVuHn52d0OYLjfwx69OjB008/DcDll1/O7t27WbBggQKQAd577z3effddFi1axGWXXcbOnTuZOHEiTZo00c+jGhSAakFERAQWi4WUlJQyx1NSUoiOjjaoKhk3bhyffPIJX3/9Nc2aNTO6HI+1bds2UlNT6datm/OY1Wrl66+/Zt68eRQWFmKxWAys0PM0btyYjh07ljnWoUMHPvjgA4Mq8mwPP/wwkydP5s477wSgc+fOHDp0iKSkJAWgatAcoFrg4+ND9+7dWbNmjfOYzWZjzZo19OnTx8DKPJPdbmfcuHF8+OGHfPnll7Rs2dLokjzaddddx65du9i5c6fz0aNHD+666y527typ8GOAfv36nXdriH379tGiRQuDKvJs+fn5mM1lf11bLBZsNptBFdUP6gGqJZMmTWLkyJH06NGDXr16MXfuXPLy8hg9erTRpXmc+++/n0WLFvHRRx8RHBxMcnIyAKGhofj7+xtcnecJDg4+b/5VYGAg4eHhmpdlkAcffJC+ffvy9NNPM3ToUDZv3szrr7/O66+/bnRpHunmm2/mqaeeonnz5lx22WXs2LGDOXPm8Oc//9no0uo0LYOvRfPmzeP5558nOTmZ+Ph4XnrpJXr37m10WR7HZDKVe/zNN99k1KhRtVuMlOvqq6/WMniDffLJJ0yZMoX9+/fTsmVLJk2axH333Wd0WR4pJyeHadOm8eGHH5KamkqTJk0YPnw406dPx8fHx+jy6iwFIBEREfE4mgMkIiIiHkcBSERERDyOApCIiIh4HAUgERER8TgKQCIiIuJxFIBERETE4ygAiYiIiMdRABIRqYC1a9diMpnIzMw0uhQRcQEFIBEREfE4CkAiIiLicRSARKROsNlsJCUl0bJlS/z9/enatSvvv/8+cGZ4asWKFXTp0gU/Pz+uuOIKdu/eXeYcH3zwAZdddhm+vr7ExsYye/bsMq8XFhby6KOPEhMTg6+vL23atOHf//53mTbbtm2jR48eBAQE0Ldv3/N2TReRukEBSETqhKSkJN5++20WLFjAjz/+yIMPPsjdd9/NunXrnG0efvhhZs+ezZYtW4iMjOTmm2+muLgYcASXoUOHcuedd7Jr1y5mzpzJtGnTWLhwofP9I0aM4L///S8vvfQSe/bs4bXXXiMoKKhMHY899hizZ89m69ateHl5aUdukTpKm6GKiNsrLCykYcOGrF69mj59+jiP33vvveTn5zN27FiuueYaFi9ezLBhwwA4efIkzZo1Y+HChQwdOpS77rqLtLQ0vvjiC+f7H3nkEVasWMGPP/7Ivn37aNeuHatWrSIhIeG8GtauXcs111zD6tWrue666wD49NNPGTx4MKdOncLPz6+G/xRExJXUAyQibu/AgQPk5+dz/fXXExQU5Hy8/fbb/PLLL852Z4ejhg0b0q5dO/bs2QPAnj176NevX5nz9uvXj/3792O1Wtm5cycWi4UBAwZctJYuXbo4nzdu3BiA1NTUan9GEaldXkYXICJyKbm5uQCsWLGCpk2blnnN19e3TAiqKn9//wq18/b2dj43mUyAY36SiNQt6gESEbfXsWNHfH19OXz4MG3atCnziImJcbbbtGmT83lGRgb79u2jQ4cOAHTo0IH169eXOe/69etp27YtFouFzp07Y7PZyswpEpH6Sz1AIuL2goODeeihh3jwwQex2WxceeWVZGVlsX79ekJCQmjRogUATzzxBOHh4URFRfHYY48RERHBkCFDAPjb3/5Gz549efLJJxk2bBgbN25k3rx5vPLKKwDExsYycuRI/vznP/PSSy/RtWtXDh06RGpqKkOHDjXqo4tIDVEAEpE64cknnyQyMpKkpCR+/fVXwsLC6NatG1OnTnUOQT3zzDNMmDCB/fv3Ex8fz8cff4yPjw8A3bp147333mP69Ok8+eSTNG7cmCeeeIJRo0Y5r/Hqq68ydepU/u///o8TJ07QvHlzpk6dasTHFZEaplVgIlLnla7QysjIICwszOhyRKQO0BwgERER8TgKQCIiIuJxNAQmIiIiHkc9QCIiIuJxFIBERETE4ygAiYiIiMdRABIRERGPowAkIiIiHkcBSERERDyOApCIiIh4HAUgERER8TgKQCIiIuJx/j8FS1UD2AAFwAAAAABJRU5ErkJggg==",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "21/21 [==============================] - 11s 535ms/step - loss: 1.3941e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 543ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.98      0.94      0.96       423\n",
            "           1       0.91      0.97      0.94       270\n",
            "\n",
            "    accuracy                           0.95       693\n",
            "   macro avg       0.95      0.96      0.95       693\n",
            "weighted avg       0.96      0.95      0.95       693\n",
            "\n",
            "Acuuracy results of the 4 models :  [0.9451659451659452, 0.9567099567099567, 0.9595959595959596, 0.9538239538239538]\n",
            "Avrage accuracy of this probability = 0.9538239538239539\n"
          ]
        }
      ],
      "source": [
        "#  preprocessing- No Balancing -   Anonymisation (6)\n",
        "\n",
        "dff = df\n",
        "p = 0.9\n",
        "dff_pred = df_pred\n",
        "\n",
        "#---------------------------------\n",
        "\n",
        "for i in range (len(dff)):\n",
        "    dff['Facts'].iloc[i] = anonymisation(dff['Facts'].iloc[i] , dff['first_party'].iloc[i] , dff['second_party'].iloc[i])\n",
        "\n",
        "for i in range (len(dff_pred)):\n",
        "    dff_pred['Facts'].iloc[i] = anonymisation(dff_pred['Facts'].iloc[i], dff_pred['first_party'].iloc[i] , dff_pred['second_party'].iloc[i])\n",
        "\n",
        "preprocessing (dff)\n",
        "preprocessing (dff_pred)\n",
        "\n",
        "#--------------------------------\n",
        "\n",
        "X_input_ids_pred = np.zeros((len(dff_pred), 256))\n",
        "X_input_ids_pred = generate_training_data(dff_pred , X_input_ids_pred , tokenizer)\n",
        "\n",
        "#-----------------------------------\n",
        "\n",
        "train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4 = K_fold(dff)\n",
        "\n",
        "#----------------------------------\n",
        "train_set_1 = making_dataset(train_1)\n",
        "train_size = int((len(train_1)/32)*p) \n",
        "train_1_dataset = train_set_1.take(train_size)\n",
        "val_1_dataset = train_set_1.skip(train_size)\n",
        "\n",
        "test_1_dataset = making_dataset(test_1)\n",
        "\n",
        "train_set_2 = making_dataset(train_2)\n",
        "train_size = int((len(train_2)/32)*p) \n",
        "train_2_dataset = train_set_2.take(train_size)\n",
        "val_2_dataset = train_set_2.skip(train_size)\n",
        "\n",
        "test_2_dataset = making_dataset(test_2)\n",
        "\n",
        "train_set_3 = making_dataset(train_3)\n",
        "train_size = int((len(train_3)/32)*p) \n",
        "train_3_dataset = train_set_3.take(train_size)\n",
        "val_3_dataset = train_set_3.skip(train_size)\n",
        "\n",
        "test_3_dataset = making_dataset(test_3)\n",
        "\n",
        "train_set_4 = making_dataset(train_4)\n",
        "train_size = int((len(train_4)/32)*p) \n",
        "train_4_dataset = train_set_4.take(train_size)\n",
        "val_4_dataset = train_set_4.skip(train_size)\n",
        "\n",
        "test_4_dataset= making_dataset(test_4)\n",
        "\n",
        "#------------------------------------\n",
        "acc_result = []\n",
        "\n",
        "for i in range (4):\n",
        "    \n",
        "    if i == 0 :\n",
        "        \n",
        "        the_model_6_1 = creating_model(train_1_dataset,val_1_dataset,test_1_dataset)\n",
        "        y_predict = the_model_6_1.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "        \n",
        "    if i == 1 :\n",
        "        the_model_6_2 = creating_model(train_2_dataset,val_2_dataset,test_2_dataset)\n",
        "        y_predict = the_model_6_2.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 2 :\n",
        "        the_model_6_3 = creating_model(train_3_dataset,val_3_dataset,test_3_dataset)\n",
        "        y_predict = the_model_6_3.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 3 :\n",
        "        the_model_6_4 = creating_model(train_4_dataset,val_4_dataset,test_4_dataset)\n",
        "        y_predict = the_model_6_4.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "        \n",
        "    \n",
        "print('Acuuracy results of the 4 models : ',acc_result)\n",
        "print('Avrage accuracy of this probability =' , sum(acc_result)/len(acc_result))\n",
        "\n",
        "probabilitiy_6=sum(acc_result)/len(acc_result)\n",
        "\n"
      ]
    },
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          "text": [
            "Epoch 1/10\n",
            "45/45 [==============================] - 103s 2s/step - loss: 0.6331 - accuracy: 0.7377 - val_loss: 0.4595 - val_accuracy: 0.7937\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.3979 - accuracy: 0.8333 - val_loss: 0.1890 - val_accuracy: 0.9500\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.2334 - accuracy: 0.9104 - val_loss: 0.0517 - val_accuracy: 0.9875\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.1111 - accuracy: 0.9590 - val_loss: 0.0264 - val_accuracy: 0.9937\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0493 - accuracy: 0.9840 - val_loss: 0.0025 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0648 - accuracy: 0.9771 - val_loss: 0.0260 - val_accuracy: 0.9875\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0396 - accuracy: 0.9868 - val_loss: 9.8712e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0203 - accuracy: 0.9937 - val_loss: 0.0016 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0187 - accuracy: 0.9931 - val_loss: 7.8386e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0096 - accuracy: 0.9979 - val_loss: 0.0019 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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+y6xZsy74nClTphAaGuq8xcTEVGPFDlXdWDx48GAGDBhQ5mPLli3DZDKxadOmS3rNtWvXMmrUqMooz+m5554jLi7uvONHjx7lpptuqtT3EhERz2VYuAkPD8disZCamlrqeGpqKlFRUWU+Jzo6mhYtWmCxWJzHWrduTUpKCgUFZYeGcePGkZGR4bwlJydX3oeooLNXLD5eBZemHnjgARYvXsyhQ4fOe+z999+na9eudOjQ4ZJeMyIigoCAgMoqsVxRUVH4+vpWy3uJiIj7Myzc+Pj40KVLFxITE53HbDYbiYmJ9OzZs8zn9O7dm927d2Oz2ZzHdu7cSXR0ND4+PmU+x9fXl5CQkFI3I5SsWHy6uLG4Mg0aNIiIiAjmzJlT6nh2djbz5s1j6NCh3H333dSvX5+AgADat2/Pxx9/XO5rnntZateuXVxzzTX4+fnRpk0bFi9efN5znn76aVq0aEFAQABNmjRh/PjxFBY69taaM2cOzz//PBs3bsRkMmEymZz1nntZavPmzVx33XX4+/tTp04dRo0aRXZ2tvPxESNGMHToUF5//XWio6OpU6cOjzzyiPO9RETEsxl6WSohIYHZs2fzwQcfkJSUxOjRo8nJyXHOnho+fDjjxo1znj969GhOnDjB448/zs6dO1m4cCGTJ0/mkUceqboi7XYoyLnim5f1NGGWQkyFuZw4dapiz6vghu1eXl4MHz6cOXPmcPYm7/PmzcNqtXLffffRpUsXFi5cyJYtWxg1ahR//OMfL7qmUAmbzcZtt92Gj48Pv/76K7NmzeLpp58+77zg4GDmzJnDtm3b+Oc//8ns2bN58803ARg2bBh//etfadu2LUePHuXo0aMMGzbsvNfIycmhf//+1KpVi7Vr1zJv3jx+/PFHHn300VLnLVmyhD179rBkyRI++OAD5syZc164ExERz2TovORhw4Zx7NgxJkyYQEpKCnFxcSxatMjZZHzw4EHM5jP5KyYmhu+//54nn3ySDh06UL9+fR5//PEyv2grTWEuTK5XKS8VU3yrsGeOgE9ghU7905/+xGuvvcbPP/9Mv379AMclqdtvv51GjRrx1FNPOc8dM2YM33//PZ9++indu3e/6Gv/+OOPbN++ne+//5569Rz/FpMnTz6vT+Yf//iH835sbCxPPfUUn3zyCX//+9/x9/cnKCgILy+vC152BPjoo4/Iy8vjP//5D4GBjs8+Y8YMBg8ezCuvvOL8z0atWrWYMWMGFouFVq1aMXDgQBITE3nooYcq9O8lIiLuy/BFVx599NHz/l95iaVLl553rGfPnqxevbqKq6p5WrVqRa9evXjvvffo168fu3fvZtmyZUyaNAmr1crkyZP59NNPOXz4MAUFBeTn51e4pyYpKYmYmBhnsAHKvHQ4d+5cpk+fzp49e8jOzqaoqOiSLwMmJSXRsWNHZ7ABx+VIm83Gjh07nOGmbdu2pXqvoqOj2bx58yW9l4iIuCfDw43L8w5wjKBUkmPZeaRk5OPvbaFZ3aCLv/cleOCBBxgzZgwzZ87k/fffp2nTpvTt25dXXnmFf/7zn0ybNo327dsTGBjIE088ccEm7MuxatUq7r33Xp5//nn69+9PaGgon3zyCVOnTq209zhbySKOJUwmU6leLBER8VwKNxdjMlX40lBF1Ar1J+V0Frl2O7n4ElCJKxbfeeedPP7443z00Uf85z//YfTo0ZhMJlasWMGQIUO47777AEcPzc6dO2nTpk2FXrd169YkJydz9OhRoqOjAc4bPVu5ciWNGjXi2WefdR47cOBAqXN8fHwuuuBi69atmTNnDjk5Oc7RmxUrVmA2m2nZsmWF6hUREc9Wo9a5cQdeFjOhfo5Rh8pesTgoKIhhw4Yxbtw4jh49yogRIwBo3rw5ixcvZuXKlSQlJfHnP//5vCn45YmPj6dFixbcf//9bNy4kWXLlpUKMSXvcfDgQT755BP27NnD9OnTWbBgQalzYmNj2bdvHxs2bCA9PZ38/Pzz3uvee+/Fz8+P+++/ny1btrBkyRLGjBnDH//4x/MWfBQRESmLwo0BqnLF4gceeICTJ0/Sv39/Z4/MP/7xDzp37kz//v3p168fUVFRDB06tMKvaTabWbBgAadPn6Z79+48+OCDvPTSS6XOueWWW3jyySd59NFHiYuLY+XKlYwfP77UObfffjsDBgzg2muvJSIioszp6AEBAXz//fecOHGCbt26cccdd3D99dczY8aMS//HEBERj2Sy2ys439hNZGZmEhoaSkZGxnnNrnl5eezbt4/GjRvj5+dXZTXY7XZ2pmaTX2Slfpg/dYK0gF1Vq66/rYiIVI3yvr/PpZEbA5y9YrE20xQREalcCjcGqRXg7VixuNBKbiWvWCwiIuLJFG4M4mUxE+pfNY3FIiIinkzhxkClG4u1RouIiEhlULgpQ3X1WAf6WPD1smCz2zmVq00fq5KH9c2LiHg0hZuzlKx6m5ubWy3vd25jsb6Aq07J3/TclY1FRMT9aIXis1gsFsLCwkhLSwMca66YTKYqfU9/sw2sheQWFXAqy4R/Ja5YLI4Rm9zcXNLS0ggLCyu1H5WIiLgnfZOeo2TH6pKAUx2ycgrILbCSc9xCrQCfantfTxIWFlbubuQiIuI+FG7OYTKZiI6Opm7duhQWVk8fTGbySZ77dCN+3hY+/fNVBPrq0kll8vb21oiNiIgHUbi5AIvFUm1fiN2bReHnt4M9x3L4LukE913VqFreV0RExB2podgFmEwm7u7eEICPfj2oxmIREZEroHDjIu7o0gAfLzPbjmay6VCG0eWIiIjUWAo3LiIswIeB7aMBx+iNiIiIXB6FGxdScmnqq41HyMzTon4iIiKXQ+HGhXSLrUWzukGcLrTy5YYjRpcjIiJSIyncuBA1FouIiFw5hRsXc3vn+vh4mUk6mslGNRaLiIhcMoUbFxMW4MMgZ2PxAYOrERERqXkUblzQ3T0cl6a+3nhUjcUiIiKXSOHGBXVtVIvmJY3Fvx82uhwREZEaReHGBZ3dWPw/NRaLiIhcEoUbF3V75wb4epnZnpLFhuRTRpcjIiJSYyjcuKjQAG8GdtCKxSIiIpdK4caF3VN8aerrTUfIOK3GYhERkYpQuHFhXRrVokVkEHmFNr7coMZiERGRilC4cWFasVhEROTSKdy4uNs6nWks/l2NxSIiIhelcOPiQgO8GdShHqDGYhERkYpQuKkB7ukRA8A3aiwWERG5KIWbGqBzw1q0jAwmr9DGF1qxWEREpFwKNzWAyWTinh5qLBYREakIhZsaYmin+vh5m9mRmsX6g6eMLkdERMRlKdzUEKH+aiwWERGpCIWbGqRkzZtvNh0hI1eNxSIiImVRuKlBOjcMo1VUMPlFNhb8fsjockRERFySwk0NUqqxeI0ai0VERMqicFPDDIlzNBbvTM1m/cGTRpcjIiLiclwi3MycOZPY2Fj8/Pzo0aMHa9asueC5c+bMwWQylbr5+flVY7XGCvX3ZnBxY/H/1FgsIiJyHsPDzdy5c0lISGDixImsX7+ejh070r9/f9LS0i74nJCQEI4ePeq8HThwoBorNt7dxZemFm46qsZiERGRcxgebt544w0eeughRo4cSZs2bZg1axYBAQG89957F3yOyWQiKirKeYuMjKzGio3XKeZMY/F8NRaLiIiUYmi4KSgoYN26dcTHxzuPmc1m4uPjWbVq1QWfl52dTaNGjYiJiWHIkCFs3bq1Osp1GSaTiXu1YrGIiEiZDA036enpWK3W80ZeIiMjSUlJKfM5LVu25L333uPLL7/kww8/xGaz0atXLw4dKnsEIz8/n8zMzFI3dzCkU338vS3sSstm3QE1FouIiJQw/LLUperZsyfDhw8nLi6Ovn37Mn/+fCIiInj33XfLPH/KlCmEhoY6bzExMdVccdUI8fNmcMdoQCsWi4iInM3QcBMeHo7FYiE1NbXU8dTUVKKioir0Gt7e3nTq1Indu3eX+fi4cePIyMhw3pKTk6+4blfhXLF481FO5RYYXI2IiIhrMDTc+Pj40KVLFxITE53HbDYbiYmJ9OzZs0KvYbVa2bx5M9HR0WU+7uvrS0hISKmbu4iLCaN1dAgFRTbmrz9sdDkiIiIuwfDLUgkJCcyePZsPPviApKQkRo8eTU5ODiNHjgRg+PDhjBs3znn+pEmT+OGHH9i7dy/r16/nvvvu48CBAzz44INGfQTDaMViERGR83kZXcCwYcM4duwYEyZMICUlhbi4OBYtWuRsMj548CBm85kMdvLkSR566CFSUlKoVasWXbp0YeXKlbRp08aoj2CoIXH1mLwwid1p2fx24CTdYmsbXZKIiIihTHYP+7/7mZmZhIaGkpGR4TaXqJ7+bBNzf0vm1k71eXNYnNHliIiIVLpL+f42/LKUXDnnisWbj3IyR43FIiLi2RRu3EDHBqG0KWks/l2NxSIi4tkUbtxAqcbiXw+osVhERDyawo2bGBJXjwAfC3uO5bB2v1YsFhERz6Vw4yaC/by5pWM9wDF6IyIi4qkUbtxIyYrF325JUWOxiIh4LIUbN9KhQSht6zkaiz9fX/ZGoiIiIu5O4caNaMViERERhRu3c0tHR2Px3mM5rNl3wuhyREREqp3CjZsJ9vNmSFxxY/GagwZXIyIiUv0UbtxQSWPxd5tTOKHGYhER8TAKN26oQ4Mw2tUPocBqY74ai0VExMMo3Lipe7o3AtRYLCIinkfhprIVnja6AgBuiatHYHFj8a9qLBYREQ+icFNZDqyEWX3gsweMrgSAIF8vbomrD8BHv6qxWEREPIfCTWXxC4WUzbB7MZx2jb2d7iluLF60RY3FIiLiORRuKktkW4hoDdYCSPra6GoAaN8glPb1Qymw2vh8nRqLRUTEMyjcVKb2dzh+bv7M2DrOUrJi8cdqLBYREQ+hcFOZ2t3u+Ll/GWSlGltLscEdixuL03NYtfe40eWIiIhUOYWbylS7MdTvCnYbbF1gdDWAo7F4SCdHY/HHa5INrkZERKTqKdxUtpJLU1tc6NKUs7H4KMez8w2uRkREpGop3FS2treCyQyH1sKJfUZXA0C7+qF0aBBKodXO51qxWERE3JzCTWULjoLYqx33t3xubC1nKRm9+XhNshqLRUTErSncVAXnpSnXCTeDO9YjyNeLfek5rNqjxmIREXFfCjdVofVgMHtD2jZI3Wp0NQAE+noxJK4e4NhvSkRExF0p3FQF/1rQ/EbHfRdc8+b7rSmkq7FYRETclMJNVWlfvObNls/BRXpc2tYLpWNJY7FWLBYRETelcFNVWtwE3oFw6gAc+s3oapzOXrHYZnON0CUiIlKZFG6qik8AtLrZcd+F1rwZ1MHRWLz/eK5WLBYREbekcFOV2v/B8XPLfLAWGVtLsUBfL4Z2UmOxiIi4L4WbqtTkWkdzcU6aY78pF3FP90YA/KDGYhERcUMKN1XJywfaDHHcd6FLU23qhdAxJoxCq53P1FgsIiJuRuGmqrUrXtBv29dQ5DqjJPd2V2OxiIi4J4WbqtaoFwTXg/wM2LXY6GqcBnWMJtjXiwPHc1mpFYtFRMSNKNxUNbMF2t3muO9Cl6YCfLwY2qk+4Bi9ERERcRcKN9WhXfGCfjsWQX62sbWc5e7uZ1YsPpblOpfMREREroTCTXWo1wlqN4Gi07DjW6OrcWpTL4S4mDCKbGosFhER96FwUx1MpjNr3myeZ2wt59CKxSIi4m4UbqpLyaypPT9B7gljaznLoA6OxuKDJ3JZsSfd6HJERESumMJNdYloAVHtwVYE274wuhqnAB8vbu2sxmIREXEfCjfVqWT0ZvPnxtZxjpJLUz9sTSUtK8/gakRERK6Mwk11Kpk1dWAFZBw2tpaztIoKoVNDNRaLiIh7ULipTmEx0LAnYIet842uppR7iqeFf7ImWY3FIiJSo7lEuJk5cyaxsbH4+fnRo0cP1qxZU6HnffLJJ5hMJoYOHVq1BVamktGbza6zoB/AoA71CPZzNBYv363GYhERqbkMDzdz584lISGBiRMnsn79ejp27Ej//v1JS0sr93n79+/nqaee4uqrr66mSitJ21vBZIGjG+D4HqOrcfL3sXCbViwWERE3YHi4eeONN3jooYcYOXIkbdq0YdasWQQEBPDee+9d8DlWq5V7772X559/niZNmlRjtZUgMBya9HPcd7HRm7uLG4sXb1NjsYiI1FyGhpuCggLWrVtHfHy885jZbCY+Pp5Vq1Zd8HmTJk2ibt26PPDAAxd9j/z8fDIzM0vdDHf2gn521+lvaRUVQufixuJ5v6mxWEREaiZDw016ejpWq5XIyMhSxyMjI0lJSSnzOcuXL+ff//43s2fPrtB7TJkyhdDQUOctJibmiuu+Yq0GgpcfHN8FKZuMrqaUe3o0AuCjXw+SX2Q1uBoREZFLZ/hlqUuRlZXFH//4R2bPnk14eHiFnjNu3DgyMjKct+Tk5CqusgL8QqD5jY77LnZpamD7aCKCfTl86jQfrNxvdDkiIiKXzNBwEx4ejsViITU1tdTx1NRUoqKizjt/z5497N+/n8GDB+Pl5YWXlxf/+c9/+Oqrr/Dy8mLPnvMbdH19fQkJCSl1cwntixf02zIfbDZjazmLv4+Fv/VvCcBbibtJz9Zu4SIiUrMYGm58fHzo0qULiYmJzmM2m43ExER69ux53vmtWrVi8+bNbNiwwXm75ZZbuPbaa9mwYYNrXHKqqOY3gm8IZB6C5NVGV1PKHZ0b0L5+KFn5RUz9YYfR5YiIiFwSwy9LJSQkMHv2bD744AOSkpIYPXo0OTk5jBw5EoDhw4czbtw4APz8/GjXrl2pW1hYGMHBwbRr1w4fHx8jP8ql8faHVoMc913s0pTZbGLC4DYAfLI2ma1HMgyuSEREpOIMDzfDhg3j9ddfZ8KECcTFxbFhwwYWLVrkbDI+ePAgR48eNbjKKtK+eEG/bV+AtdDQUs7VLbY2gzpEY7fDpK+3YXehWV0iIiLlMdk97FsrMzOT0NBQMjIyjO+/sRbB1JaQmw73fg7N4y/+nGp06GQu10/9mfwiG7Pu68yAdtFGlyQiIh7qUr6/DR+58WgWL8eKxeBY88bFNKgVwKhrHIskvvRtEnmFmhouIiKuT+HGaCWzprZ/A4Wnja2lDA/3bUpkiC/JJ07z3op9RpcjIiJyUQo3RmvQHUJjoCAbdn5vdDXnCfT14ukBrQCY+dNu0jK1LYOIiLg2hRujmc3Q7jbH/S2uNWuqxNC4+nSMCSOnwMrrmhouIiIuTuHGFZTsNbXzB8hzvWnXZrOJicVTw+etO8SWw65Xo4iISAmFG1cQ2Q7CW4I1H5K+MbqaMnVuWIshcfWw2+H5r7dqariIiLgshRtXYDKdtR2Da16aAnh6QCv8vM2s3X+ShZvddO0hERGp8RRuXEW74gX99v4M2WnG1nIB9cL8ebhvUwCmfLtdU8NFRMQlKdy4ijpNoV5nsFth6xdGV3NBf76mKdGhfhw+dZr/W7bX6HJERETOo3DjSmrApSl/Hwtjb3JMDX976R5SNTVcRERcjMKNK2l7G2CC5F/h1EGjq7mgWzrWo3PDMHILrLyyaLvR5YiIiJSicONKQqIhto/j/pbPja2lHCaTiYmD2wIwf/1hNiSfMrYgERGRsyjcuJqSS1ObXTfcAHSMCeO2zvUBmKSp4SIi4kIUblxN61vA7A2pmyHNtS/5PD2gFf7eFtYfPMVXG48YXY6IiAigcON6AmpDs+sd9124sRggMsSPv/RzTA1/+bvtnC7Q1HARETGewo0raldyaeozcPHLPQ9d04T6Yf4czcjj3V/2GF2OiIiIwo1LankTeAfAyX1wZL3R1ZTLz9vCuJsdU8Nn/byHoxmnDa5IREQ8ncKNK/INcgQccIzeuLiB7aPpFluLvEIbr3zn2n1CIiLi/hRuXFXJpakt88Hm2r0sJpOJCYPaYjLBFxuOsP7gSaNLEhERD6Zw46qaXQ9+oZCdAgdWGF3NRbVvEModnRsA8PzX27DZXLtXSERE3JfCjavy8nVMC4cacWkK4G8DWhLoY2Fj8im+2HDY6HJERMRDKdy4svZ/cPzc9iUUFRhbSwXUDfbjkeuaAfDKou3kFhQZXJGIiHgihRtXFtsHgqIg7xTsSTS6mgr5U+/GxNT2JzUzn1lLNTVcRESqn8KNKzNboO2tjvs15NKUn7eFZ25qDcC7v+zl0MlcgysSERFPo3Dj6kr2mtrxLRTkGFtLBQ1oF0WPxrXJL7LxsqaGi4hINVO4cXX1u0CtWCjMhR3fGV1NhZhMJiYMboPJBN9sOsra/SeMLklERDyIwo2rM5lKb8dQQ7StF8pd3WIAmKSp4SIiUo0uK9x88MEHLFy40Pn73//+d8LCwujVqxcHDhyotOKkWMmlqd0/Qm7NGQVJuKElQb5ebD6cwefrDxldjoiIeIjLCjeTJ0/G398fgFWrVjFz5kxeffVVwsPDefLJJyu1QAHqtoa6bcFWCElfG11NhUUE+zKmeGr4q9/vIDtfU8NFRKTqXVa4SU5Oplkzx5fWF198we23386oUaOYMmUKy5Ytq9QCpVjJ6M3mecbWcYlG9I6lUZ0AjmXl8/aS3UaXIyIiHuCywk1QUBDHjx8H4IcffuCGG24AwM/Pj9OntSt0lWh3u+Pn/uWQedTYWi6Br5eFZ292TA3/v+X7SD6hqeEiIlK1Livc3HDDDTz44IM8+OCD7Ny5k5tvvhmArVu3EhsbW5n1SYlajaBBd8AOWxcYXc0luaFNJL2b1aGgyMaU75KMLkdERNzcZYWbmTNn0rNnT44dO8bnn39OnTp1AFi3bh133313pRYoZym5NLWl5syaAsfU8PGD2mA2wbebU1i997jRJYmIiBsz2e12j5qjm5mZSWhoKBkZGYSEhBhdzqXJToOpLcFug8d+h9pNjK7okjy7YDP/+/UgbaJD+HpMHyxmk9EliYhIDXEp39+XNXKzaNEili9f7vx95syZxMXFcc8993Dy5MnLeUmpiKC60Liv4/7mz42t5TIk3NCCYD8vth3NZN5vyUaXIyIibuqyws3f/vY3MjMzAdi8eTN//etfufnmm9m3bx8JCQmVWqCc4+xLUzVs0K1OkC+PX98cgNd/2EFWXqHBFYmIiDu6rHCzb98+2rRpA8Dnn3/OoEGDmDx5MjNnzuS772rGFgE1VqtBYPGBY9shdavR1Vyy4T1jaRIeSHp2ATM0NVxERKrAZYUbHx8fcnMdU3p//PFHbrzxRgBq167tHNGRKuIfBs0d/941rbEYwMfLzLMDHVPD31++nwPHa8ZmoCIiUnNcVrjp06cPCQkJvPDCC6xZs4aBAwcCsHPnTho0aFCpBUoZnAv6fV7jLk0BXNeqLlc3D6fAauOlhZoaLiIileuyws2MGTPw8vLis88+45133qF+/foAfPfddwwYMKBSC5QytBgAPkGQcRCS1xhdzSUzmUxMGNQGi9nED9tSWbk73eiSRETEjWgqeE01fxRsmgvdR8HNrxldzWWZ+OUWPlh1gFZRwSx87GpNDRcRkQuq8qngAFarlc8//5wXX3yRF198kQULFmC1Wi/35eRStf+D4+fWBWCtmRtSPhHfglB/b7anZPHJ2oNGlyMiIm7issLN7t27ad26NcOHD2f+/PnMnz+f++67j7Zt27Jnz55Lfr2ZM2cSGxuLn58fPXr0YM2aC19qmT9/Pl27diUsLIzAwEDi4uL473//ezkfo2Zr0g/8a0POMdj3s9HVXJZagT48Ee+YGj71h51knNbUcBERuXKXFW4ee+wxmjZtSnJyMuvXr2f9+vUcPHiQxo0b89hjj13Sa82dO5eEhAQmTpzI+vXr6dixI/379yctLa3M82vXrs2zzz7LqlWr2LRpEyNHjmTkyJF8//33l/NRai6LN7Qd6ri/peYt6Ffivqsa0axuECdyCngrcZfR5YiIiBu4rJ6bwMBAVq9eTfv27Usd37hxI7179yY7O7vCr9WjRw+6devGjBkzALDZbMTExDBmzBjGjh1bodfo3LkzAwcO5IUXXrjouW7TcwOwfwXMuRl8Q+CpXeDtZ3RFl2XpjjRGvL8WL7OJH568hiYRQUaXJCIiLqbKe258fX3Jyso673h2djY+Pj4Vfp2CggLWrVtHfHz8mYLMZuLj41m1atVFn2+320lMTGTHjh1cc801ZZ6Tn59PZmZmqZvbaNgTQupDfibsXmx0NZetX8u69GsZQZHNzuRvNTVcRESuzGWFm0GDBjFq1Ch+/fVX7HY7drud1atX8/DDD3PLLbdU+HXS09OxWq1ERkaWOh4ZGUlKSsoFn5eRkUFQUBA+Pj4MHDiQt956ixtuuKHMc6dMmUJoaKjzFhMTU+H6XJ7ZDO1uc9zfPM/YWq7QPwa2wcts4sekNJbtOmZ0OSIiUoNdVriZPn06TZs2pWfPnvj5+eHn50evXr1o1qwZ06ZNq+QSzxccHMyGDRtYu3YtL730EgkJCSxdurTMc8eNG0dGRobzlpzsZhs2tite0G/n95BXc0elmtUN4o89GwHwwjfbKLLaDK5IRERqKq/LeVJYWBhffvklu3fvJinJcRmhdevWNGvW7JJeJzw8HIvFQmpqaqnjqampREVFXfB5ZrPZ+V5xcXEkJSUxZcoU+vXrd965vr6++Pr6XlJdNUp0R6jTDI7vhh3fQse7jK7osj1xfQu++P0wO1Oz+WjNQYb3jDW6JBERqYEqHG4uttv3kiVLnPffeOONCr2mj48PXbp0ITExkaFDhwKOhuLExEQeffTRipaGzWYjPz+/wue7FZPJsebN0imw+bMaHW5CA7xJuKEF47/cyhuLdzKkY31CA7yNLktERGqYCoeb33//vULnmUyXtspsQkIC999/P127dqV79+5MmzaNnJwcRo4cCcDw4cOpX78+U6ZMARw9NF27dqVp06bk5+fz7bff8t///pd33nnnkt7XrbS7wxFu9vwEOekQGG50RZft7u4N+e/qA+xMzWZa4k4mDm5rdEkiIlLDVDjcnD0yU5mGDRvGsWPHmDBhAikpKcTFxbFo0SJnk/HBgwcxm8+0BuXk5PCXv/yFQ4cO4e/vT6tWrfjwww8ZNmxYldRXI4Q3c1yeOroRtn0B3R40uqLL5mUxM35QG/747zX8d9UB7u3hWAdHRESkorS3lLtYMR0Wj4eGveBP3xldzRV78IO1/JiURr+WEcwZ2d3ockRExGDVsreUuJiSKeEHV0LGIWNrqQTPDmyDt8XE0h3HWLKj7NWqRUREyqJw4y5CG0Cj3o77NXg7hhKNwwO5v3i21IvfbKNQU8NFRKSCFG7cSbvbHT83f2ZsHZVkzPXNqR3ow55jOXy4+oDR5YiISA2hcONO2gwFsxekbIL0mr8JZai/N3+9sQUA037cxcmcAoMrEhGRmkDhxp0E1oEm1zruu8nozV3dGtIqKpiM04W8+eNOo8sREZEaQOHG3bT/g+Pnls/ADSbCWcwmJgxuA8D/fj3IztTzN2wVERE5m8KNu2l1M3j5ObZjOLrB6GoqRa+m4dzYJhKrzc4L32zDw1YvEBGRS6Rw4258g6HFAMd9N7k0BfDswNb4WMws25XOT9s1NVxERC5M4cYdtS/eKXzrArC5xxTqRnUCGdknFoAXFyZRUOQen0tERCqfwo07anYD+IZC5mE4uMroairNo9c2IzzIh33pOfxn1X6jyxERERelcOOOvP2g9WDH/c3zjK2lEgX7efPUjS0B+GfiLo5ne+hO8CIiUi6FG3fVvnhBv21fgrXQ2Foq0R+6xtAmOoSsvCLeWKyp4SIicj6FG3cVew0ERsDpE7CnanZ0N4LFbGJi8dTwj9ccJOlopsEViYiIq1G4cVcWL2hbvJnmFveZNQXQo0kdbm4fhc2OpoaLiMh5FG7cWcmsqaRvoCDX2Foq2bibWuPjZWblnuMs3pZqdDkiIuJCFG7cWYNuENYQCnNg5yKjq6lUMbUDeLBPYwBe+jaJ/CKrwRWJiIirULhxZybTmZ3Ct3xubC1V4C/XNiMi2JcDx3OZs2K/0eWIiIiLULhxdyV7Te36AU6fMrSUyhbk68Xf+zumhr/1026OZWlquIiIKNy4v8i2ENEarAWQ9LXR1VS62zs3oEODULLzi5j6ww6jyxERERegcOMJSta8cbNZUwBms4kJgxxTw+f+lszWIxkGVyQiIkZTuPEEJX03+36BLPebWdQ1tjaDOkRjt8OkrzU1XETE0ynceILaTaB+V7DbYNsXRldTJcbd3BpfLzO/7jvBoi0pRpcjIiIGUrjxFCVr3rjRXlNnqx/mz5+vaQI4pobnFWpquIiIp1K48RRtbwWTGQ6thZP7ja6mSjzcrymRIb4cOnmafy/fZ3Q5IiJiEIUbTxEcBbF9HPfdcM0bgAAfL54e0AqAt5fsJi0zz+CKRETECAo3nqRkzZvN7hluAIbG1adjTBg5BVZe+15Tw0VEPJHCjSdpPRjM3pC2FVK3GV1NlTCftWv4Z+sPsfmQpoaLiHgahRtP4l8Lmt/guO+Ga96U6NywFkPj6mG3w/Nfb8Vm09RwERFPonDjac7ea8qN14N5+qZW+Htb+O3ASWYs2W10OSIiUo0UbjxNy5vAO9AxY+rwOqOrqTLRof5MGtIWgDd/3MkvO48ZXJGIiFQXhRtP4xMIrW523N/svpemAP7QNYa7usVgt8Pjn/zOkVOnjS5JRESqgcKNJ2pXvKDf1vlgc+/F7p67pS1t64VwMreQv/xvPQVFNqNLEhGRKqZw44maXgd+YZCdCvuXGV1NlfLztvDOvV0I8fNiQ/IpXlronrPERETkDIUbT+TlA22GOO67+aUpgIZ1AnjjzjgAPlh1gK82HjG2IBERqVIKN56qZEG/pK+gKN/YWqpBfJtI/tKvKQBjP9/ErtQsgysSEZGqonDjqRr1guBoyMuA3T8aXU21SLihBT2b1CG3wMrDH64jO7/I6JJERKQKKNx4KrMF2t7muO8Bl6YAvCxmpt/dicgQX/Ycy2Hs55uwu/FaPyIinkrhxpO1L17Qb8d3kJ9tbC3VJCLYl5n3dMbLbOKbTUf5YOV+o0sSEZFKpnDjyep1htpNoOi0I+B4iK6xtRl7k2P38Je+TWLdgZMGVyQiIpVJ4caTmUxn1rzZPM/YWqrZA30ac3P7KAqtdh79aD3Hs92/qVpExFMo3Hi69sXhZk8i5J4wtpZqZDKZeOX2DjQJD+RoRh6Pf7IBqzbYFBFxCwo3ni6iJUS2B1sRbPvS6GqqVbCfN+/c1wV/bwvLd6fzzx93Gl2SiIhUApcINzNnziQ2NhY/Pz969OjBmjVrLnju7Nmzufrqq6lVqxa1atUiPj6+3POlAkpGb7Z8bmwdBmgZFczk29oBMP2n3SzZnmZwRSIicqUMDzdz584lISGBiRMnsn79ejp27Ej//v1JSyv7S2bp0qXcfffdLFmyhFWrVhETE8ONN97I4cOHq7lyN9KueNbU/uWQ6Xmr997aqQH3XdUQgCfmbiD5RK7BFYmIyJUw2Q1e6KNHjx5069aNGTNmAGCz2YiJiWHMmDGMHTv2os+3Wq3UqlWLGTNmMHz48Iuen5mZSWhoKBkZGYSEhFxx/W7j3/0heTXc+BL0etToaqpdfpGVO2etYuOhDDo0CGXewz3x9bIYXZaIiBS7lO9vQ0duCgoKWLduHfHx8c5jZrOZ+Ph4Vq1aVaHXyM3NpbCwkNq1a5f5eH5+PpmZmaVuUgbnpSnPWNDvXL5eFmbe25mwAG82Hcpg0tfaYFNEpKYyNNykp6djtVqJjIwsdTwyMpKUlJQKvcbTTz9NvXr1SgWks02ZMoXQ0FDnLSYm5orrdktthoLJAkd+h+N7jK7GEA1qBTBtWBwmE/zv14PMX3/I6JJEROQyGN5zcyVefvllPvnkExYsWICfn1+Z54wbN46MjAznLTk5uZqrrCGCIqBJP8d9D9mOoSz9WtZlzHXNAXhmwWa2p2ikT0SkpjE03ISHh2OxWEhNTS11PDU1laioqHKf+/rrr/Pyyy/zww8/0KFDhwue5+vrS0hISKmbXMDZl6Y8eM+lx69vztXNw8krtDH6w/Vk5RUaXZKIiFwCQ8ONj48PXbp0ITEx0XnMZrORmJhIz549L/i8V199lRdeeIFFixbRtWvX6ijVM7QaBBZfSN8JKZuNrsYwFrOJf97ViXqhfuxLz+Hvn2mDTRGRmsTwy1IJCQnMnj2bDz74gKSkJEaPHk1OTg4jR44EYPjw4YwbN855/iuvvML48eN57733iI2NJSUlhZSUFLKzPWPjxyrlFwIt+jvue2hjcYnagT7MvLcz3hYT321J4d/L9xldkoiIVJDh4WbYsGG8/vrrTJgwgbi4ODZs2MCiRYucTcYHDx7k6NGjzvPfeecdCgoKuOOOO4iOjnbeXn/9daM+gnspuTS16VOP2Sn8Qjo1rMU/BrYBYMp321m733O2pxARqckMX+emummdm4sozIMZXSEjGbr+CQa9aXRFhrLb7Tz2yQa+3niEusG+LHzsaiKCfY0uS0TE49SYdW7EBXn7wZCZjvu/vQe7Fhtbj8FMJhMv39aeZnWDSMvK57GPf6fIajO6LBERKYfCjZyvSV/oMdpx/8tHPWq38LIE+nox677OBPhYWLX3OFMXa4NNERFXpnAjZYufCOEtIDsFvn3K6GoM16xuMK/c7lhy4J2le1i8LfUizxAREaMo3EjZvP3h1lmOVYu3fO6RO4afa3DHeozoFQtAwqcbOHhcG2yKiLgihRu5sPpd4JriUZuFf4XMo+Wf7wGeubk1nRuGkZVXxMMfriOv0Gp0SSIicg6FGynfNX+D6I5w+iR8NcajVy4G8PEyM/PeztQO9GHb0UwmfrnV6JJEROQcCjdSPos33Povx8rFuxfDujlGV2S46FB/pt/VCZMJ5v6WzKe/ab8yERFXonAjF1e3laPBGOD7Z+HEXmPrcQF9moeTEN8CgPFfbGHrkQyDKxIRkRIKN1IxPUZDoz5QmAMLRoNNvSaPXNuMa1tGkF/k2GAz47Q22BQRcQUKN1IxZjMMfRt8giF5NayaYXRFhjObTbw5LI76Yf4cPJHLU/M2aoNNEREXoHAjFVerEQyY4rj/04uQqmbasAAf3rmvMz4WM4u3pfLuL7pkJyJiNIUbuTSd7oMWN4G1AOb/GYoKjK7IcB0ahDHxFscGm68u2s6qPccNrkhExLMp3MilMZnglukQUAdSN8PPLxtdkUu4p3tDbutUH5sdxnz8O2mZeUaXJCLisRRu5NIF1T2zW/jyNyF5jbH1uACTycRLt7anVVQw6dn5PPrR7xRqg00REUMo3MjlaTMEOgwDuw0WPAwFOUZXZDh/Hwtv39uZIF8v1uw/wWvf7zC6JBERj6RwI5fvplchuB6c2AOLJxpdjUtoEhHE639wbLD5r1/2smiLtqwQEaluCjdy+fzDYOhMx/21s2F3oqHluIoB7aJ56OrGAPxt3ib2pWtUS0SkOincyJVpeh10H+W4/+Wjjj2ohL8PaEW32Fpk5Rcx+sN1nC7QoociItVF4UauXPzzUKcZZB2Bb/9udDUuwdtiZsY9nQkP8mV7ShbPfrFZC/yJiFQThRu5cj4BMHQWmMyw+VPY+oXRFbmEyBA/3rq7E2YTzF9/mI/XaINNEZHqoHAjlSOmG/RJcNz/5knISjW2HhfRs2kd/ta/FQDPfbWVzYe0waaISFVTuJHK0/dpiGoPp0/A14+BLsMA8HDfJsS3jqTAamP0/9ZxKlerOouIVCWFG6k8Xj5w67/A4gM7F8Hv/zW6IpdgMpmYemdHGtYO4NDJ0zw5dwM2m4KfiEhVUbiRyhXZBq4b77i/aByc3G9oOa4i1N+bd+7rjK+XmSU7jvH20t1GlyQi4rYUbqTy9XwEGvaCgmz44i9g0zYEAG3rhfLCkHYAvLF4Jyt2pxtckYiIe1K4kcpntsDQt8E7EA6sgNVvG12Ry7izWwx3dm2AzQ6Pffw7RzNOG12SiIjbUbiRqlG7MQyY7LifOAnSkoytx4VMGtKONtEhHM8p4JH/raegSCNbIiKVSeFGqk7n+6H5jWDNh/mjoEizhAD8vC3Muq8LwX5erD94iinfKfiJiFQmhRupOiYT3PIW+NeClE3wy2tGV+QyGtYJ4I074wB4f8V+vtl0xNiCRETciMKNVK3gKBj4huP+sqlwaJ2x9biQG9pE8nDfpgA8/dkmdqdlG1yRiIh7ULiRqtfuNmh3B9itsODPUJBrdEUu46kbW3BVk9rkFFgZ/eE6cvKLjC5JRKTGU7iR6nHzaxAcDcd3QeLzRlfjMrwsZt66uzN1g33ZlZbNMwu0waaIyJVSuJHqEVAbhsxw3P91Fuxdamg5riQi2JcZ93TGYjbx5YYjfLj6gNEliYjUaAo3Un2axUPXBxz3v/gLnD5laDmupHvj2oy7ybHB5qRvtvH7wZMGVyQiUnMp3Ej1uvEFqNUYMg/DorFGV+NSHujTmJvaRVFotfPI/9ZzIkdT50VELofCjVQvn0C4dRaYzLDxY0j62uiKXIbJZOLVOzrQODyQIxl5PP7J71i1waaIyCVTuJHq1/Aq6P244/7XT0D2MUPLcSXBfo4NNv28zSzblc70xF1GlyQiUuMo3Igx+o2DyHaQmw5fPw6aIeTUKiqEybe2B2D6T7tYuiPN4IpERGoWhRsxhpcv3PoumL1hx0LY8JHRFbmU2zo34J4eDbHb4Ym5Gzh8ShtsiohUlMKNGCeqHVz7jOP+d0/DqYPG1uNiJgxqQ/v6oZzKLWT0h+tIy8wzuiQRkRpB4UaM1ftxiOkBBVmO6eE27ZBdws/bwtv3dibU35tNhzKIf+Nn5v2WrEX+REQuQuFGjGW2wNB3wDsA9i+DNe8aXZFLiakdwKd/7kn7+qFk5hXxt882cf/7a3WZSkSkHIaHm5kzZxIbG4ufnx89evRgzZo1Fzx369at3H777cTGxmIymZg2bVr1FSpVp05TuPFFx/0fn4NjOwwtx9W0jApmwV968fSAVvh4mfll5zFufONn/rv6ADZNFRcROY+h4Wbu3LkkJCQwceJE1q9fT8eOHenfvz9paWXPDsnNzaVJkya8/PLLREVFVXO1UqW6/gmaXg9FeY7NNa2FRlfkUrwsZkb3a8q3j11Nl0a1yCmwMv6LLdw9ezX703OMLk9ExKWY7AZewO/RowfdunVjxgzHnkM2m42YmBjGjBnD2LHlr14bGxvLE088wRNPPHFJ75mZmUloaCgZGRmEhIRcbulSFTKPwNtXQV6GY6p4P61gXBarzc5/Vu3n1UU7OF1oxc/bzFM3tmRk78ZYzCajyxMRqRKX8v1t2MhNQUEB69atIz4+/kwxZjPx8fGsWrWq0t4nPz+fzMzMUjdxUSH1YOAbjvu/vAaH1xtbj4uymE2M7N2Y75+4hl5N65BXaOPFhUncMWslu1KzjC5PRMRwhoWb9PR0rFYrkZGRpY5HRkaSkpJSae8zZcoUQkNDnbeYmJhKe22pAu1uh7a3gq0IFjwMhWqcvZCGdQL434M9mHJbe4J8vfj94CkGTl/OzCW7KbRq1pmIeC7DG4qr2rhx48jIyHDekpOTjS5JymMyOUZvgiIhfQckvmB0RS7NZDJxd/eGLE64hmtbRlBgtfHa9zsYMmMFW49kGF2eiIghDAs34eHhWCwWUlNTSx1PTU2t1GZhX19fQkJCSt3ExQXUhlscfVisngn7fjG2nhogOtSf90Z0481hHQkL8Gbb0UyGzFjB69/vIL/IanR5IiLVyrBw4+PjQ5cuXUhMTHQes9lsJCYm0rNnT6PKElfR4kboMsJx/4tHIE+9UhdjMpm4tVMDFj/Zl5vbR1FkszNjyW4GTV/O7wdPGl2eiEi1MfSyVEJCArNnz+aDDz4gKSmJ0aNHk5OTw8iRIwEYPnw448aNc55fUFDAhg0b2LBhAwUFBRw+fJgNGzawe/duoz6CVKUbX4SwRpBxEL4fd/HzBYCIYF/evrcL79zbmfAgH3alZXP7Oyt5aeE2ThdoFEdE3J+hU8EBZsyYwWuvvUZKSgpxcXFMnz6dHj16ANCvXz9iY2OZM2cOAPv376dx48bnvUbfvn1ZunRphd5PU8FrmAMr4f2bATvc9TG0utnoimqUkzkFvPDNNub/fhiA2DoBvHx7B65qUsfgykRELs2lfH8bHm6qm8JNDfTDeFg5HQIj4C+rITDc6IpqnJ+2p/LM/C2kFG+++cerGvH0Ta0I8vUyuDIRkYqpEevciFTYtc9C3TaQcwy+fhw8K49XiutaRfJDwjXc3d2xFMJ/Vx+g/5u/8PPOYwZXJiJS+RRuxPV5+8Gt74LZG7Z/A5vmGl1RjRTi582U2zrwvwd7EFPbn8OnTnP/e2v427yNZORquwsRcR8KN1IzRHeAfk877n/7d8g4ZGw9NVjvZuF8/8Q1jOwdi8kE89YdIv7Nn/lha+UtnikiYiSFG6k5ej8J9btCfgZ88RewaRXeyxXg48XEwW2Z9+eeNIkI5FhWPqP+u45HP1rP8ex8o8sTEbkiCjdSc1i8HJenvPxh38+w9v+MrqjG6xpbm28fu5rR/ZpiMZv4ZtNRbnjzF77aeAQPm2sgIm5E4UZqlvBmcGPxlgyLJ0D6LmPrcQN+3haeHtCKL/7Sm1ZRwZzIKeCxj39n1H/XkVo8u0pEpCZRuJGap+sD0ORaKDoNC/4M1iKjK3IL7RuE8tWjfXgyvgXeFhOLt6US/8bPfPpbskZxRKRGUbiRmsdshiEzwTcUDq+D5W8aXZHb8PEy83h8c74e04cODULJyivi759tYvh7azh0Mtfo8kREKkThRmqm0Ppw82uO+z+/DEc3GluPm2kVFcL80b0Ye1MrfLzMLNuVTv83f+G/q/Zjs2kUR0Rcm8KN1Fwd7oTWt4CtCOb/GQrVH1KZvCxmHu7blO8ev5qujWqRU2Bl/JdbuWv2aval5xhdnojIBSncSM1lMsGgNyGwLhxLgiUvGl2RW2oaEcSnf+7J87e0JcDHwpp9Jxgw7Rdm/7IXqweO4hQU2TiZU2B0GSJSDu0tJTXfju/g47sAE4xYCLG9ja7IbSWfyGXs/E2s2H0cgLiYMF69owMtIoMNrqzy5RVa2Zeew660bHanZrErLZtdadnsT8+hyGanSXggfZqH07tZOFc1qUOov7fRJYu4NW2cWQ6FGzf15SPw+4cQ1hBGrwRf9/uydRV2u51Pf0vmxW+SyMovwsdiZsx1zXi4X1O8LTVvMDi3oIg9aTnsPpbFrlRHgNmdls2B4zlUdGDKbIKOMWH0aRZOn2bhdGpYCx+vmvdvIeLKFG7KoXDjpvIy4Z3ekHEQOt8Pt0w3uiK3l5KRx7MLNpO4PQ2ANtEhvHpHB9rVDzW4srJl5RWyO+1MeNlVPBpz6OTpCz4nxM+LFpHBNI8MolndYJrXDaJ5ZBABPl6s3nucFbvTWb47nb3HSvcg+Xtb6NGktiPsNA+nZWQwJpOpqj+iiFtTuCmHwo0b278c5gwC7HDPp9Civ9EVuT273c5XG4/w3FdbOZlbiMVs4uG+TRhzXXP8vC2G1JSRW8iutOLLSKnZ7ErLYndaNkczLtxwXifQh2bFwaV5cYhpFhlERJBvhULJ4VOnHUFnVzordqdz/JyenPAgX/o0q0Pv4rATHep/xZ9TxNMo3JRD4cbNff8srJrhaDL+y2oIrGN0RR4hPTufiV9tZeGmowA0qxvEq3d0oHPDWlX2nsez8519MGf3xBzLuvDeWJEhvjSvG1wqyDSrG0TtQJ9Kq8tms7MjNYvluxyjOr/uO05eYel90JpGBHJ184jifp3aBPupX0fkYhRuyqFw4+YK8+BffeHYdmgzBP7wgWNWlVSLRVuO8o8vtpKenY/JBH/q3ZinbmyJv8/ljeLY7XbSsvKdIzCOIOO4fzK38ILPqx/m7wgwxSGmWXGIMaLpN7/IyvoDp1i++xjLdx9n86FTpXp5LGYTcTFh9G4WztXNw4mLCauRvUsiVU3hphwKNx7gyO/wf/GO9W9um+1YD0eqzancAiZ9s4356w8D0KhOAC/f1oGeTS88ima32zmSkceu1KzifpgzYSYrr+ztNUwmiKkV4LyEVHI5qWndIIJ8varks1WGjNxCVu11jOos35XO/uOlV34O9LFwVZMzl7Ca1w1Sv44ICjflUrjxEEtfgaWTHffrtoWm1zr2o2rUC3wCjK3NQyzZkcYz8zc7e13u7dGQvw9odV5PzO7inpicAmuZr2M2QWydwPMuJTWNCLrsESFXknwil5V70lm2K52Ve45z4px+nbrBvs7G5N7NwokM8TOoUhFjKdyUQ+HGQ1gL4bM/QdJXpY9bfCCmR3HY6QfRcWCu+V+Qriorr5Ap323no18PXvRcb4uJxuGBNK8bTNOzLik1Dg/E18sz/kY2m51tRzOds7DW7DtBflHpfp3mdYPo09wx5bxHkzouPUolUpkUbsqhcONhctJh71LYuwT2LIXMQ6Uf968Fja9xjOo0vRZqxRpQpPtbuSedsZ9v5uCJXHy8zDSNKA4vZ/XENKoToF6Tc+QVWll/4CTLdjtmYW0+nMHZ/4vtZTbRqeGZfp0ODdSvI+5L4aYcCjcezG6H47sdYWfPEti/DPIzS59TK/ZM0Gl8jSP8SKUostpIy8onMsQPi1k9JJfjZE4Bq/Yed/brHDxRul8nyNeLq85aX6dphPp1xH0o3JRD4UacrEVweN2ZkZ1Dax1NyCVMZsdlq5J+nZju4OVrVLUi5zl4PJflxaM6K/akc+qcGWRRIX7FjcmOBuW6werXkZpL4aYcCjdyQflZjoUA9yxxhJ30naUf9w6ARr3P9OvUbaNp5uIyrDY7245kOkZ1dh9j7f6TFJzTr9MyMtjZr9O9cW0C1a8jNYjCTTkUbqTCMg6fGdXZuxRyjpV+PCjSEXKaFIedkOjqr1HkAvIKrazdf8I5srPlcOlLsN4WE51iatGpYRjtG4TSsUEYDWr56zKWuCyFm3Io3MhlsdkgbVtxY/ISOLASis7Zkyii1Zl+nUa9wTfImFpFynAip4CVexy9Ost2pXP41Pl7aoUFeNO+viPotG8QSocGoUSF+CnwiEtQuCmHwo1UisI8OLTmzCWsIxuAs/6rZPZ29OiUjOzU6wQWXQIQ12C32zl4IpfVe4+z6VAGmw5lsD0lk0Lr+V8HEcG+dKgf6hzdad8glPAg9Z5J9VO4KYfCjVSJ3BOw7+czM7FOHSj9uG8oNL7aEXaaXge1m6hfR1xKfpGVHSlZbDyUweZDp9h0KINdadlYbed/RdQL9aPDWaM7HeqHERqg/bGkainclEPhRqrFib1nRnX2/QJ5GaUfD20ITfs5RnUa99UGn+KSThdY2XbUMbKz+VAGGw+dYm96DmV9azSqE1Dqkla7+qFaYFAqlcJNORRupNrZrI7LVnt/ciwkmPwr2M6esmuC6A5n+nVirgJvTdkV15SVV8jWI5lsKh7d2XQo47z1dsAxMNk0IogO9R2jO+0bhNG2Xgh+3p6x2rRUPoWbcijciOEKchwNySUjO2nbSj/u5efYA6ukXyeyHZi16qy4rlO5BWw+nFEcdk6x+VAGR4r3FDubxWyiRWRwqR6ellHB+HjpP99ycQo35VC4EZeTlVI85XypI/Bkp5R+PCAcmvSF2KsdqyarX8c4Jw841kLKOAQx3aBhT/D2N7oql3QsK5/Nh0+ddUkrg/Ts/PPO87GYaRUd7Ozdad8glOZ1g/DSNhJyDoWbcijciEuz2+HY9uJRnaWOL9LCnNLnBNeD2D6OBuXYqx1bRijsVI2SMFNyyzhnA1CLLzTsUTzK1k8bsZbDbreTkpnnHN3ZdCiDzYczzltVGcDP20zbeqGOHp6YUNrXD6NJeCBmbdvh0RRuyqFwIzVKUYFjW4h9vzj2wjq0FqwFpc8JaXAm6MT2gVqNjKm1prPbHbPcSoWZ5NLnmCxQvzOENYKDqyDzcOnH/UKLN2Lt57ikqFG2ctntdpJPnGbT4VPOhuUthzPJzi8679wgXy/a1Q9xzNIqblyOqa1FBz2Jwk05FG6kRis8DclrHEFn3zLH3li2c/6fb1hDiL2mOPD0gdAGxtTq6ioSZsxeUK+z498xtrej2btkccazN2Ldu9Tx98g/d1ZcjOOSYsmsuKCI6vhkNZrNZmff8ZwzozuHMthyJIO8Qtt554b6e9OhQSht64US7OeFxWzCq+RmMeNlNmExm/C2mIt/mrCYzcWPl37M8TwzXpYz9y0WE97Fr3Hu65lNKFhVM4WbcijciFspyHHMvtq3zBF4Dq8Hu7X0ObUanzWyc7XnbhNht8PJ/aXDTOah0ueUCjN9IKZHxVeathbB0Q3F23X8DAdXnx88I9ufCTuNeoJPYGV8MrdXZLWx+1h2qYblpKNZFFjPDzzVybs4IJ0XiorD07mBqayQdHbo8jabqBXoQ91gXyKCfakb7Ff805ewAG+PD1MKN+VQuBG3lp8FB3+F/b84As/RDWA/5wugTrMzl7Bir4bgSENKrXIVDTP1u5QOM5UVOApyHJeuSkZ2Ujaf897ejvcr6dfRKtaXpKDIxs7ULDYeOsWOlCzyC20U2ewU2Yp/Wm1Ybfbi+8XHrY7frTY7hWc/brNhtdopLOsxq40y1jGsdt4WExFBjtATcVboKfUzxI/wIB98vdyz70vhphwKN+JR8jIdX7D7fnF8uR/dSKltIgDCW5ZuUA4MN6TUK2a3w8l954SZc3piqjLMXEz2MUfo3LvUsd7Ruc3JviGOf/+SsBPeXP06LsJmOxOKLhySbGcFKTtWm41Cq71USDo7aFnPOrfkNQusNk7mFJCWlU9aVh7HsvJJy8ovs+m6PGEB3mWO/kSUCkN+hPh51ajRIIWbcijciEc7fcqxxs7+4stYKVs4L+xEtC7doBxQ24hKL65CYcb7nDDT3TUuBZXUXjL9f98vkHeq9DnB9c4EnSZ9ITiq+usUl5BfZCU9u8ARdjLzOJadT1pmfqmfx4qPl7U/2IX4epnPCTznh6G6wY7RIFeYmq9wUw6FG5Gz5J6AAyscwWDfMkjbev45ke2K19i52rG4oH+t6q8THIHgxN7SYSbrSOlzXDXMXIzN6hhVK7mEdXA1WM9ZEyaidfHeZNc6/g6+wQYUKq7MbrdzKrfwrNCTR1qmY/Tn2DmjQVl5589IuxCTCWoH+JwVhC58WSzQx1Jlo0EKN+VQuBEpR076WeFhmWPNnVJMENXeMd059mpHU6xfaNXUUtEw06DrmTDToDv4BFRNPdWp8LQj4JSEnXMvJ5q9oEG3MyM79buARRtXSsXlFVqdQefYWaGn9M880rMLytw89UL8vS3UDfElLiaMf97VqVJrVrgph8KNyCXITiu+hFU8snN8V+nHTWaI7nhmJlajnpc/ouAMM8vOCjNHS59j9nZ8qcf2dq8wczG5JxyXrkrCzsl9pR/3CXL8e5SEnYhW6teRSmGz2TmRW3Be6DlzOazk8lgeOQVnZmr2aFybuX/uWam11LhwM3PmTF577TVSUlLo2LEjb731Ft27d7/g+fPmzWP8+PHs37+f5s2b88orr3DzzTdX6L0UbkSuQOZRx2WskkUFT+wt/bjJ4pj1U9KgfPa6MOe6pDBTMjLTzTPCzMWc3O+Ybr53Kez7GXKPl348KPJM0GncF0LrV3+N4nFy8os4luUIOxazic4NK/cSdo0KN3PnzmX48OHMmjWLHj16MG3aNObNm8eOHTuoW7fueeevXLmSa665hilTpjBo0CA++ugjXnnlFdavX0+7du0u+n4KNyKVKONwcTApnnp+6kDpx0vNTroaQuoVNzQXh5lz99Gy+DgCTKPeCjMVZbNB6pYzozoHVkLR6dLnhLc4E3Zi+1TdpUSRKlSjwk2PHj3o1q0bM2bMAMBmsxETE8OYMWMYO3bseecPGzaMnJwcvvnmG+exq666iri4OGbNmnXR91O4EalCpw6euYS1f9n5K/6eqyTMnD0yo40or0xRvmMV65Kwc2R96bWOTGZH4GzSr3jjzwDH4yU37Gf9bj/n5+WeU/L4xc6xOVqLzj12sdfC7vhcF7qZLRU4bnFcyivzeMl904UfM5svcNxy5rkmy8XrslsdgdVudXw2m7X4WFm/V+ZxWxnnlXHc+dyLvHZ4c+j/UqX+R/tSvr8NXTGqoKCAdevWMW7cOOcxs9lMfHw8q1atKvM5q1atIiEhodSx/v3788UXX5R5fn5+Pvn5Z2YdZGZmXnnhIlK2sIYQd4/jVrK9QUnQ2bcMctMdfTKxvRVmqoqXr+OSYOOr4frxcPqkI3CWhJ3jux17lB1aa3Sl4s5OnzT07Q0NN+np6VitViIjS6+QGhkZyfbt587ScEhJSSnz/JSUlDLPnzJlCs8//3zlFCwiFWcyOXYsrxULnf/oCDslx6X6+NeC1oMdN4BTyY4+nb1L4cgGzhv1wHTWSMPZP6vynJLHL/cczhrJsZ4Z3SkZSSh13FY8GlHW8bOeW+bxc27nvb79AscvoZ6zR3TMFsdoj/OnufTv5Z5bwdco9/ilvO45x4PObyupTm6/1ve4ceNKjfRkZmYSExNjYEUiHkqhxjWExUCn+xw3ETdlaLgJDw/HYrGQmppa6nhqaipRUWWvxhkVFXVJ5/v6+uLr61s5BYuIiIjLM3Q9ZR8fH7p06UJiYqLzmM1mIzExkZ49y54f37Nnz1LnAyxevPiC54uIiIhnMfyyVEJCAvfffz9du3ale/fuTJs2jZycHEaOHAnA8OHDqV+/PlOmTAHg8ccfp2/fvkydOpWBAwfyySef8Ntvv/Gvf/3LyI8hIiIiLsLwcDNs2DCOHTvGhAkTSElJIS4ujkWLFjmbhg8ePIjZfGaAqVevXnz00Uf84x//4JlnnqF58+Z88cUXFVrjRkRERNyf4evcVDetcyMiIlLzXMr3t/F7mIuIiIhUIoUbERERcSsKNyIiIuJWFG5ERETErSjciIiIiFtRuBERERG3onAjIiIibkXhRkRERNyKwo2IiIi4FcO3X6huJQsyZ2ZmGlyJiIiIVFTJ93ZFNlbwuHCTlZUFQExMjMGViIiIyKXKysoiNDS03HM8bm8pm83GkSNHCA4OxmQyVeprZ2ZmEhMTQ3JysvatcgH6e7gW/T1ci/4erkd/k/LZ7XaysrKoV69eqQ21y+JxIzdms5kGDRpU6XuEhIToP5guRH8P16K/h2vR38P16G9yYRcbsSmhhmIRERFxKwo3IiIi4lYUbiqRr68vEydOxNfX1+hSBP09XI3+Hq5Ffw/Xo79J5fG4hmIRERFxbxq5EREREbeicCMiIiJuReFGRERE3IrCjYiIiLgVhZtKMnPmTGJjY/Hz86NHjx6sWbPG6JI81pQpU+jWrRvBwcHUrVuXoUOHsmPHDqPLkmIvv/wyJpOJJ554wuhSPNbhw4e57777qFOnDv7+/rRv357ffvvN6LI8ktVqZfz48TRu3Bh/f3+aNm3KCy+8UKH9k+TCFG4qwdy5c0lISGDixImsX7+ejh070r9/f9LS0owuzSP9/PPPPPLII6xevZrFixdTWFjIjTfeSE5OjtGleby1a9fy7rvv0qFDB6NL8VgnT56kd+/eeHt7891337Ft2zamTp1KrVq1jC7NI73yyiu88847zJgxg6SkJF555RVeffVV3nrrLaNLq9E0FbwS9OjRg27dujFjxgzAsX9VTEwMY8aMYezYsQZXJ8eOHaNu3br8/PPPXHPNNUaX47Gys7Pp3Lkzb7/9Ni+++CJxcXFMmzbN6LI8ztixY1mxYgXLli0zuhQBBg0aRGRkJP/+97+dx26//Xb8/f358MMPDaysZtPIzRUqKChg3bp1xMfHO4+ZzWbi4+NZtWqVgZVJiYyMDABq165tcCWe7ZFHHmHgwIGl/rsi1e+rr76ia9eu/OEPf6Bu3bp06tSJ2bNnG12Wx+rVqxeJiYns3LkTgI0bN7J8+XJuuukmgyur2Txu48zKlp6ejtVqJTIystTxyMhItm/fblBVUsJms/HEE0/Qu3dv2rVrZ3Q5HuuTTz5h/fr1rF271uhSPN7evXt55513SEhI4JlnnmHt2rU89thj+Pj4cP/99xtdnscZO3YsmZmZtGrVCovFgtVq5aWXXuLee+81urQaTeFG3NojjzzCli1bWL58udGleKzk5GQef/xxFi9ejJ+fn9HleDybzUbXrl2ZPHkyAJ06dWLLli3MmjVL4cYAn376Kf/73//46KOPaNu2LRs2bOCJJ56gXr16+ntcAYWbKxQeHo7FYiE1NbXU8dTUVKKiogyqSgAeffRRvvnmG3755RcaNGhgdDkea926daSlpdG5c2fnMavVyi+//MKMGTPIz8/HYrEYWKFniY6Opk2bNqWOtW7dms8//9ygijzb3/72N8aOHctdd90FQPv27Tlw4ABTpkxRuLkC6rm5Qj4+PnTp0oXExETnMZvNRmJiIj179jSwMs9lt9t59NFHWbBgAT/99BONGzc2uiSPdv3117N582Y2bNjgvHXt2pV7772XDRs2KNhUs969e5+3NMLOnTtp1KiRQRV5ttzcXMzm0l/FFosFm81mUEXuQSM3lSAhIYH777+frl270r17d6ZNm0ZOTg4jR440ujSP9Mgjj/DRRx/x5ZdfEhwcTEpKCgChoaH4+/sbXJ3nCQ4OPq/fKTAwkDp16qgPygBPPvkkvXr1YvLkydx5552sWbOGf/3rX/zrX/8yujSPNHjwYF566SUaNmxI27Zt+f3333njjTf405/+ZHRpNZqmgleSGTNm8Nprr5GSkkJcXBzTp0+nR48eRpflkUwmU5nH33//fUaMGFG9xUiZ+vXrp6ngBvrmm28YN24cu3btonHjxiQkJPDQQw8ZXZZHysrKYvz48SxYsIC0tDTq1avH3XffzYQJE/Dx8TG6vBpL4UZERETcinpuRERExK0o3IiIiIhbUbgRERERt6JwIyIiIm5F4UZERETcisKNiIiIuBWFGxEREXErCjci4vGWLl2KyWTi1KlTRpciIpVA4UZERETcisKNiIiIuBWFGxExnM1mY8qUKTRu3Bh/f386duzIZ599Bpy5ZLRw4UI6dOiAn58fV111FVu2bCn1Gp9//jlt27bF19eX2NhYpk6dWurx/Px8nn76aWJiYvD19aVZs2b8+9//LnXOunXr6Nq1KwEBAfTq1eu83bNFpGZQuBERw02ZMoX//Oc/zJo1i61bt/Lkk09y33338fPPPzvP+dvf/sbUqVNZu3YtERERDB48mMLCQsARSu68807uuusuNm/ezHPPPcf48eOZM2eO8/nDhw/n448/Zvr06SQlJfHuu+8SFBRUqo5nn32WqVOn8ttvv+Hl5aWdmUVqKG2cKSKGys/Pp3bt2vz444/07NnTefzBBx8kNzeXUaNGce211/LJJ58wbNgwAE6cOEGDBg2YM2cOd955J/feey/Hjh3jhx9+cD7/73//OwsXLmTr1q3s3LmTli1bsnjxYuLj48+rYenSpVx77bX8+OOPXH/99QB8++23DBw4kNOnT+Pn51fF/woiUpk0ciMihtq9eze5ubnccMMNBAUFOW//+c9/2LNnj/O8s4NP7dq1admyJUlJSQAkJSXRu3fvUq/bu3dvdu3ahdVqZcOGDVgsFvr27VtuLR06dHDej46OBiAtLe2KP6OIVC8vowsQEc+WnZ0NwMKFC6lfv36px3x9fUsFnMvl7+9fofO8vb2d900mE+DoBxKRmkUjNyJiqDZt2uDr68vBgwdp1qxZqVtMTIzzvNWrVzvvnzx5kp07d9K6dWsAWrduzYoVK0q97ooVK2jRogUWi4X27dtjs9lK9fCIiPvSyI2IGCo4OJinnnqKJ598EpvNRp8+fcjIyGDFihWEhITQqFEjACZNmkSdOnWIjIzk2WefJTw8nKFDhwLw17/+lW7duvHCCy8wbNgwVq1axYwZM3j77bcBiI2N5f777+dPf/oT06dPp2PHjhw4cIC0tDTuvPNOoz66iFQRhRsRMdwLL7xAREQEU6ZMYe/evYSFhdG5c2eeeeYZ52Whl19+mccff5xdu3YRFxfH119/jY+PDwCdO3fm008/ZcKECbzwwgtER0czadIkRowY4XyPd955h2eeeYa//OUvHD9+nIYNG/LMM88Y8XFFpIpptpSIuLSSmUwnT54kLCzM6HJEpAZQz42IiIi4FYUbERERcSu6LCUiIiJuRSM3IiIi4lYUbkRERMStKNyIiIiIW1G4EREREbeicCMiIiJuReFGRERE3IrCjYiIiLgVhRsRERFxKwo3IiIi4lb+H9yWfdkwh/ecAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 555ms/step - loss: 0.2298 - accuracy: 0.9473\n",
            "22/22 [==============================] - 17s 580ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.92      0.93      0.92       423\n",
            "           1       0.88      0.87      0.87       270\n",
            "\n",
            "    accuracy                           0.90       693\n",
            "   macro avg       0.90      0.90      0.90       693\n",
            "weighted avg       0.90      0.90      0.90       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 93s 2s/step - loss: 0.1914 - accuracy: 0.9298 - val_loss: 0.0192 - val_accuracy: 0.9937\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0525 - accuracy: 0.9819 - val_loss: 0.0371 - val_accuracy: 0.9937\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0387 - accuracy: 0.9868 - val_loss: 0.0068 - val_accuracy: 0.9937\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0195 - accuracy: 0.9924 - val_loss: 5.8331e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0125 - accuracy: 0.9965 - val_loss: 0.0134 - val_accuracy: 0.9937\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0189 - accuracy: 0.9931 - val_loss: 0.0021 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0177 - accuracy: 0.9944 - val_loss: 0.0035 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0301 - accuracy: 0.9910 - val_loss: 7.4784e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 83s 2s/step - loss: 0.0121 - accuracy: 0.9972 - val_loss: 3.8839e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0083 - accuracy: 0.9965 - val_loss: 3.5593e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 563ms/step - loss: 0.0303 - accuracy: 0.9941\n",
            "22/22 [==============================] - 16s 569ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.96      0.90      0.93       423\n",
            "           1       0.86      0.95      0.90       270\n",
            "\n",
            "    accuracy                           0.92       693\n",
            "   macro avg       0.91      0.92      0.92       693\n",
            "weighted avg       0.92      0.92      0.92       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 94s 2s/step - loss: 0.0311 - accuracy: 0.9944 - val_loss: 3.3406e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0085 - accuracy: 0.9951 - val_loss: 8.5052e-05 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0102 - accuracy: 0.9972 - val_loss: 1.0680e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0122 - accuracy: 0.9972 - val_loss: 1.0760e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0174 - accuracy: 0.9958 - val_loss: 1.9146e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0153 - accuracy: 0.9944 - val_loss: 3.3207e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0147 - accuracy: 0.9958 - val_loss: 8.0046e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0024 - accuracy: 1.0000 - val_loss: 9.6194e-05 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0021 - accuracy: 0.9993 - val_loss: 6.5650e-05 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 4.8540e-04 - accuracy: 1.0000 - val_loss: 6.0109e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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UUVFRAIAzZ85ApVJVOo+/vz8aN278yCKppKQEJSUl2l/n5ubq6m1VJmiA1It1c+5HcPnb/9sIuZBAAxeUz74dPn4a3V8Zh1/WLcesT1ciJv46ftv4JTzdnBH+wWKcOBuDgsIitPBtgoXTJyK0a7D2XN7BfTF57H8w+Y3hAACJezt889ls7Is8igOHo+Du4ogv5objxZ7P1ufbrb0yAcjJAH4ZAuQnip2GiHREAoD3I+sPCYDnAKxK+xNvPt9WtBwG1bidmpoKZ2fnSsecnZ2Rm5uLoqIiZGZmQq1WVzumYqYkNTUVcrkctra2Dx1TnYULF8LGxkb78PT0rFF2QRBQWFr2eA+VRmcPXU4UTv94GT55/x1cPrwdbVv4Ir+gCH2e64zILatw7sAm9OrWCf1GT0ZCcsojz/PB4q8xuN/zuHhwM/r06ILhE2Yi636OznISEZFxsFCIO5djUDNJYpoxYwbCw8O1v87Nza1RoVSkUqPlnAP/PlDH4uaF1nz62OYcIJEBLg+qd7ssAMD8jxbh+f4vaofZtQACerys/fWCTi9g58Eo7DlxHRPGh5UflMkBa7e/zgVg1OtjMOzNaQCAj9t2x7LvNuHUnQL0avFMLd5hPSsuBvIVwLg/AF5uIzIKabnF6Pb5YVSs8CEIQAcvOywZGgg7C7m44RqQuJRcTNhwFim5xbBSmmDx4EC81qKxqJkMqkhycXGpchdaWloarK2tYWZmBplMBplMVu0YFxcX7TlKS0uRnZ1daTbp72Oqo1AooFAY4IeiVFb+qNFzpH8992//bd+xY6Vz5efnY968edi3bx9SUlJQVlaGoqIiJCQmVX5NibTSr9sGBGp/bWFlDWtra6Rn3qt5TjFIZeXvR24OyGvYb0ZEeuliej6KoIS/sxWm9fLDO5vO4487hej/zTl8N7IDmjtbiR3R6O2PTcGULRdQpAKaOtjjm5Ht4eNoKXYswyqSQkJC8Msvv1Q6FhERgZCQEACAXC5HUFAQIiMjtQ3gGo0GkZGRmDBhAgAgKCgIpqamiIyMxKBBgwAAV65cQUJCgvY8dcHMVIa4+WF1dv5Hva6uWFhYVPr1u+++i4iICHz++edo1qwZzMzM8PLLL6O0tPSR5zE1Na30a4lEAo2m/pvViYgAICYpGwDQ2t0Gz/k7Y8fbnTD2x9NIyCrEwJXHsHToUwht6fzok1CtCIKA5b9fx+KIqwCAZ3wdsGJYO9iYm/7LM+uHqEVSfn4+rl+/rv31rVu3cP78edjZ2aFx48aYMWMGkpOTsXbtWgDAm2++iRUrVmDatGl4/fXX8fvvv+Onn37Cvn37tOcIDw/HyJEj0b59e3Ts2BFLlixBQUEBRo8eDQCwsbHBmDFjEB4eDjs7O1hbW2PixIkICQl57DvbakMikRjdXRPHjh3DqFGjMHDgQADl38/bt2+LG4qIqIYuJpf3RLb1sAEANHe2wu7xnfHWhjM4cTMLb6w7jWlh/njz2aZcdV+HikrVmLrtAvZeLO9jHd3ZGzP7tICJTH/apUX91D59+jS6d++u/XVFz8/IkSOxZs0apKSkICEhQfv7TZo0wb59+zBlyhQsXboUHh4e+PbbbxEW9tcMzZAhQ5CRkYE5c+YgNTUVgYGB2L9/f6Vm7v/973+QSqUYNGgQSkpKEBYWhi+//LIe3rFx8fX1xY4dO9CvXz9IJBLMnj2bM0JEZFAEQUDsgyKpjbuN9ngjCznWjQnGBz9fwvoTCVi0Px5X0/Kw8KU2UOpwhr6hSskpwri1ZxCTnANTmQQL+rfG0I7i9h9VR9QiqVu3bo+8+6q61bS7deuGc+fOPfK8EyZM0F5eq45SqcTKlSsfexFLqt7ixYvx+uuvo1OnTnBwcMB7771Xd0sjEBHVgZScYmTml0ImlaCFa+U1c0xlUnw4oA38nK0w7+c47DyXjFuZBfj6tSA4WbMnsbbOJdzHuHVnkJFXAjsLOb4a3g7BTe3FjlUtvVlM0tDU2WKSpNf4vSUyLvtjU/Hm+jNo4WqNXyc9/A7bY9cz8faGs8gpUsHFWolvRrRHGw+bh46n6u08l4T3tsegtEwDP2crfDuyPTzt6neFqposJqk/F/6IiIjqWcWltrbujy54OjdzwO7xneHjaIHU3GK8svo49l68Wx8RjYJGI+CTX+MxZcsFlJZpENrCGdvf7lTvBVJNsUgiIqIGq6Jpu/VjzAp5O1hg5/jO6ObniGKVBhM2nsPi365Ao+EFmUfJLynDuHWnserIDQDA29188PVrQbAUeaHIx8EiiYiIGqS/N23/20xSBWulKb4b2QFvPNMEALDs9+t4e8NZFJaW1VlOQ5ZwrxAvfXkMBy+nQ24ixdKhgZjWyx9SqWHcJcgiiYiIGqTk7CJkFZTCRCqBn8vjLxgpk0ows29LfPZyW8hlUuy/lIqXv4pCcnZRHaY1PCdu3kP/lUdxNS0fTlYK/PTfEPQPdBc7Vo2wSCIiogYpJql8FsnPxapWt/W/0t4Tm8YFw8FSjriUXPRfcRRn7mTpOqZB2ngyAa9+exL3C1Vo62GDPRO6INDTVuxYNcYiiYiIGqSYfywiWRtBXnbYPaELWrhaIzO/FMO+PomtpxN1FdHglKk1mLfnEt7fGYMyjYB+AW746b8hcLExzLuBWSQREVGDVFEktX7MfqSHcbc1w7Y3Q9CrlQtK1RpM3XYRH+2Lg7qBNXTnFKow6odorDl+GwDwbs/mWDY00KAX32SRREREDY4gCLiYVNG0bfvE57NQmODL4e3wTg9fAMA3f97C2B+jkVuseuJzG4Lr6fkY8OUxHL2eCXO5DKteDcKE53wNfhsXFklERNTgJN0vQk6RCnKZFM1ddLPbvFQqQfjzzbHiP09BaSrFoSsZeOnL47idWaCT8+urw1fSMfDLY7iVWfBgVq0TerV2ETuWTrBIIp3q1q0bJk+erP21t7c3lixZ8sjnSCQS7Nq164lfW1fnISLjd/FvTdsKE91eDnqhrRu2/rcTXKyVuJ6ej/4rj+H49UydvoY+EAQB3x29hdfXRCOvuAwdvBth94TOaOn26FWsDQmLJNLq168fevXqVe3v/fnnn5BIJLh48WKNzhkdHY1x48bpIp7WvHnzEBgYWOV4SkoKevfurdPXIiLjVNGPVFdbi7TxsMGeCZ0R4GmLnCIVXvv+FNZF3a6T1xJDSZka722/iAV746ARgMHtPbB+bDAcLBViR9MpFkmkNWbMGERERCApKanK7/3www9o37492rZtW6NzOjo6wty8fpadd3FxgUJhXH9AiahuxCRnAwDaPGHT9qM4WSuxZdzTGPiUO9QaAbN3X8KsXTFQqTV19pr1ITO/BK9+exI/nU6CVALMfqElFg1qq/MZOX3AIom0XnjhBTg6OmLNmjWVjufn52Pr1q0YMGAAhg0bBnd3d5ibm6NNmzbYtGnTI8/5z8tt165dQ9euXaFUKtGyZUtERERUec57772H5s2bw9zcHE2bNsXs2bOhUpU3P65ZswYffPABLly4AIlEAolEos37z8ttMTExeO6552BmZgZ7e3uMGzcO+fn52t8fNWoUBgwYgM8//xyurq6wt7fH+PHjta9FRMZJEATtGkl1WSQBgNJUhsWDA/BeL39IJMD6EwkY8d0p3C8ordPXrSuXU3LRf8UxRN++DyuFCb4f1QFjujQx+Abth9H/jVOMhSAAqsL6f11Tc+Axf3hNTEwwYsQIrFmzBjNnztT+0G/duhVqtRqvvvoqtm7divfeew/W1tbYt28fXnvtNfj4+KBjx47/en6NRoOXXnoJzs7OOHnyJHJycir1L1WwsrLCmjVr4ObmhpiYGLzxxhuwsrLCtGnTMGTIEMTGxmL//v04ePAgAMDGpupfcgUFBQgLC0NISAiio6ORnp6OsWPHYsKECZWKwEOHDsHV1RWHDh3C9evXMWTIEAQGBuKNN954rK8ZERmehKxC5BaXQW4iRXPnx19pu7YkEgne6uYDXydLTNp8DlE376H/ymP4bmR7+NbD6+vKgUupmLLlPApL1fC2N8e3IzugmZNumt71FYuk+qIqBD52q//Xff8uILd47OGvv/46PvvsMxw5cgTdunUDUH6pbdCgQfDy8sK7776rHTtx4kQcOHAAP/3002MVSQcPHkR8fDwOHDgAN7fyr8XHH39cpY9o1qxZ2v/39vbGu+++i82bN2PatGkwMzODpaUlTExM4OLy8LsnNm7ciOLiYqxduxYWFuXvf8WKFejXrx8WLVoEZ2dnAECjRo2wYsUKyGQy+Pv7o2/fvoiMjGSRRGTEKpq2W7hYQW5SfxdUQls6Y8fbnTHmx2gkZBVi4JfHsWxYIJ7zd663DLUhCAJWHrqOz3+7CgDo0swBK/7zFGzN5SInq3u83EaV+Pv7o1OnTvj+++8BANevX8eff/6JMWPGQK1WY8GCBWjTpg3s7OxgaWmJAwcOICEh4bHOffnyZXh6emoLJAAICQmpMm7Lli3o3LkzXFxcYGlpiVmzZj32a/z9tQICArQFEgB07twZGo0GV65c0R5r1aoVZLK/rqO7uroiPT29Rq9FRIalrpu2H8XPxQp7JnRBcBM75JeUYcyPp7H6yA0Ign4uPFmsUuOdzee1BdKoTt5YM7pDgyiQAM4k1R9T8/JZHTFet4bGjBmDiRMnYuXKlfjhhx/g4+ODZ599FosWLcLSpUuxZMkStGnTBhYWFpg8eTJKS3V3bT0qKgrDhw/HBx98gLCwMNjY2GDz5s344osvdPYaf2dqalrp1xKJBBqNYTdVEtGjxehwEcnasLOQY92YYMzdcwmbTiVg4a/xuJKWh48HttGr1alTc4oxbt1pXEzKgYlUgvn9W+M/wY3FjlWvWCTVF4mkRpe9xDR48GBMmjQJGzduxNq1a/HWW29BIpHg2LFj6N+/P1599VUA5T1GV69eRcuWLR/rvC1atEBiYiJSUlLg6uoKADhx4kSlMcePH4eXlxdmzpypPXbnzp1KY+RyOdRq9b++1po1a1BQUKCdTTp27BikUin8/PweKy8RGR+NRkCsjrYjeRJyEyk+Htga/i5WmL83DjvOJuNWZgFWvxYEJyvx9zk7n5iNcWtPIz2vBI3MTfHl8CCE+NiLHave8XIbVWFpaYkhQ4ZgxowZSElJwahRowAAvr6+iIiIwPHjx3H58mX897//RVpa2mOfNzQ0FM2bN8fIkSNx4cIF/Pnnn5WKoYrXSEhIwObNm3Hjxg0sW7YMO3furDTG29sbt27dwvnz55GZmYmSkpIqrzV8+HAolUqMHDkSsbGxOHToECZOnIjXXntN249ERA3PnaxC5JWUQWEiha+zuE3HEokEIx9cvrJWmuBcQjb6rzimLeLEsvt8MgavjkJ6XgmaO1ti9/guDbJAAlgk0UOMGTMG9+/fR1hYmLaHaNasWWjXrh3CwsLQrVs3uLi4YMCAAY99TqlUip07d6KoqAgdO3bE2LFj8dFHH1Ua8+KLL2LKlCmYMGECAgMDcfz4ccyePbvSmEGDBqFXr17o3r07HB0dq12GwNzcHAcOHEBWVhY6dOiAl19+GT169MCKFStq/sUgIqNxMSkbANDC1RqmMv34CHzG1xG7xndGU0cLpOQU4+VVx/FLTEq959BoBHy6Px6TNp9HaZkGoS2csP2tTmhsXz9r3ekjiaCv3WJ6Ljc3FzY2NsjJyYG1deUl2IuLi3Hr1i00adIESqX406akO/zeEhm2D/fG4dujtzAixAvz+7cWO04lOUUqTNx0Dn9czQAATA71xTvP+UIqrfs1iPJLyjBly3lExJVfHXirmw/e7ekHWT28dn171Of3P+lHGU1ERFQPtHe2idiP9DA2Zqb4fmR7jOnSBACw5OA1TNh0FoWlZXX6uolZhXj5q+OIiEuD3ESK/w0pX/zSGAukmmKRREREDcLfm7bFuP3/cZjIpJj9Qkt8OqgtTGUS/BKTildWReFudlGdvN7JBwtbxqfmwdFK8WAbFY86eS1DxCKJiIgahJuZBSgoVUNpKkUzR/1eKXpwB09sfONp2FvIceluLl5ccQxn7tzX6WtsPpWAV787iayCUrR2t8aeCZ3xVONGOn0NQ8ciiYiIGoSKWaRWbjYw0ZOm7Ufp4G2H3RM6w9/FCpn5JRj29QlsP1N1A/KaKlNr8MHPlzB9RwxUagF927pi6387wdXGTAepjYv+/5QYMPbEGx9+T4kM18V62tRWlzwamWP7W53Qs6UzStUa/N/WC1j4y2WoNbX7uyinSIXRa6Lxw7HbAIDw55tjxbCnYCbXn0Us9QmLpDpQsYpzYaEIG9pSnar4nv5zpW4i0n+xety0/SgWChOsejUIE7o3AwCs/uMm3lh7GnnFqhqd52ZGPgauPIY/r2XCzFSGr4a3wzs9fLWbmVNVXHG7DshkMtja2mr3ADM3N+cPoYETBAGFhYVIT0+Hra1tpf3eiEj/qTUCYu/qd9P2o0ilErwb5gdfZ0tM23YRv8en46Uvj+Pbke3hZf/vuzn8cTUDEzaeRW5xGdxslPhmZHu0cjO8r0N9Y5FURyp2qOdmqcbF1tZW+70lIsNxMyMfhaVqmJnK4KPnTduP0j/QHd72Fhi37jSupeej/8pj+HJ4O3Tycah2vCAIWHP8NhbsjYNGAIK8GmHVq0FwtFLUc3LDxCKpjkgkEri6usLJyQkqVc2mREk/mZqacgaJyEDFaPdrszb49X8CPG2xZ0IXjFt7GheScjDiu1OY92IrvPq0V6VxpWUazN0Ti02nEgEALwd54KOBraEw4d9jj4tFUh2TyWT8YCUiEllF07aYm9rqkrO1Elv+G4Jp2y5iz4W7mLUrFldS8zCnX0uYyqS4l1+CtzacxalbWZBKgBm9W2DsM03Y+lFDLJKIiMjoVcwktTXAfqSHUZrKsHRoIPxcrPDZgStYd+IObmTkY1IPX/zf1gtIul8EK4UJlv3nKXT3cxI7rkFikUREREatTK1B3N1cAEAbd1txw+iYRCLB+O7N4OtkiclbzuP4jXs4fuMeAMDL3hzfjWyPZk5WIqc0XFwCgIiIjNqNjAIUqdSwkMvQ1OHf7wQzRD1buWD7W53gblu+IGQnH3vsHt+ZBdIT4kwSEREZtYpLba3cbSA18KbtR2nhao1fJj2D84nZ6ORjD1MDWFVc37FIIiIioxaTlA0AaGskTduPYmNmimebO4odw2iwzCQiIqN2MdlwF5EkcbFIIiIio1W5aZtFEtUMiyQiIjJa19LzUVKmgaXCBN6PsX0H0d+xSCIiIqMVk/TXStvG3LRNdYNFEhERGa2/FpG0FTcIGSQWSUREZLQuJhvXdiRUv1gkERGRUVKpNbicUt603RBu/yfdY5FERERG6WpaHkrLNLBSmsDL3lzsOGSAWCQREZFRqmjabuNuA4mETdtUcyySiIjIKMVwEUl6QiySiIjIKGmLJPYjUS2JXiStXLkS3t7eUCqVCA4OxqlTpx46VqVSYf78+fDx8YFSqURAQAD2799faUxeXh4mT54MLy8vmJmZoVOnToiOjq40Ji0tDaNGjYKbmxvMzc3Rq1cvXLt2rU7eHxER1b/SMg3iU/IAAG3dbcUNQwZL1CJpy5YtCA8Px9y5c3H27FkEBAQgLCwM6enp1Y6fNWsWVq9ejeXLlyMuLg5vvvkmBg4ciHPnzmnHjB07FhEREVi3bh1iYmLQs2dPhIaGIjk5GQAgCAIGDBiAmzdvYvfu3Th37hy8vLwQGhqKgoKCennfRERUt66m5aFUrYGNmSk87czEjkOGShBRx44dhfHjx2t/rVarBTc3N2HhwoXVjnd1dRVWrFhR6dhLL70kDB8+XBAEQSgsLBRkMpmwd+/eSmPatWsnzJw5UxAEQbhy5YoAQIiNja30uo6OjsI333zz2NlzcnIEAEJOTs5jP4eIiOrHhhN3BK/39grDvzkhdhTSMzX5/BZtJqm0tBRnzpxBaGio9phUKkVoaCiioqKqfU5JSQmUSmWlY2ZmZjh69CgAoKysDGq1+pFjSkpKAKDSGKlUCoVCoR1DRESGjU3bpAuiFUmZmZlQq9VwdnaudNzZ2RmpqanVPicsLAyLFy/GtWvXoNFoEBERgR07diAlJQUAYGVlhZCQECxYsAB3796FWq3G+vXrERUVpR3j7++Pxo0bY8aMGbh//z5KS0uxaNEiJCUlacdUp6SkBLm5uZUeRESkn2KSswFwEUl6MqI3btfE0qVL4evrC39/f8jlckyYMAGjR4+GVPrX21i3bh0EQYC7uzsUCgWWLVuGYcOGaceYmppix44duHr1Kuzs7GBubo5Dhw6hd+/elc7zTwsXLoSNjY324enpWefvl4iIaq6kTI0rqeVN29yOhJ6EaEWSg4MDZDIZ0tLSKh1PS0uDi4tLtc9xdHTErl27UFBQgDt37iA+Ph6WlpZo2rSpdoyPjw+OHDmC/Px8JCYm4tSpU1CpVJXGBAUF4fz588jOzkZKSgr279+Pe/fuVRrzTzNmzEBOTo72kZiY+IRfASIiqgtXUvOgUgtoZG4Kj0Zs2qbaE61IksvlCAoKQmRkpPaYRqNBZGQkQkJCHvlcpVIJd3d3lJWVYfv27ejfv3+VMRYWFnB1dcX9+/dx4MCBasfY2NjA0dER165dw+nTp6sdU0GhUMDa2rrSg4iI9M/FpL82teVK2/QkTMR88fDwcIwcORLt27dHx44dsWTJEhQUFGD06NEAgBEjRsDd3R0LFy4EAJw8eRLJyckIDAxEcnIy5s2bB41Gg2nTpmnPeeDAAQiCAD8/P1y/fh1Tp06Fv7+/9pwAsHXrVjg6OqJx48aIiYnBpEmTMGDAAPTs2bN+vwBERKRzFduRtGXTNj0hUYukIUOGICMjA3PmzEFqaioCAwOxf/9+bTN3QkJCpT6h4uJizJo1Czdv3oSlpSX69OmDdevWwdbWVjsmJycHM2bMQFJSEuzs7DBo0CB89NFHMDU11Y5JSUlBeHg40tLS4OrqihEjRmD27Nn19r6JiKju/LXStq24QcjgSQRBEMQOYYhyc3NhY2ODnJwcXnojItITxSo1Ws89gDKNgGPTn4O7LXuSqLKafH4b1N1tREREjxKfmocyjQB7CzncbJT//gSiR2CRRERERiMmKRtA+SKSbNqmJ8UiiYiIjEbFnW1tuD4S6QCLJCIiMhp/NW2zSKInxyKJiIiMQlGpGtfS8wFwzzbSDRZJRERkFOJScqHWCHCwVMDFmk3b9ORYJBERkVGITf5rEUk2bZMusEgiIiKj8PftSIh0gUUSEREZBe1MEosk0hEWSUREZPAKS8twLT0PAJu2SXdYJBERkcGLu5sLjQA4WSngzKZt0hEWSUREZPBi/ta0TaQrLJKIiMjgxbBpm+oAiyQiIjJ4nEmiusAiiYiIDFpBSRmuZ5SvtM2ZJNIlFklERGTQLt3NhSAALtZKOFmxaZt0h0USEREZNO2mtrzURjrGIomIiAxaTFI2AC4iSbrHIomIiAzaxQczSa05k0Q6xiKJiIgMVl6xCrcyCwAAbTiTRDrGIomIiAxWRdO2m40SDpYKseOQkWGRREREBiuWTdtUh1gkERGRwbqYVLGIpK24QcgosUgiIiKDVXH7PxeRpLrAIomIiAxSLpu2qY6xSCIiIoNU0Y/k0cgMdhZykdOQMWKRREREBinmQT8SZ5GorrBIIiIig8TtSKiusUgiIiKDVFEktXW3FTcIGS0WSUREZHByClW4c68QANDa3VrkNGSsWCQREZHBib1bPovU2M4ctuZs2qa6wSKJiIgMzkU2bVM9YJFEREQGh9uRUH1gkURERAbnYnI2AKAtZ5KoDrFIIiIig3K/oBSJWUUAgFYskqgOsUgiIiKDUtG07W1vDhszU5HTkDFjkURERAZF27TtYStuEDJ6LJKIiMigaJu2uT4S1TEWSUREZFD+uv3fVtwgZPRYJBERkcHIKihFcnZF0zZnkqhusUgiIiKDUbFfW1MHC1gr2bRNdYtFEhERGYyYpGwAXESS6geLJCIiMhjcjoTqE4skIiIyGH/d2cYiieoeiyQiIjIImfkluJtTDImEK21T/WCRREREBuHvTduWChOR01BDwCKJiIgMQsyDfqS2XGmb6gmLJCIiMggVTduteamN6gmLJCIiMggVTdttefs/1RPRi6SVK1fC29sbSqUSwcHBOHXq1EPHqlQqzJ8/Hz4+PlAqlQgICMD+/fsrjcnLy8PkyZPh5eUFMzMzdOrUCdHR0ZXG5OfnY8KECfDw8ICZmRlatmyJVatW1cn7IyKiJ5eeW4zU3GJIJUBLV660TfVD1CJpy5YtCA8Px9y5c3H27FkEBAQgLCwM6enp1Y6fNWsWVq9ejeXLlyMuLg5vvvkmBg4ciHPnzmnHjB07FhEREVi3bh1iYmLQs2dPhIaGIjk5WTsmPDwc+/fvx/r163H58mVMnjwZEyZMwJ49e+r8PRMRUc1VNG37OFrCgk3bVE8kgiAIYr14cHAwOnTogBUrVgAANBoNPD09MXHiREyfPr3KeDc3N8ycORPjx4/XHhs0aBDMzMywfv16FBUVwcrKCrt370bfvn21Y4KCgtC7d298+OGHAIDWrVtjyJAhmD179kPH/Jvc3FzY2NggJycH1tb8Vw0RUV1acvAqlhy8hpfauWPx4ECx45ABq8nnt2gzSaWlpThz5gxCQ0P/CiOVIjQ0FFFRUdU+p6SkBEqlstIxMzMzHD16FABQVlYGtVr9yDEA0KlTJ+zZswfJyckQBAGHDh3C1atX0bNnz4fmLSkpQW5ubqUHERHVD+2dbWzapnokWpGUmZkJtVoNZ2fnSsednZ2Rmppa7XPCwsKwePFiXLt2DRqNBhEREdixYwdSUlIAAFZWVggJCcGCBQtw9+5dqNVqrF+/HlFRUdoxALB8+XK0bNkSHh4ekMvl6NWrF1auXImuXbs+NO/ChQthY2OjfXh6eurgq0BERI+j4nIb92yj+iR643ZNLF26FL6+vvD394dcLseECRMwevRoSKV/vY1169ZBEAS4u7tDoVBg2bJlGDZsWKUxy5cvx4kTJ7Bnzx6cOXMGX3zxBcaPH4+DBw8+9LVnzJiBnJwc7SMxMbFO3ysREZVLyy1Gel7Jg6ZtFklUf0TrfnNwcIBMJkNaWlql42lpaXBxcan2OY6Ojti1axeKi4tx7949uLm5Yfr06WjatKl2jI+PD44cOYKCggLk5ubC1dUVQ4YM0Y4pKirC+++/j507d2r7ltq2bYvz58/j888/r3T57+8UCgUUCoUu3joREdVAxfpIvk5WMJPLRE5DDYloM0lyuRxBQUGIjIzUHtNoNIiMjERISMgjn6tUKuHu7o6ysjJs374d/fv3rzLGwsICrq6uuH//Pg4cOKAdo1KpoFKpKs0sAYBMJoNGo9HBOyMiIl3ipTYSi6j3UYaHh2PkyJFo3749OnbsiCVLlqCgoACjR48GAIwYMQLu7u5YuHAhAODkyZNITk5GYGAgkpOTMW/ePGg0GkybNk17zgMHDkAQBPj5+eH69euYOnUq/P39tee0trbGs88+i6lTp8LMzAxeXl44cuQI1q5di8WLF9f/F4GIiB4pJikbABeRpPonapE0ZMgQZGRkYM6cOUhNTUVgYCD279+vbeZOSEioNONTXFyMWbNm4ebNm7C0tESfPn2wbt062Nraasfk5ORgxowZSEpKgp2dHQYNGoSPPvoIpqam2jGbN2/GjBkzMHz4cGRlZcHLywsfffQR3nzzzXp770RE9O8EQdDOJHE7Eqpvoq6TZMi4ThIRUd1LySlCyMLfIZNKcOmDMChN2ZNET8Yg1kkiIiL6NxVN282drVggUb1jkURERHqrYlPbNu6csaf6xyKJiIj0VsVMUhsPW3GDUIPEIomIiPTS35u227Bpm0TAIomIiPTS3ZxiZBWUwkQqgb+LldhxqAFikURERHqpYn0kPxc2bZM4WCQREZFe0vYj8VIbiYRFEhER6SVuR0JiY5FERER65+9N223dbcUNQw0WiyQiItI7SfeLkF2ogqlMguYulmLHoQaKRRIREemdilkkfxdrKEzYtE3iYJFERER6p6Jpm5vakphYJBERkd6p2I6kLZu2SUS1KpIOHTqk6xxEREQAypu2Lz5YI4m3/5OYalUk9erVCz4+Pvjwww+RmJio60xERNSAJWQVIre4DHKZFM2dudI2iadWRVJycjImTJiAbdu2oWnTpggLC8NPP/2E0tJSXecjIqIGpqJpu4WrFeQm7Aoh8dTqp8/BwQFTpkzB+fPncfLkSTRv3hxvv/023Nzc8M477+DChQu6zklERA1ETBIXkST98MQlert27TBjxgxMmDAB+fn5+P777xEUFIRnnnkGly5d0kVGIiJqQLQrbbMfiURW6yJJpVJh27Zt6NOnD7y8vHDgwAGsWLECaWlpuH79Ory8vPDKK6/oMisRERk5jUb4W5FkK24YavBMavOkiRMnYtOmTRAEAa+99ho+/fRTtG7dWvv7FhYW+Pzzz+Hm5qazoEREZPzuZBUir7gMchMpfJ250jaJq1ZFUlxcHJYvX46XXnoJCoWi2jEODg5cKoCIiGqkYhappas1TGVs2iZx1apIioyM/PcTm5jg2Wefrc3piYiogYp5sD4SF5EkfVCrMn3hwoX4/vvvqxz//vvvsWjRoicORUREDRO3IyF9UqsiafXq1fD3969yvFWrVli1atUThyIiooZHoxFw6W4uAM4kkX6oVZGUmpoKV1fXKscdHR2RkpLyxKGIiKjhuXWvAPklZVCaStHMkU3bJL5aFUmenp44duxYlePHjh3jHW1ERFQrsX9r2jZh0zbpgVo1br/xxhuYPHkyVCoVnnvuOQDlzdzTpk3D//3f/+k0IBERNQwV/UhtPWzFDUL0QK2KpKlTp+LevXt4++23tfu1KZVKvPfee5gxY4ZOAxIRUcOg3Y6ETdukJ2pVJEkkEixatAizZ8/G5cuXYWZmBl9f34eumURERPQoao2AS3e5Zxvpl1oVSRUsLS3RoUMHXWUhIqIG6lZmPgpK1TAzlcGHTdukJ2pdJJ0+fRo//fQTEhIStJfcKuzYseOJgxERUcNR0Y/Uys0aMqlE5DRE5Wp1+8DmzZvRqVMnXL58GTt37oRKpcKlS5fw+++/w8aG06RERFQz2k1teamN9EitiqSPP/4Y//vf//Dzzz9DLpdj6dKliI+Px+DBg9G4cWNdZyQiIiMXo72zjUUS6Y9aFUk3btxA3759AQByuRwFBQWQSCSYMmUKvv76a50GJCIi46b+20rbvLON9EmtiqRGjRohLy8PAODu7o7Y2FgAQHZ2NgoLC3WXjoiIjN6NjHwUqdSwkMvQxIFN26Q/atW43bVrV0RERKBNmzZ45ZVXMGnSJPz++++IiIhAjx49dJ2RiIiMmLZp292GTdukV2pVJK1YsQLFxcUAgJkzZ8LU1BTHjx/HoEGDMGvWLJ0GJCIi41axHQkvtZG+qXGRVFZWhr179yIsLAwAIJVKMX36dJ0HIyKihuFiUjYANm2T/qlxkWRiYoI333wTly9fros8RHpFEARsiU5Eam6x2FF0okszB7T3thM7BpFWmVqDuJTypu3WnEkiPVOry20dO3bE+fPn4eXlpes8RHrl19hUTN8RI3YMnVl95CYi/+9ZuNmaiR2FCABwPSMfxSoNLBUmaGJvIXYcokpqVSS9/fbbCA8PR2JiIoKCgmBhUfkHu23btjoJRyS29SfuAACCm9jB19mw77o5eTML19LzsWBvHL56NUjsOEQA/mrabu1uDSmbtknP1KpIGjp0KADgnXfe0R6TSCQQBAESiQRqtVo36YhEdCuzAMdv3INEAnwxOAAejczFjvRE4lNz0XfZUfwam4ojVzPwbHNHsSMRsWmb9FqtiqRbt27pOgeR3tl0KgEA0N3PyeALJADwd7HGqE7e+O7oLczdHYsDU7pCYSITOxY1cBUzSW08bMUNQlSNWhVJ7EUiY1dSpsbW04kAgP90NJ6tdiaH+uLnC3dx+14hvj5yExN7+IodiRow1d+atttyJon0UK2KpLVr1z7y90eMGFGrMET6Yn9sKu4XquBqo0Q3P+O5LGWlNMXMvi0wafN5rDh0HQOecoenneHPkpFhupaWj9IyDayUJvCy588h6Z9aFUmTJk2q9GuVSoXCwkLI5XKYm5uzSCKDt+Fk+aW2IR08YSKr1e49euvFADdsPpWIqJv38MHPl/DtyA5iR6IGKiY5G0B5P5JEwqZt0j+1+tv//v37lR75+fm4cuUKunTpgk2bNuk6I1G9up6eh1O3siCTSjC0g/FcaqsgkUiwYEArmMokOHg5HQfj0sSORA2Uth+Jl9pIT+nsn8i+vr745JNPqswyERmajSfLe5Ge83eCi41S5DR1o5mTFcZ0aQoAmPfzJRSV8o5Uqn/aO9u40jbpKZ1eRzAxMcHdu3d1eUqielWsUmPbmQcN28HGN4v0d+/0aAY3GyWS7hfhy8PXxY5DDUxpmQaXU/IAAG3dbcUNQ/QQtSqS9uzZU+mxe/durFq1Cq+++io6d+5c4/OtXLkS3t7eUCqVCA4OxqlTpx46VqVSYf78+fDx8YFSqURAQAD2799faUxeXh4mT54MLy8vmJmZoVOnToiOjq40RiKRVPv47LPPapyfjMe+iynILS6Du60ZuvoaT8N2dczlJpjTryWA8pW4b2UWiJyIGpKraXkoVWtgY2YKTzuuAE/6qVaN2wMGDKj0a4lEAkdHRzz33HP44osvanSuLVu2IDw8HKtWrUJwcDCWLFmCsLAwXLlyBU5OTlXGz5o1C+vXr8c333wDf39/HDhwAAMHDsTx48fx1FNPAQDGjh2L2NhYrFu3Dm5ubli/fj1CQ0MRFxcHd3d3AEBKSkql8/76668YM2YMBg0aVKP8ZFw2Plgb6T/BjSFrAKv/hrVyQdfmjvjjagbm7I7F2tc7soGW6kXM3xaR5M8c6SuJIAiCmAGCg4PRoUMHrFixAgCg0Wjg6emJiRMnYvr06VXGu7m5YebMmRg/frz22KBBg2BmZob169ejqKgIVlZW2L17N/r27asdExQUhN69e+PDDz+sNseAAQOQl5eHyMjIx8qdm5sLGxsb5OTkwNrauiZvmfRUfGouei35EyZSCY7PeA5OVsbZj/RPtzILEPa/P1Cq1uCr4e3Qu42r2JGoAZixIwabTiXgrW4+eK+Xv9hxqAGpyee3qPc2l5aW4syZMwgNDdUek0qlCA0NRVRUVLXPKSkpgVJZ+cPLzMwMR48eBQCUlZVBrVY/csw/paWlYd++fRgzZsxDs5aUlCA3N7fSg4zLxge3/T/f0rnBFEgA0MTBAm8+W97EPX9vHApKykRORA0BtyMhQ1CrImnQoEFYtGhRleOffvopXnnllcc+T2ZmJtRqNZydnSsdd3Z2RmpqarXPCQsLw+LFi3Ht2jVoNBpERERgx44d2stnVlZWCAkJwYIFC3D37l2o1WqsX78eUVFRVS6xVfjxxx9hZWWFl1566aFZFy5cCBsbG+3D09Pzsd8n6b/C0jLsPJsMwPgbtqvzdvdm8LQzQ0pOMZb9fk3sOGTkSsrUiE8t/4cmiyTSZ7Uqkv744w/06dOnyvHevXvjjz/+eOJQj7J06VL4+vrC398fcrkcEyZMwOjRoyGV/vVW1q1bB0EQ4O7uDoVCgWXLlmHYsGGVxvzd999/j+HDh1eZffq7GTNmICcnR/tITEzU+Xsj8ey9kIK8kjJ42Zujs4+D2HHqndJUhnn9WgEAvvvzFq6l5YmciIzZ1dR8qNQCbM1N4dGITdukv2pVJOXn50Mul1c5bmpqWqPLUA4ODpDJZEhLq7yYXVpaGlxcXKp9jqOjI3bt2oWCggLcuXMH8fHxsLS0RNOmTbVjfHx8cOTIEeTn5yMxMRGnTp2CSqWqNKbCn3/+iStXrmDs2LGPzKpQKGBtbV3pQcZjw4OG7WEdG0PaABq2q9OjhTNCWzijTCNg9u5YiNyuSEbsIlfaJgNRqyKpTZs22LJlS5XjmzdvRsuWLR/7PHK5HEFBQZWapTUaDSIjIxESEvLI5yqVSri7u6OsrAzbt29H//79q4yxsLCAq6sr7t+/jwMHDlQ75rvvvkNQUBACAgIeOzcZl9jkHFxIzIapTIKXgzzEjiOquf1aQmkqxYmbWdhzgWueUd2IebDSdlsuIkl6rlZLAMyePRsvvfQSbty4geeeew4AEBkZiU2bNmHr1q01Old4eDhGjhyJ9u3bo2PHjliyZAkKCgowevRoAOWb5bq7u2PhwoUAgJMnTyI5ORmBgYFITk7GvHnzoNFoMG3aNO05Dxw4AEEQ4Ofnh+vXr2Pq1Knw9/fXnrNCbm4utm7dWuNlC8i4VNz2H9bKBQ6WCpHTiMvTzhwTujfD579dxYf7LuM5fydYKU3FjkVGJoZN22QgalUk9evXD7t27cLHH3+Mbdu2wczMDG3btsXBgwfx7LPP1uhcQ4YMQUZGBubMmYPU1FQEBgZi//792mbuhISESr1ExcXFmDVrFm7evAlLS0v06dMH69atg62trXZMTk4OZsyYgaSkJNjZ2WHQoEH46KOPYGpa+S/7zZs3QxAEDBs2rDZfBjIC+SVl2H2uvGF7eLCXyGn0wxtdm2L72WTcyizA/yKuaRecJNKFYpUaV1LLe97aeNiKG4boX4i+TpKh4jpJxmHjyQS8vzMGTR0tEBn+LPsjHvjjagZGfH8KMqkEeyd2QQtX/oyTbpxPzMaAlcdgbyHH6Vmh/DNH9a7O10mKjo7GyZMnqxw/efIkTp8+XZtTEtU7QRCw4eQdAMB/OjbmX9Z/07W5I/q0cYFaI2D2rlhoNPy3FOlGxaW21mzaJgNQqyJp/Pjx1d4Cn5ycXGklbCJ9djEpB5fu5kJuIsWgdg27Ybs6s19oCXO5DKfv3Mf2s0lixyEjEZOUDYBN22QYalUkxcXFoV27dlWOP/XUU4iLi3viUET1oWKF7b5tXNHIouqSFg2dq40ZJvXwBQB88ms8cgpVIiciYxCTXL5MTGs2bZMBqFWRpFAoqqxtBJRvGmtiUqtecKJ6lVus0t7i3hBX2H5cr3dpAl8nS9wrKMVnv8WLHYcMXLFKjasPFirlTBIZgloVST179tSuQF0hOzsb77//Pp5//nmdhSOqK7vOJaNIpYavkyXaezUSO47eMpVJMb9/awDAhpMJuPjgUglRbcSl5EKtEeBgqYCLdcPZH5EMV62KpM8//xyJiYnw8vJC9+7d0b17dzRp0gSpqalcc4j0niAI2ktt/wlmw/a/CfGxx4BANwgC2MRNT+SvTW2t+eeODEKtiiR3d3dcvHgRn376KVq2bImgoCAsXboUMTEx3PiV9N7ZhGzEp+ZBaSrFS0+xYftxvN+nBawUJriQlIPN0dy3kGrn4oOVtrk+EhmKWhVJQPmWH126dEG/fv3QtWtX2Nra4tdff8WePXt0mY9I5ypmkV5o6wYbc64m/TicrJWY8nxzAMCnB+KRVVAqciIyRNrtSNi0TQaiVl3WN2/exMCBAxETEwOJRAJBECpNnarVap0FJNKlnEIV9l5kw3ZtjAjxwtYzSbickotFv8Zj0cttxY5EBqSoVI1r6RUrbbNIIsNQq5mkSZMmoUmTJkhPT4e5uTliY2Nx5MgRtG/fHocPH9ZxRCLd2X42CSVlGvi7WOEpT1ux4xgUE5kUHw5oBQDYcjoRZ+7cFzkRGZK4lBxoBMDJSgFnNm2TgahVkRQVFYX58+fDwcEBUqkUMpkMXbp0wcKFC/HOO+/oOiORTgiCoN3MdvjTXmwcrYUgLzu8ElTexzV7VyzK1BqRE5GhqLjUxk1tyZDUqkhSq9WwsrICADg4OODu3fLLF15eXrhy5Yru0hHpUPTt+7ieng9zuQwDAt3EjmOwpvf2h42ZKeJScrH+xB2x45CBuFhxZxsvtZEBqVWR1Lp1a1y4cAEAEBwcjE8//RTHjh3D/Pnz0bRpU50GJNKVin3aXgxwg5WSDdu1ZW+pwNQwPwDAF79dRXpesciJyBBom7ZZJJEBqVWRNGvWLGg05dPs8+fPx61bt/DMM8/gl19+wbJly3QakEgXsgpK8WtMKgA2bOvCsI6N0dbDBnklZfjkF67ETY9WUFKGGxn5ALgdCRmWWt3dFhYWpv3/Zs2aIT4+HllZWWjUqBH7PEgvbT+ThFK1Bm3cbdCWa7Q8MZlUggX9W2PAl8ew41wyhnTwRHBTe7FjkZ6KS8mFRgBcrJVwsmLTNhmOWq+T9E92dnYskEgv/b1hm7NIuhPgaYthHcu/nrN3x0LFJm56iL8WkeQsEhkWnRVJRPoq6sY93MosgKXCBC8GsGFbl6aF+cHOQo6raflYc+y22HFIT/21HQmLJDIsLJLI6G14MIvUP9ANFopaXWGmh7A1l2N6L38AwJKDV5GawyZuqqpiY2TOJJGhYZFERi0zvwS/XSpv2B4e7CVyGuP0cpAH2jW2RUGpGgv2xYkdh/RMfkkZbmYWAOBMEhkeFklk1LaeToJKLSDQ0xYt3azFjmOUpFIJFgxoDakE2HcxBUevZYodifTIpeQcCALgZqOEg6VC7DhENcIiiYyWRiNgExu260UrNxuMCPEGAMzZHYuSMu7fSOViuIgkGTAWSWS0jl7PREJWIayUJujXlg3bdS28Z3M4WCpwM7MA3/55S+w4pCdi2LRNBoxFEhmtjSfLZ5EGtfOAmVwmchrjZ600xcy+5U3cy3+/hqT7hSInIn2g3bON65ORAWKRREYpLbcYEZfTAPBSW30aEOiO4CZ2KFZpMP9nNnE3dLnFKjZtk0FjkURG6afoRKg1Atp7NUJzZyux4zQYEkl5E7eJVILf4tJwKD5d7EgkokvJuQAAd1sz2FnIRU5DVHMsksjoqDUCNkcnAuAskhiaO1vh9S5NAABz91xCsYpN3A1VTHI2AG5qS4aLRRIZnT+uZiA5uwi25qbo08ZV7DgN0qQevnCxViIhqxBfHb4hdhwSScyDmSTe2UaGikUSGZ0Nf2vYVpqyYVsMFgoTzH6hJQDgqyM3cOdegciJSAwxFSttsx+JDBSLJDIqd7OL8Ht8ecN2xearJI4+bVzwjK8DSss0mLvnEgRBEDsS1aOcIhVu3yu/w5FFEhkqFklkVLZEJ0IjAMFN7NDMyVLsOA2aRCLBBy+2gqlMgsNXMvBbXJrYkageXXqwPpKnnRlszdm0TYaJRRIZjTK1BlseNGwPf5r7tOmDpo6WGNe1KQBg/s9xKCwtEzkR1ZeLD4qktu624gYhegIskshoHLqSgdTcYthZyBHWylnsOPTAhO6+cLc1Q3J2EVb8fl3sOFRP/lpEkpfayHCxSCKjseHkHQDAK0EeUJiwYVtfmMllmNuvvIn7mz9v4np6vsiJqD5wOxIyBiySyCgkZhXiyNUMAGzY1kfPt3TGc/5OUKkFzN0TyyZuI5ddWIqErPKm7dZuLJLIcLFIIqOwJToRggB0aeYAbwcLsePQP0gkEszr1woKEymOXb+HvRdTxI5EdSj2wfpI3vbmsDE3FTkNUe2xSCKDp1JrsOU0V9jWd43tzfF2t2YAgA/3xSG/hE3cxurig5W2W/NSGxk4Fklk8A7GpSEjrwQOlgo835IN2/rsv882hZe9OdJyS7Ak4qrYcaiOVDRtczsSMnQsksjgbTxVvsL24PYeMJXxR1qfKU1l+ODFVgCAH47fxpXUPJETUV2oaNrmTBIZOn6ikEG7c68Af17LhETChm1D0c3PCWGtnKHWCJi9m03cxiaroBRJ94sAsEgiw8ciiQzaplPlvUhdfR3haWcuchp6XHP6tYKZqQynbmVh57lkseOQDlXMIjV1sIC1kk3bZNhYJJHBKi3TYCsbtg2Su60ZJvYob+L++JfLyClSiZyIdCWWl9rIiLBIIoN14FIq7hWUwtlagR7+TmLHoRoa26UpfBwtkJlfisW/XRE7DunIxaRsAGzaJuPAIokM1saT5Q3bQzo0hgkbtg2O3ESKBf1bAwDWnbijnYEgw1axRhJX2iZjwE8WMkg3MvIRdfMepBJgaAdPseNQLXVq5oB+AW7QCMCsXbHQaNjEbcgy80uQnF0EiQRoxSKJjACLJDJImx7MInX3c4KbrZnIaehJzOrbApYKE5xPzMZPD3rMyDD9vWnbUmEichqiJ8ciiQxOsUqNbWeTALBh2xg4WysxOdQXALBofzzuF5SKnIhqKzaJm9qScWGRRAZnf2wqsgtVcLNRopsfG7aNwchO3vBztsL9QhU+PcAmbkN18cFMUhsPW3GDEOkIiyQyOBUN20M7NoZMKhE5DemCqUyKBQPKm7g3RyfgfGK2uIGoVrgdCRkb0YuklStXwtvbG0qlEsHBwTh16tRDx6pUKsyfPx8+Pj5QKpUICAjA/v37K43Jy8vD5MmT4eXlBTMzM3Tq1AnR0dFVznX58mW8+OKLsLGxgYWFBTp06ICEhASdvz/SratpeTh1OwsyqQRD2LBtVDo2scNL7dwhCMCsXTFQs4nboKTnFSM1txgSCdDS1VrsOEQ6IWqRtGXLFoSHh2Pu3Lk4e/YsAgICEBYWhvT09GrHz5o1C6tXr8by5csRFxeHN998EwMHDsS5c+e0Y8aOHYuIiAisW7cOMTEx6NmzJ0JDQ5Gc/Neqvjdu3ECXLl3g7++Pw4cP4+LFi5g9ezaUSmWdv2d6MhWzSD38neBsze+XsZnRuwWslCaITc7FxpN3xI5DNVCxhEMzR0tYsGmbjIREEHHjpODgYHTo0AErVqwAAGg0Gnh6emLixImYPn16lfFubm6YOXMmxo8frz02aNAgmJmZYf369SgqKoKVlRV2796Nvn37ascEBQWhd+/e+PDDDwEAQ4cOhampKdatW1fr7Lm5ubCxsUFOTg6srfmvpvpQrFKj40cHkVtchh9f74hnmzuKHYnqwNqo25iz+xKslSb4/d1ucLBUiB2JHsPSg9fwv4NX8VI7dyweHCh2HKKHqsnnt2gzSaWlpThz5gxCQ0P/CiOVIjQ0FFFRUdU+p6SkpMpsj5mZGY4ePQoAKCsrg1qtfuQYjUaDffv2oXnz5ggLC4OTkxOCg4Oxa9euR+YtKSlBbm5upQfVr70XU5BbXAZPOzM808xB7DhUR4YHe6G1uzVyi8uw8Jd4sePQY4pJzgbAO9vIuIhWJGVmZkKtVsPZ2bnScWdnZ6Smplb7nLCwMCxevBjXrl2DRqNBREQEduzYgZSUFACAlZUVQkJCsGDBAty9exdqtRrr169HVFSUdkx6ejry8/PxySefoFevXvjtt98wcOBAvPTSSzhy5MhD8y5cuBA2Njbah6cn+2Hq24YHl1+GdmgMKRu2jZZMKsGC/q0hkQDbzyYh+naW2JHoMVxk0zYZIdEbt2ti6dKl8PX1hb+/P+RyOSZMmIDRo0dDKv3rbaxbtw6CIMDd3R0KhQLLli3DsGHDtGM0Gg0AoH///pgyZQoCAwMxffp0vPDCC1i1atVDX3vGjBnIycnRPhITuehdfbqckotzCdkwkUrwSnsPseNQHXuqcSPtSuqzd8WiTK0RORE9SlpuMdLzSiCVAC1dWSSR8RCtSHJwcIBMJkNaWlql42lpaXBxcan2OY6Ojti1axcKCgpw584dxMfHw9LSEk2bNtWO8fHxwZEjR5Cfn4/ExEScOnUKKpVKO8bBwQEmJiZo2bJlpXO3aNHikXe3KRQKWFtbV3pQ/alo2A5r5QInKzZsNwRTw/xha26K+NQ8/BjFJm59VnHrv6+TFczkMpHTEOmOaEWSXC5HUFAQIiMjtcc0Gg0iIyMREhLyyOcqlUq4u7ujrKwM27dvR//+/auMsbCwgKurK+7fv48DBw5ox8jlcnTo0AFXrlResO7q1avw8vLSwTsjXSsoKcPOc+V3J3KF7YbDzkKO93r5AwD+F3EVabnFIieih/lrEUnOIpFxEfU+zfDwcIwcORLt27dHx44dsWTJEhQUFGD06NEAgBEjRsDd3R0LFy4EAJw8eRLJyckIDAxEcnIy5s2bB41Gg2nTpmnPeeDAAQiCAD8/P1y/fh1Tp06Fv7+/9pwAMHXqVAwZMgRdu3ZF9+7dsX//fvz88884fPhwvb5/ejw/X7iL/JIyeNubI6SpvdhxqB4Nae+JLdGJOJ+YjY/2XcayYU+JHYmqUXH7P5u2ydiI2pM0ZMgQfP7555gzZw4CAwNx/vx57N+/X9vMnZCQoG24BoDi4mLMmjULLVu2xMCBA+Hu7o6jR4/C1tZWOyYnJwfjx4+Hv78/RowYgS5duuDAgQMwNTXVjhk4cCBWrVqFTz/9FG3atMG3336L7du3o0uXLvX23unxbTxVfqltWEc2bDc0UqkEHw5oDakE2HPhLo5fzxQ7Ev2DIAjapm3OJJGxEXWdJEPGdZLqR2xyDl5YfhRymRRRM56DPdfMaZDm7I7F2qg78HG0wK+TukJuYlD3nBi11JxiPL0wEjKpBJc+CIPSlD1JpN8MYp0kosex4UHDdq/WLiyQGrD/6+kHB0s5bmQU4Lujt8SOQ39zMSkbAODrZMkCiYwOiyTSW3nFKuw+z4ZtAmzMTDGjdwsAwLLIa0jOLhI5EVWISeb6SGS8WCSR3tp9/i4KS9XwcbRAcBM7seOQyF5q546O3nYoUqnx4d44sePQAzFs2iYjxiKJ9JIgCNq1kf4T7AWJhA3bDZ1EIsH8Aa0gk0rwa2wqDl+pfiNsqj/X0/Nx7EEz/VONG4mchkj3WCSRXrqQlIO4lFzITaQY1M5d7DikJ/xdrDGqkzcAYN6eSyhWqcUN1IAJgoB5ey5BpRbQ3c8Rrdx4AwsZHxZJpJc2nChfYfmFNq6wNZeLnIb0yeRQXzhZKXD7XiG+/uOm2HEarH0xKTh6PRNyEynmvdiKs71klFgkkd7JKVLh54t3AbBhm6qyUppi1gvl2wqtPHQdiVmFIidqePJLyrDgQV/Y29184GVvIXIiorrBIon0zq5zyShWaeDnbIUgL/Y5UFX92rqik489Sso0mLfnkthxGpylB68iLbcEXvbmePNZH7HjENUZFkmkVyo3bDfmFD5VSyKRYH7/1jCVSRAZn46IuLR/fxLpxJXUPHx/7DYAYN6Lrbg2Ehk1FkmkV87cuY8raXlQmkox4Ck2bNPDNXOyxNhnmgIob+IuKmUTd10TBAGzd8dCrREQ1soZ3f2cxI5EVKdYJJFeqZhF6tfWDTZmpv8ymhq6ic81g5uNEsnZRfjy8HWx4xi9neeScepWFpSmUszp10rsOER1jkUS6Y3swlLsjSnf0Hj4014ipyFDYC43wZx+5U3cq4/cxK3MApETGa+cIhU+/uUyAGDic75wtzUTORFR3WORRHpj+9lklJZp0NLVGgHc4oAeU1grFzzb3BGlag3m7I4F9+yuG/+LuIrM/FI0dbTAGw8ucxIZOxZJpBcEQcCGk+VrI7Fhm2pCIpHggxdbQW4ixZ/XMvFrbKrYkYxObHIO1kbdBgAs6N8achN+dFDDwJ900gsnb2XhZkYBzOUy9A90EzsOGRhvBwvtrejzf45DQUmZyImMh0ZT3qytEYAX2rqiczMHsSMR1RsWSaQXKhq2+we6w0rJhm2qube7+cDTzgypucVYFnlN7DhGY+uZRJxLyIaFXIZZfVuKHYeoXrFIItHdyy/B/geXSIZzhW2qJaWpDB+8WH7H1XdHb+FqWp7IiQzf/YJSfPJrPABgyvPN4WKjFDkRUf1ikUSi23YmCaVqDdp62KC1Oxu2qfae83fG8y2dUaYRMHsXm7if1KcHruB+oQp+zlYY+WBjYaKGhEUSiUqjEbDp1IMVtjtyFome3Nx+LaE0leLkrSzsPn9X7DgG63xiNjZHl//ZXDCgNUxl/Lighoc/9SSqqJv3cPteIawUJugXwIZtenIejcwx8TlfAMBHv1xGbrFK5ESGR60RMGtXDAQBeOkpd3RsYid2JCJRsEgiUVU0bA94yh0WChOR05CxGPtMEzR1sEBGXgn+F3FV7DgGZ+PJO4hNzoWV0gQz+rQQOw6RaFgkkWjS84px4FJ5w/Z/2LBNOqQwkeGD/uVN3D8ev424u7kiJzIcmfkl+OzAFQDAuz394GilEDkRkXhYJJFotp5OQplGwFONbdHC1VrsOGRknvF1RN82rtAIKF/nR8Mm7sfxya/xyC0uQys3a7zK7YGogWORRKLQaARtU+jwYP5FTHVj1gstYC6X4cyd+9h2NknsOHrv9O0sbDtT/nVaMKA1ZFKufE8NG4skEsWf1zORmFUEa6UJXmjrKnYcMlKuNmaYHFrexP3Jr/HILiwVOZH+KlNrMGtXLABgaAdPtGvcSOREROJjkUSi2HCifJ+2l9p5QGkqEzkNGbPRnZugubMlsgpKtb02VNWPUXcQn5oHW3NTTOvlL3YcIr3AIonqXVpuMSLj0wFwhW2qe6YyKeb3bw0A2HgqARcSs8UNpIfScou1dwG+18sfdhZykRMR6QcWSVTvtkQnQq0R0NHbDr7OVmLHoQbg6ab2GPiUO4QHTdxqNnFX8tG+y8gvKUOApy2GtPcUOw6R3mCRRPVKrRGwuWKFbc4iUT2a0ccfVgoTXEzK0d40QMDx65nYc+EuJBLgw/6tIWWzNpEWiySqV4evpONuTjEamZuiV2sXseNQA+JkpUR4z+YAgE/3X8G9/BKRE4mvtEyDOXsuAQBeDfZCGw/unUj0dyySqF5VrLA9iA3bJILXnvZCS1dr5BSpsGh/vNhxRPf9sVu4np4Pews53u3pJ3YcIr3DIonqzd3sIhy6Ut6wPYyX2kgEJjIpFgwob+L+6XQSztzJEjmReO5mF2HpwWsAgBl9WsDG3FTkRET6h0US1ZvN0YnQCEBIU3v4OFqKHYcaqCCvRhjc3gMAMGvXJZSpNSInEseCvXEoUqnRwbsRBrVzFzsOkV5ikUT1okytwZZoNmyTfnivlz9szExxOSUX6x6s2dWQHLmagV9jUyGTSrBgQGtIJGzWJqoOiySqF5Hx6UjLLYG9hRxhrdiwTeKyt1RgWq/yHpzFv11Fem6xyInqT7FKjbm7y1fWHtXJG/4u3DeR6GFYJFG9qGjYfqW9J+Qm/LEj8Q3t0BgBHjbIKynDwl8bThP313/cxO17hXCyUmi3bCGi6vHTiupcYlYh/riWAQAY1pEL1ZF++OtSE7DzXDJO3LwndqQ6l5hViJWHrgMAZvZtASslm7WJHoVFEtW5TacSIAjAM74O8LK3EDsOkVZbD1v8p2N5j9yc3bFQGXkT9wc/X0JJmQYhTe3xYoCb2HGI9B6LJKpTKrUGP51OAgDthxGRPpka5gc7CzmupuXjh2O3xI5TZw7GpeHg5XSYyiRYMKAVm7WJHgOLJKpTEXFpyMwvgaOVAqEtncWOQ1SFrbkc03uX73q/5OA1pOQUiZxI94pK1Zj3c/nK2mO6NEUzJ+6ZSPQ4WCRRnapo2B7S3hOmMv64kX56uZ0HgrwaobBUjQ/3XhY7js59efg6ku4Xwc1GiXd6NBM7DpHB4KcW1ZnbmQU4ej0TEgkwlA3bpMekUgkW9G8NqQTYF5OCP65miB1JZ25lFmD1kZsAgDn9WsJcbiJyIiLDwSKJ6symU+WzSM82d4RHI3OR0xA9Wks3a4zs5A0AmLvnEkrK1OIG0gFBEDBndyxK1Ro829yRa5QR1RCLJKoTJWVqbD1T3rA9PNhL5DREj2fK883haKXArcwCfPPHTbHjPLFfY1Px57VMyGVSfPAim7WJaopFEumcRiPgw72XkVVQChdrJbr7OYodieixWCtNMbNPCwDAikPXkZhVKHKi2isoKcP8n+MAAG8+2xTeDlx+g6imWCSRTpWWaTB5y3msO3EHEgkwrZcfTNiwTQakf6Abnm5qh2KVBvP3xokdp9aW/X4NqbnF8LQzw9vd2axNVBv89CKdKSwtwxtrT2PPhbswkUqwZEggXmrnIXYsohqRSMqbuE2kEkTEpeH3+DSxI9XYtbQ8fPdn+ZpP8/q1gtJUJnIiIsPEIol0IruwFK9+exJHrmZAaSrFtyPbo3+gu9ixiGrF19kKY7o0AVDexF2sMpwmbkEQMHt3LMo0AkJbOKNHC65PRlRbLJLoiaXlFmPI6hM4m5ANa6UJNowNRjc/J7FjET2Rd3r4wtVGicSsInx5+IbYcR7bngt3ceJmFpSmUszt11LsOEQGTS+KpJUrV8Lb2xtKpRLBwcE4derUQ8eqVCrMnz8fPj4+UCqVCAgIwP79+yuNycvLw+TJk+Hl5QUzMzN06tQJ0dHRlcaMGjUKEomk0qNXr1518v6M2e3MAry86jiupOXByUqBn94MQZCXndixiJ6YhcIEs18oLzJWHbmB25kFIif6d7nFKny4r3wxzAndm8HTjktvED0J0YukLVu2IDw8HHPnzsXZs2cREBCAsLAwpKenVzt+1qxZWL16NZYvX464uDi8+eabGDhwIM6dO6cdM3bsWERERGDdunWIiYlBz549ERoaiuTk5Ern6tWrF1JSUrSPTZs21el7NTaX7ubg5VVRSMwqgpe9Oba/1Qn+LtZixyLSmd6tXfCMrwNKyzSYu+cSBEEQO9Ij/S/iKjLyStDUwQJvdG0qdhwigycRRP5THxwcjA4dOmDFihUAAI1GA09PT0ycOBHTp0+vMt7NzQ0zZ87E+PHjtccGDRoEMzMzrF+/HkVFRbCyssLu3bvRt29f7ZigoCD07t0bH374IYDymaTs7Gzs2rWrVrlzc3NhY2ODnJwcWFs3vMLg5M17GPvjaeSVlKGFqzXWvt4RjlYKsWMR6dytzAKE/e8PlKo1WPVqO/Rq7Sp2pGrF3c3FC8v/hEYA1r7eEV2bc+kNourU5PNb1Jmk0tJSnDlzBqGhodpjUqkUoaGhiIqKqvY5JSUlUCqVlY6ZmZnh6NGjAICysjKo1epHjqlw+PBhODk5wc/PD2+99Rbu3bv30KwlJSXIzc2t9GioDsalYcT3p5BXUoaOTeyw5b9Ps0Aio9XEwQL/fbZ8Vmb+z3EoLC0TOVFVGk15s7ZGAPq0cWGBRKQjohZJmZmZUKvVcHaufPeFs7MzUlNTq31OWFgYFi9ejGvXrkGj0SAiIgI7duxASkoKAMDKygohISFYsGAB7t69C7VajfXr1yMqKko7Bii/1LZ27VpERkZi0aJFOHLkCHr37g21uvq7WBYuXAgbGxvtw9OzYe5Ftv1MEv67/gxKyjQIbeGEta93hLXSVOxYRHXq7W7N4G5rhrs5xVj++3Wx41Sx/WwSzty5D3O5TNtHRURPTvSepJpaunQpfH194e/vD7lcjgkTJmD06NGQSv96K+vWrYMgCHB3d4dCocCyZcswbNiwSmOGDh2KF198EW3atMGAAQOwd+9eREdH4/Dhw9W+7owZM5CTk6N9JCYm1vVb1Tvf/nkT/7f1AtQaAYPaeWDVq0Fcf4UaBDO5DPNebAWg/M/B9fR8kRP9JadQhU9+jQcATOrhC1cbM5ETERkPUYskBwcHyGQypKVVXqwtLS0NLi7Vb8To6OiIXbt2oaCgAHfu3EF8fDwsLS3RtOlfTYo+Pj44cuQI8vPzkZiYiFOnTkGlUlUa809NmzaFg4MDrl+v/l+JCoUC1tbWlR4NhSAI+OxAvPaumTFdmuCzl9tyJW1qUJ5v6Ywe/k5Qqcs3jdWXJu7PfovHvYJS+DpZ4vUHazsRkW6I+iknl8sRFBSEyMhI7TGNRoPIyEiEhIQ88rlKpRLu7u4oKyvD9u3b0b9//ypjLCws4Orqivv37+PAgQPVjqmQlJSEe/fuwdVVP5syxaLWCJi5KxYrD5WvEzM1zA+z+raAVMqNMqnhmfdiKyhMpDh+4x5+vpjy70+oYxeTsrHhZAIAYH7/1jDlP1yIdEr0P1Hh4eH45ptv8OOPP+Ly5ct46623UFBQgNGjRwMARowYgRkzZmjHnzx5Ejt27MDNmzfx559/olevXtBoNJg2bZp2zIEDB7B//37cunULERER6N69O/z9/bXnzM/Px9SpU3HixAncvn0bkZGR6N+/P5o1a4awsLD6/QLosZIyNSZuOouNJxMgkQAfD2yD8d2bcSdxarA87cwx/sE+aB/ujUNesUq0LGqNgNm7YiEIwIBAN4T42IuWhchYmYgdYMiQIcjIyMCcOXOQmpqKwMBA7N+/X9vMnZCQUKmXqLi4GLNmzcLNmzdhaWmJPn36YN26dbC1tdWOycnJwYwZM5CUlAQ7OzsMGjQIH330EUxNyxuMZTIZLl68iB9//BHZ2dlwc3NDz549sWDBAigUvEsLKN9B/L/rzuDo9UzIZVIsGRqIPm04y0Y0rmtT7DibhNv3CrHk4DXRGqU3RyfgQlIOrBQmeL9vC1EyEBk70ddJMlTGvE5SVkEpRq+JxoXEbJjLZfj6tfbo4usgdiwivXHkagZGfn8KMqkE+97pUu+LqN7LL8FzXxxBTpEKc/u1xOjO7EUielwGs04S6Z+72UV4ZdVxXEjMRiNzU2x842kWSET/8GxzR/Ru7fK3S171+2/NRfvjkVOkQgtXa7z2tFe9vjZRQ8IiibSup+fj5a+O40ZGAVxtlNj6ZggCPW3FjkWkl2a/0BJmpjJE376PHWeT//0JOnLmzn38dDoJAPDhgFa8y5SoDvFPFwEov0tm8Ooo3M0pRlNHC2x7qxOaOVmJHYtIb7nZmuGdHr4AgIW/XkZOUd03cZepNZi9KxYA8EqQBzeTJqpjLJIIx29kYtjXJ5BVUIq2HjbY+t8QuNtyQTqifzOmSxM0c7JEZn4pvvjtSp2/3voTdxCXkgsbM1NM7+1f569H1NCxSGrg9semYNT30SgoVaOTjz02vvE07C15hx/R45CbSDG/f/lK3OtP3EFsck6dvVZ6XjG++O0qgPL1yvjnlKjusUhqwLZEJ+DtDWdRqtagVysXfD+qAywVoq8KQWRQOvk44MUAN2gEYNauWGg0ddPEvfCXeOSVlKGthw2GdWxcJ69BRJWxSGqgVh25gfe2x0AjAEM7eGLl8Hbch42olmb1bQFLhQnOJ2Zjy2nd7+t44uY97DyXDIkE+HBAa8i44j1RvWCR1MAIgoCPf7ms3RDzrW4+WPhSG/6lS/QEnKyVmPJ8cwDlt+dnFZTq7NwqtQZzdpc3a/+nY2O09bDV2bmJ6NFYJDUgZWoNpm27iK//uAkAmNmnBd7r5c9tRoh0YGSIF/xdrJBdqMJnB+J1dt4fjt3C1bR82FnIMTXMT2fnJaJ/xyKpgShWqfHWhrPYeiYJMqkEn73cFm90bSp2LCKjYSKTYsGA1gCAzdGJOJdw/4nPmZJThCUHrwEApvfyh625/InPSUSPj0VSA5BXrMKoH04hIi4NchMpvhreDq+09xQ7FpHR6eBth0HtPCAIwOzdsVA/YRP3h/suo7BUjXaNbfFykIeOUhLR42KRZOQy80sw7JsTOHEzC5YKE6x9vSN6tnIROxaR0ZrRxx/WShPEJudiw8k7tT7P0WuZ2HcxBVIJsGBAa0jZN0hU71gkGbGk+4V4ZVUUYpNzYW8hx+ZxT+PppvZixyIyag6WCm3v0GcHriAjr6TG5ygpU2ubtUeEeKOVm41OMxLR42GRZKSupuXh5a+icCuzAO62Ztj6Zghau/MvWqL68J9gL7Rxt0FecRkW/nq5xs//9s9buJlZAEcrBcJ7Nq+DhET0OFgkGaGzCffxyqoopOYWw9fJEtvf6oSmjpZixyJqMGRSCRYMaA2JBNhxNhmnbmU99nMTswqx/PfyZu2ZfVrAWmlaVzGJ6F+wSDIyR65mYPg3J5FTpMJTjW2x9c0QuNgoxY5F1OAEetpiaIfylbFn74qFSq15rOfN3xuHYpUGTze1Q/9At7qMSET/gkWSEfn5wl2M/TEaRSo1ujZ3xIaxwbxlmEhE08L80MjcFFfS8vDj8dv/Ov73+DRExKXBRCrB/P6tuYYZkchYJBmJdSfu4J3N56BSC3ihrSu+HdEe5nLuw0YkpkYWcrzXyx8A8L+Iq0jLLX7o2GKVGnP3XAIAvN6lCZo7W9VLRiJ6OBZJBk4QBCyPvIbZu2IhCMBrT3th6dCnIDfht5ZIHwxu74mnGtuioFSND/c9vIn7q8M3kJhVBBdrJSb18K3HhET0MPwkNWAajYD5e+PwRcRVAMA7PXwxv38r7sNGpEekUgkW9G8NqaT8kvix65lVxty5V4CvjtwAAMx+oSUsFJwFJtIHLJIMlEqtwf9tvYAfjt0GAMzt1xLhzzdnDwORHmrtboPXnvYCAMzZHYvSsr+auAVBwNw9l1BapsEzvg7o04aLvRLpCxZJBqioVI3/rjuDneeSYSKVYMmQQIzu3ETsWET0COE9/eBgqcCNjAJ8e/Sm9viBS2k4fCUDcpkUH7zYiv/QIdIjLJIMTE6RCq99dxK/x6dDaSrFNyPaY8BT7mLHIqJ/YWNmivf7lDdxL4+8juTsIhSWlmH+z+XN2uO6NuV6ZkR6hhe+DUh6bjFGfH8K8al5sFaa4PtRHdDe207sWET0mAY+5Y7N0Yk4dSsL83++hKaOlribUwx3WzOM795M7HhE9A+cSTIQCfcK8fKqKMSn5sHRSoEt/w1hgURkYCSS8iZumVSCA5fSsPpBs/a8F1vBTC4TOR0R/ROLJANwOSUXg1YdR0JWIRrbmWP7m53QwtVa7FhEVAt+LlZ4vbM3AEAjAD38nfB8S2dxQxFRtVgk6bno21kYvDoKGXklaOFqjW1vhaCxvbnYsYjoCUwKbQ5POzNYKUwwt18rseMQ0UOwJ0mP/R6fhrc3nEWxSoMO3o3w7cgOsDHjZpdEhs5SYYJ97zwDVZkG9pYKseMQ0UOwSNJTO88l4d2tF6HWCHjO3wkr/9OOPQtERsRayX/wEOk7Fkl66Idjt/DBz3EAyu+G+fTltjCV8cooERFRfWKRpGeWRV7D4gfbjIzu7I3ZfVtCym1GiIiI6h2LJD3TzMkSUgkQ/nxzjO/ejKvvEhERiYRFkp7p08YVv03pimZOVmJHISIiatDY6KKHWCARERGJj0USERERUTVYJBERERFVg0USERERUTVYJBERERFVg0USERERUTVYJBERERFVg0USERERUTVYJBERERFVg0USERERUTVYJBERERFVg0USERERUTVYJBERERFVg0USERERUTVMxA5gqARBAADk5uaKnISIiIgeV8XndsXn+KOwSKqlvLw8AICnp6fISYiIiKim8vLyYGNj88gxEuFxSimqQqPR4O7du7CysoJEItHpuXNzc+Hp6YnExERYW1vr9NxUc/x+6Bd+P/QLvx/6hd+PfycIAvLy8uDm5gap9NFdR5xJqiWpVAoPD486fQ1ra2v+kOsRfj/0C78f+oXfD/3C78ej/dsMUgU2bhMRERFVg0USERERUTVYJOkhhUKBuXPnQqFQiB2FwO+HvuH3Q7/w+6Ff+P3QLTZuExEREVWDM0lERERE1WCRRERERFQNFklERERE1WCRRERERFQNFkl6ZuXKlfD29oZSqURwcDBOnToldqQGaeHChejQoQOsrKzg5OSEAQMG4MqVK2LHogc++eQTSCQSTJ48WewoDVpycjJeffVV2Nvbw8zMDG3atMHp06fFjtUgqdVqzJ49G02aNIGZmRl8fHywYMGCx9qfjB6ORZIe2bJlC8LDwzF37lycPXsWAQEBCAsLQ3p6utjRGpwjR45g/PjxOHHiBCIiIqBSqdCzZ08UFBSIHa3Bi46OxurVq9G2bVuxozRo9+/fR+fOnWFqaopff/0VcXFx+OKLL9CoUSOxozVIixYtwldffYUVK1bg8uXLWLRoET799FMsX75c7GgGjUsA6JHg4GB06NABK1asAFC+P5ynpycmTpyI6dOni5yuYcvIyICTkxOOHDmCrl27ih2nwcrPz0e7du3w5Zdf4sMPP0RgYCCWLFkidqwGafr06Th27Bj+/PNPsaMQgBdeeAHOzs747rvvtMcGDRoEMzMzrF+/XsRkho0zSXqitLQUZ86cQWhoqPaYVCpFaGgooqKiRExGAJCTkwMAsLOzEzlJwzZ+/Hj07du30p8TEseePXvQvn17vPLKK3BycsJTTz2Fb775RuxYDVanTp0QGRmJq1evAgAuXLiAo0ePonfv3iInM2zc4FZPZGZmQq1Ww9nZudJxZ2dnxMfHi5SKgPIZvcmTJ6Nz585o3bq12HEarM2bN+Ps2bOIjo4WOwoBuHnzJr766iuEh4fj/fffR3R0NN555x3I5XKMHDlS7HgNzvTp05Gbmwt/f3/IZDKo1Wp89NFHGD58uNjRDBqLJKJ/MX78eMTGxuLo0aNiR2mwEhMTMWnSJERERECpVIodh1D+j4f27dvj448/BgA89dRTiI2NxapVq1gkieCnn37Chg0bsHHjRrRq1Qrnz5/H5MmT4ebmxu/HE2CRpCccHBwgk8mQlpZW6XhaWhpcXFxESkUTJkzA3r178ccff8DDw0PsOA3WmTNnkJ6ejnbt2mmPqdVq/PHHH1ixYgVKSkogk8lETNjwuLq6omXLlpWOtWjRAtu3bxcpUcM2depUTJ8+HUOHDgUAtGnTBnfu3MHChQtZJD0B9iTpCblcjqCgIERGRmqPaTQaREZGIiQkRMRkDZMgCJgwYQJ27tyJ33//HU2aNBE7UoPWo0cPxMTE4Pz589pH+/btMXz4cJw/f54Fkgg6d+5cZVmMq1evwsvLS6REDVthYSGk0sof6TKZDBqNRqRExoEzSXokPDwcI0eORPv27dGxY0csWbIEBQUFGD16tNjRGpzx48dj48aN2L17N6ysrJCamgoAsLGxgZmZmcjpGh4rK6sq/WAWFhawt7dnn5hIpkyZgk6dOuHjjz/G4MGDcerUKXz99df4+uuvxY7WIPXr1w8fffQRGjdujFatWuHcuXNYvHgxXn/9dbGjGTQuAaBnVqxYgc8++wypqakIDAzEsmXLEBwcLHasBkcikVR7/IcffsCoUaPqNwxVq1u3blwCQGR79+7FjBkzcO3aNTRp0gTh4eF44403xI7VIOXl5WH27NnYuXMn0tPT4ebmhmHDhmHOnDmQy+VixzNYLJKIiIiIqsGeJCIiIqJqsEgiIiIiqgaLJCIiIqJqsEgiIiIiqgaLJCIiIqJqsEgiIiIiqgaLJCIiIqJqsEgiItKRw4cPQyKRIDs7W+woRKQDLJKIiIiIqsEiiYiIiKgaLJKIyGhoNBosXLgQTZo0gZmZGQICArBt2zYAf10K27dvH9q2bQulUomnn34asbGxlc6xfft2tGrVCgqFAt7e3vjiiy8q/X5JSQnee+89eHp6QqFQoFmzZvjuu+8qjTlz5gzat28Pc3NzdOrUCVeuXKnbN05EdYJFEhEZjYULF2Lt2rVYtWoVLl26hClTpuDVV1/FkSNHtGOmTp2KL774AtHR0XB0dES/fv2gUqkAlBc3gwcPxtChQxETE4N58+Zh9uzZWLNmjfb5I0aMwKZNm7Bs2TJcvnwZq1evhqWlZaUcM2fOxBdffIHTp0/DxMSEO7ETGShucEtERqGkpAR2dnY4ePAgQkJCtMfHjh2LwsJCjBs3Dt27d8fmzZsxZMgQAEBWVhY8PDywZs0aDB48GMOHD0dGRgZ+++037fOnTZuGffv24dKlS7h69Sr8/PwQERGB0NDQKhkOHz6M7t274+DBg+jRowcA4JdffkHfvn1RVFQEpVJZx18FItIlziQRkVG4fv06CgsL8fzzz8PS0lL7WLt2LW7cuKEd9/cCys7ODn5+frh8+TIA4PLly+jcuXOl83bu3BnXrl2DWq3G+fPnIZPJ8Oyzzz4yS9u2bbX/7+rqCgBIT09/4vdIRPXLROwARES6kJ+fDwDYt28f3N3dK/2eQqGoVCjVlpmZ2WONMzU11f6/RCIBUN4vRUSGhTNJRGQUWrZsCYVCgYSEBDRr1qzSw9PTUzvuxIkT2v+/f/8+rl69ihYtWgAAWrRogWPHjlU677Fjx9C8eXPIZDK0adMGGo2mUo8TERkvziQRkVGwsrLCu+++iylTpkCj0aBLly7IycnBsWPHYG1tDS8vLwDA/PnzYW9vD2dnZ8ycORMODg4YMGAAAOD//u//0KFDByxYsABDhgxBVFQUVqxYgS+//BIA4O3tjZEjR+L111/HsmXLEBAQgDt37iA9PR2DBw8W660TUR1hkURERmPBggVwdHTEwoULcfPmTdja2qJdu3Z4//33tZe7PvnkE0yaNAnXrl1DYGAgfv75Z8jlcgBAu3bt8NNPP2HOnDlYsGABXF1dMX/+fIwaNUr7Gl999RXef/99vP3227h37x4aN26M999/X4y3S0R1jHe3EVGDUHHn2f3792Frayt2HCIyAOxJIiIiIqoGiyQiIiKiavByGxEREVE1OJNEREREVA0WSURERETVYJFEREREVA0WSURERETVYJFEREREVA0WSURERETVYJFEREREVA0WSURERETVYJFEREREVI3/BzKALVjD8tPAAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 563ms/step - loss: 2.8042e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 572ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.95      0.92      0.94       423\n",
            "           1       0.89      0.93      0.91       270\n",
            "\n",
            "    accuracy                           0.92       693\n",
            "   macro avg       0.92      0.93      0.92       693\n",
            "weighted avg       0.93      0.92      0.93       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 93s 2s/step - loss: 0.0490 - accuracy: 0.9944 - val_loss: 0.0019 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0012 - accuracy: 0.9993 - val_loss: 6.4906e-05 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0021 - accuracy: 0.9993 - val_loss: 5.8275e-05 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0058 - accuracy: 0.9972 - val_loss: 6.5493e-05 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0067 - accuracy: 0.9965 - val_loss: 8.2381e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0021 - accuracy: 0.9993 - val_loss: 0.0021 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0093 - accuracy: 0.9986 - val_loss: 6.6525e-05 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0031 - accuracy: 0.9986 - val_loss: 5.8402e-05 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0024 - accuracy: 0.9993 - val_loss: 8.2064e-05 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0103 - accuracy: 0.9972 - val_loss: 3.7636e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 572ms/step - loss: 0.0030 - accuracy: 0.9980\n",
            "22/22 [==============================] - 15s 569ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.98      0.84      0.91       423\n",
            "           1       0.80      0.98      0.88       270\n",
            "\n",
            "    accuracy                           0.90       693\n",
            "   macro avg       0.89      0.91      0.89       693\n",
            "weighted avg       0.91      0.90      0.90       693\n",
            "\n",
            "Acuuracy results of the 4 models :  [0.9033189033189033, 0.9191919191919192, 0.924963924963925, 0.8961038961038961]\n",
            "Avrage accuracy of this probability = 0.9108946608946609\n"
          ]
        }
      ],
      "source": [
        "#  preprocessing-  Balancing -   No Anonymisation (7)\n",
        "\n",
        "dff = df\n",
        "p = 0.9\n",
        "dff_pred = df_pred\n",
        "\n",
        "#---------------------------------\n",
        "\n",
        "dff = balancing_func(dff)\n",
        "\n",
        "preprocessing (dff)\n",
        "preprocessing (dff_pred)\n",
        "\n",
        "#--------------------------------\n",
        "\n",
        "X_input_ids_pred = np.zeros((len(dff_pred), 256))\n",
        "X_input_ids_pred = generate_training_data(dff_pred , X_input_ids_pred , tokenizer)\n",
        "  \n",
        "#-----------------------------------\n",
        "\n",
        "train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4 = K_fold(dff)\n",
        "\n",
        "#----------------------------------\n",
        "train_set_1 = making_dataset(train_1)\n",
        "train_size = int((len(train_1)/32)*p) \n",
        "train_1_dataset = train_set_1.take(train_size)\n",
        "val_1_dataset = train_set_1.skip(train_size)\n",
        "\n",
        "test_1_dataset = making_dataset(test_1)\n",
        "\n",
        "train_set_2 = making_dataset(train_2)\n",
        "train_size = int((len(train_2)/32)*p) \n",
        "train_2_dataset = train_set_2.take(train_size)\n",
        "val_2_dataset = train_set_2.skip(train_size)\n",
        "\n",
        "test_2_dataset = making_dataset(test_2)\n",
        "\n",
        "train_set_3 = making_dataset(train_3)\n",
        "train_size = int((len(train_3)/32)*p) \n",
        "train_3_dataset = train_set_3.take(train_size)\n",
        "val_3_dataset = train_set_3.skip(train_size)\n",
        "\n",
        "test_3_dataset = making_dataset(test_3)\n",
        "\n",
        "train_set_4 = making_dataset(train_4)\n",
        "train_size = int((len(train_4)/32)*p) \n",
        "train_4_dataset = train_set_4.take(train_size)\n",
        "val_4_dataset = train_set_4.skip(train_size)\n",
        "\n",
        "test_4_dataset= making_dataset(test_4)\n",
        "\n",
        "#------------------------------------\n",
        "acc_result = []\n",
        "\n",
        "for i in range (4):\n",
        "    \n",
        "    if i == 0 :\n",
        "        \n",
        "        the_model_7_1 = creating_model(train_1_dataset,val_1_dataset,test_1_dataset)\n",
        "        y_predict = the_model_7_1.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "        \n",
        "    if i == 1 :\n",
        "        the_model_7_2 = creating_model(train_2_dataset,val_2_dataset,test_2_dataset)\n",
        "        y_predict = the_model_7_2.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 2 :\n",
        "        the_model_7_3 = creating_model(train_3_dataset,val_3_dataset,test_3_dataset)\n",
        "        y_predict = the_model_7_3.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 3 :\n",
        "        the_model_7_4 = creating_model(train_4_dataset,val_4_dataset,test_4_dataset)\n",
        "        y_predict = the_model_7_4.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "        \n",
        "    \n",
        "print('Acuuracy results of the 4 models : ',acc_result)\n",
        "print('Avrage accuracy of this probability =' , sum(acc_result)/len(acc_result))\n",
        "\n",
        "probabilitiy_7=sum(acc_result)/len(acc_result)\n"
      ]
    },
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          "text": [
            "Epoch 1/10\n",
            "45/45 [==============================] - 92s 2s/step - loss: 0.1061 - accuracy: 0.9739 - val_loss: 0.0137 - val_accuracy: 0.9937\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0642 - accuracy: 0.9792 - val_loss: 0.0168 - val_accuracy: 0.9937\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0159 - accuracy: 0.9951 - val_loss: 0.0145 - val_accuracy: 0.9937\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0105 - accuracy: 0.9979 - val_loss: 4.9553e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0207 - accuracy: 0.9944 - val_loss: 3.7686e-04 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0044 - accuracy: 0.9986 - val_loss: 3.2466e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0064 - accuracy: 0.9979 - val_loss: 2.7863e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0077 - accuracy: 0.9979 - val_loss: 2.6573e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0083 - accuracy: 0.9972 - val_loss: 1.8209e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0066 - accuracy: 0.9972 - val_loss: 4.3484e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 563ms/step - loss: 0.0266 - accuracy: 0.9922\n",
            "22/22 [==============================] - 15s 566ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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khMmTJ8PV1RXt27cHAPTo0QPOzs4YOXIkFi1ahKSkJMyePRv+/v6ltixLwoRHRKSO3qE3rYSGhkJDQwM+Pj7IycmBp6cnVq1aJduvqamJgwcPYuLEiXB1dYW+vj78/PwQFBSk0HUkgiAIFR282PIe3xE7BFITunadxQ6B1ER+7n8Ver7si78pfWyN5r0qMBLVYQuPiEgdqeHLozlohYiI1AJbeERE6ugdeoanKkx4RETqSA27NJnwiIjUEVc8JyIitcAWHhERqQU1fIbHUZpERKQW2MIjIlJH7NIkIiK1oIZdmkx4RETqiAmPiIjUgSCo37QEUQet5Ofn47vvvkOrVq1gYGAAAwMDtGrVCosXL0ZeXp6YoRERVW8qWg/vXSJaC+/Fixfo3r07YmJi4OHhgS5dugAArl+/jhkzZuDXX3/FkSNHRF8SnoiIqgfREl5ISAgePHiA2NhYuLi4yO27ePEi+vbti5CQEMydO1ecAImIqjM1HKUpWpfmjh07sHTp0mLJDgCaN2+OxYsXIzw8XITIiIjUALs0Vef+/ft47733St3fvn17JCQkqDAiIiI1whae6hgZGSElJaXU/UlJSTA0NFRhREREakQNW3iiJbyuXbti4cKFpe4PCQlB165dVRgREZEaEQqV36oo0bo0AwMD0a5dO7Rv3x4BAQFo1KgRBEHA9evXERoaimvXruHMmTNihUdERNWMaAnP2dkZERERGDt2LIYMGQKJRAIAEAQBjRo1wpEjR9CkSROxwiMiqt6qcNekskR900r79u1x9epVxMXF4ebNmwCABg0aoEWLFmKGRURU/THhiaNFixYlJrm///4bbdq0UX1ARETVXRV+Fqcs0dfDy8zMxIsXL+TK4uLi0KdPH7Rr106kqIiIqjmO0lSdBw8ewNXVFcbGxjA2NkZAQACeP38OX19ftGvXDvr6+jh9+rRY4RERUTUjWpfm9OnTkZ2djeXLl2Pv3r1Yvnw5/vzzT7Rr1w7x8fGoVauWWKEREVV/7NJUnRMnTmD16tWYNGkSduzYAUEQMHz4cKxcuZLJjoiosqmoS3P16tVwcXGBkZERjIyM4OrqisOHD8v2u7u7QyKRyG0ff/yx3DkSEhLg7e0NPT09WFlZYfr06cjPz1f4lkVr4SUnJ6NevXoAACsrK+jp6cHLy0uscIiI1IuKWni1atVCSEgInJycIAgCNm/ejH79+iE2NlY29Wz8+PEICgqSHaOnpyf7d0FBAby9vWFjY4PTp08jMTERvr6+0NbWfuPLS0oi6ihNDQ0NuX/r6OiIGA0RkRpR0eCTPn36yH1esGABVq9ejTNnzsgSnp6eHmxsbEo8/siRI7h27RqOHj0Ka2trtGjRAvPnz8eMGTMwd+5chfKGaF2agiCgQYMGMDMzg5mZGTIzM9GyZUvZ56KNiIgqQTm6NHNycpCRkSG35eTkvPWSBQUF2LFjB7KysuDq6ior37ZtGywsLNC0aVPMnDkTz58/l+2LiYlBs2bNYG1tLSvz9PRERkYGrl69qtAti9bC27Rpk1iXJiKicggODsa8efPkygIDA0tdv/Ty5ctwdXVFdnY2DAwMsG/fPjg7OwMAhg0bBnt7e9jZ2eHSpUuYMWMGbty4gb179wJ4uZDAq8kOgOxzUlKSQnGLlvD8/PzEujQREQmC0ofOnDkTAQEBcmVSqbTU+g0bNkRcXBzS09OxZ88e+Pn5ITo6Gs7OzpgwYYKsXrNmzWBra4tu3bohPj4e9evXVzrGkojWpXn27FkUFBSUuj8nJwe7du1SYURERGqkHF2aUqlUNuqyaHtTwtPR0YGjoyNat26N4OBgNG/eHMuXLy+xbtELR27fvg0AsLGxQXJyslydos+lPfcrjWgJz9XVFU+ePJF9NjIywp07d2Sf09LSMHToUDFCIyKq/kR800rh/z8HLElcXBwAwNbWFsDLXHH58mW59VMjIiJgZGQk6xYtK9G6NIXXmtOvfy6tjIiIKoCKpiXMnDkTXl5eqFOnDp49e4bw8HBERUXhjz/+QHx8PMLDw9GrVy+Ym5vj0qVLmDp1Krp06QIXFxcAQI8ePeDs7IyRI0di0aJFSEpKwuzZs+Hv7//GVmVJ3omXR5emaMkgIiKqYCqalpCSkgJfX18kJibC2NgYLi4u+OOPP9C9e3c8ePAAR48exbJly5CVlYXatWvDx8cHs2fPlh2vqamJgwcPYuLEiXB1dYW+vj78/Pzk5u2V1Tud8IiIqGrbsGFDqftq166N6Ojot57D3t4ev/32W7ljETXhXbt2TTasVBAE/PPPP8jMzAQAPH78WMzQiIiqNzV8ZCRqwuvWrZvcc7revXsDeNmVKQgCuzSJiCpLFV7mR1miJby7d++KdWkiImLCUx17e3uxLk1ERFweSHW6desme3VMSR4/fgwHBwcVRkREpD6EQkHpraoSLeEdP34cgwYNQmBgYIn7CwoKcP/+fRVHRURE1ZVoCQ94uTDgsmXLMGDAAGRlZYkZChGRehHxTStiETXh9evXD2fOnMHVq1fRvn17uVeLERFRJRIKld+qKFETHgA0btwY586dQ+3atdG2bVscPXpU7JCIiKq/QkH5rYoSPeEBgLGxMQ4dOoTx48ejV69eCA0NFTskIqLqTQ27NEWblvD6pHKJRIKQkBC0aNEC48aNw7Fjx0SKjIhIDVThxKUs0Vp4pa2EMGTIEJw8eRKXL19WcURERFSdiTotwczMrMR9LVq0wPnz57Fp0yZZ2b///otCNfyLpMiPW3ehaUcvhCxbU2qdPb8ehu/Ez9Gh54fo0PNDjJsyE5ev3aj02Lb/fAA9fPzQqmtfDB3/mdw10zOeYeHSVeg9ZBxad+0Hj4G+WBi6Gs8yOSpX3cz4YhJiTh/C0yc38PDfi/h5zwY0aFCxK1qTAgRB+a2KEi3hubm5QUur9B5Vc3Nz+Pr6yj47Ozvj3r17Kojs3XP5+g3s/uU3NHCs98Z65y5cQq/u7ti4IgQ/rV0KGytLTJg6C8mPlH8R9/5DERg16YtS9x8+Go1F36/DxDHDsXvj92joWA8fBczGk6dpAICUx0+Q8jgVn08ah31bV2PBrACc+us85gTzOa266dK5PVav3oyOnfugZ6+h0NbSxuFD4dDT0xU7NPXEZ3jvLnVdDPb58xf4ct53mDtjCtZu3v7Gut/OnSH3ed6XUxARdRJn/o5DPy8PAEBubi6Wr9uMwxHReJaZCUeHupg6cQzea+WiVHxbdu7DB328MMC7BwBgzvTJOHH6HPYdPIJxIwfByaEuli3839pWdWrZ4dMJfvgyaBHy8wugpaWp1HWp6vHuM0Lu85hxnyHp4WW0buWCP0/+JVJUaqwKj7ZU1jsxSpNK982SH9DFtS1c27ZU+Njs7Bzk5xfA2MhQVrZg6WpcvPIPvpv3JX7evAo9unbCx9Nm4/6D/xQ+f15eHq7duIX2bVvIyjQ0NNC+TQtcvHK91OOeZWbBQF+PyU7NGRsbAQBS/783gFSM8/DoXfLb0ShcvxmPzz4erdTxS1dvhKWFGVzbvEyWiUkp2P/bESyd/xVat2iKOrXsMHrYB2jl0gT7DkUofP6naRkoKCiEuZmpXLm5mSkepz4t5Zh0rA3bjg/6eil+Q1RtSCQSLF08D6dOncXVq5X/nJlKoIbz8KpMl2ZpcnJykJOTI1emkZMDqVQqUkQVIzH5EUKWrcX6ZQshleoofPyPW3fh8NFobFq5SHb8zTv3UFBQCO+h4+Tq5uXmwdjo5V/biUkp6DviI9m+goIC5OcXoK3HAFnZ+JGDMcFviMIxZWZl4ZPpgahfrw4+GTvi7QdQtfX9ioVo0qQh3LoOeHtlogpSZRJeaYvBBgcHY968eXJls6d/ijlfTFFFWJXm2o1bSH2ahkFjJsnKCgoKcT7uCrbvPYALx3+FpmbJXYKbwvdgw0+7sH7ZQjR8ZaDL8+cvoKmpgV0bvoempnzjXk+3BgDA0sIcP4f9ICs/Gn0KEVGn8G3g/wauFHWRmpoYQVNTA09ea809SX0Ki9dafVlZz/FRwNfQ19PF8oVfQ/sNA5aoelu+7Bt49/JA124D8d9/iWKHo7aEKjz4RFlV5rdOaYNWZs6ciYCAALkyjWeKP49617Rv3QL7tq6WK5u9YCnq2dfG2BEflprsNm7bjXWbd2Dt0m/QtHEDuX2NG9RHQUEhUp+moXWLpiUer6WliTq17GSfzUxMIJXqyJUV0dbWhnNDJ/z1dxy6dekAACgsLMRf5+Mw1KevrF5mVhY+mjob2jra+P7bQKVarFQ9LF/2Dfr364lu3T/EvXsPxA5HvVXhrklliZrw8vLyoKuri7i4ODRtWvIv4CLXrl2DnV3xX7pSqbRY92VervLD8N8V+vp6cHKoK1emq1sDJkaGsvKZ8xfDysIcUye+fMa34addWPnjViwKnIGattZ4/CQVAKCnqws9PV3UrVML3j264qtvFuPzSePRuEF9PE1Lx5m/49DAsR7cOryncJy+gwdg1oIlaNLICU2dG+KnXfvxIjsH/b27A3iZ7CZ8NgsvcnKwfM50ZGU9R1bWcwCAqYlxqYmbqp/vVyzE0CH9MdBnDJ49y4S1tSUAID39GbKzs0WOTg1V4cEnyhI14Wlra6NOnTooKCh4a93atWurIKKqJTE5BRqvdPXu3HcIeXn5mDp7gVy9iWOGw///n5l9MysAa8O2Y/HK9Uh+9ASmxkZwadIIbh0VT3YA4OXhhqdp6Vj54094nJqKRk71sWbJfFmX5rUb8bj0/xPRew0eK3fsH3vCUNPWWqnrUtUz8WM/AMCxyJ/lyseMnYotW3eJEZJ6U8MWnkQQeYLbhg0bsHfvXmzdurXUN68oKu8xlxki1dC16yx2CKQm8nMr9lFN1tyhSh+rP/fNc4LfVaI/w1u5ciVu374NOzs72NvbQ19fX27/hQsXRIqMiIiqE9ETXv/+/cUOgYhI/ahhl6boCS8wMFDsEIiI1I8aDlp5J960kpaWhh9//BEzZ85EaurLkYUXLlzAf/9V/ekFRETvJBW9aWX16tVwcXGBkZERjIyM4OrqisOHD8v2Z2dnw9/fH+bm5jAwMICPjw+Sk5PlzpGQkABvb2/o6enBysoK06dPR35+vsK3LHoL79KlS/Dw8ICxsTHu3buH8ePHw8zMDHv37kVCQgK2bNkidohERNWOqiae16pVCyEhIXBycoIgCNi8eTP69euH2NhYNGnSBFOnTsWhQ4ewe/duGBsbY9KkSRg4cCBOnToF4OXbnry9vWFjY4PTp08jMTERvr6+0NbWxsKFCxWKRfRRmh4eHmjVqhUWLVoEQ0NDXLx4EQ4ODjh9+jSGDRum1JJAHKVJqsJRmqQqFT1KM3PGQKWPNfh2b7mubWZmhu+++w4ffPABLC0tER4ejg8++AAA8M8//6Bx48aIiYlB+/btcfjwYfTu3RsPHz6EtfXLaUxr1qzBjBkz8OjRI+jolP1FFqJ3aZ47dw4fffRRsfKaNWsiKSlJhIiIiOhNcnJykJGRIbe9/k7jkhQUFGDHjh3IysqCq6srzp8/j7y8PHh4eMjqNGrUCHXq1EFMTAwAICYmBs2aNZMlOwDw9PRERkYGrl69qlDcoic8qVSKjIyMYuU3b96EpaWlCBEREamBcjzDCw4OhrGxsdwWHBxc6qUuX74MAwMDSKVSfPzxx9i3bx+cnZ2RlJQEHR0dmJiYyNW3traWNXiSkpLkkl3R/qJ9ihD9GV7fvn0RFBSEXbtevmlBIpEgISEBM2bMgI+Pj8jRERFVU+UYpVnSO4zftEJNw4YNERcXh/T0dOzZswd+fn6Ijo5W+vrKEr2Ft2TJEmRmZsLKygovXryAm5sbHB0dYWhoiAULFrz9BEREpLhytPCkUqls1GXR9qaEp6OjA0dHR7Ru3RrBwcFo3rw5li9fDhsbG+Tm5iItLU2ufnJyMmxsbAAANjY2xUZtFn0uqlNWorfwjI2NERERgZMnT+LSpUvIzMxEq1at5Pp0iYioYgkiTjwvLCxETk4OWrduDW1tbURGRsp69G7cuIGEhAS4uroCAFxdXbFgwQKkpKTAysoKABAREQEjIyM4OzsrdF3RE16RTp06oVOnTmKHQUSkHlSU8GbOnAkvLy/UqVMHz549Q3h4OKKiovDHH3/A2NgYY8eORUBAAMzMzGBkZITJkyfD1dUV7du3BwD06NEDzs7OGDlyJBYtWoSkpCTMnj0b/v7+Ci/0/U4kvMjISERGRiIlJQWFr80N2bhxo0hRERFReaWkpMDX1xeJiYkwNjaGi4sL/vjjD3Tv/nIJsdDQUGhoaMDHxwc5OTnw9PTEqlWrZMdramri4MGDmDhxIlxdXaGvrw8/Pz8EBQUpHIvo8/DmzZuHoKAgtGnTBra2tsVWNt+3b5/C5+Q8PFIVzsMjVanoeXjPJvVS+ljDlb9VYCSqI3oLb82aNQgLC8PIkSPFDoWISH3w5dGql5ubiw4dOogdBhGRelHDhCf6tIRx48YhPDxc7DCIiNSKIAhKb1WV6C287OxsrFu3DkePHoWLiwu0tbXl9i9dulSkyIiIqjE1bOGJnvAuXbqEFi1aAACuXLkit+/1ASxERETKEj3hHT9+XOwQiIjUD1t4RESkDsR804pYRE94WVlZCAkJKXXi+Z07nFNHRFThmPBUb9y4cYiOjsbIkSNLnHhORESVQDULnr9TRE94hw8fxqFDh9CxY0exQyEiUhvq2KUp+jw8U1NTmJmZiR0GERFVc6InvPnz52POnDl4/vy52KEQEamPcqyHV1WJ3qW5ZMkSxMfHw9raGnXr1i028fzChQsiRUZEVI3xGZ7q9e/fX+wQiIjUjjo+wxM94QUGBoodAhGR+mELj4iI1AFbeCpiZmaGmzdvwsLCAqampm+ce5eamqrCyIiIqLoSJeGFhobC0NAQALBs2TIxQiAiUm/s0ny733//HQYGBujUqRMA4IcffsD69evh7OyMH374Aaampm89h5+fn+zfkZGRcHd3h5ubG+rXr69oOEREpARBDROewvPwpk+fjoyMDADA5cuXMW3aNPTq1Qt3795FQECAwgFIpVKEhISgQYMGqF27NkaMGIEff/wRt27dUvhcRERURoXl2KooiaDg8rUGBga4cuUK6tati7lz5+LKlSvYs2cPLly4gF69eiEpKUmpQP777z+cOHEC0dHRiI6Oxs2bN2Fra4t///1X4XPlPeYLp0k1dO06ix0CqYn83P8q9HyPvdyUPtbicHQFRqI6CrfwdHR0ZG9FOXr0KHr06AHg5UCUopafMkxNTWFubg5TU1OYmJhAS0sLlpaWSp+PiIjeQA1beAo/w+vUqRMCAgLQsWNHnD17Fjt37gQA3Lx5E7Vq1VI4gK+++gpRUVGIjY1F48aN4ebmhi+//BJdunQp0/NAIiKislA44a1cuRKffPIJ9uzZg9WrV6NmzZoAXq560LNnT4UDCAkJgaWlJQIDAzFw4EA0aNBA4XMQEZFi1HHQisLP8CraxYsXER0djaioKPz555/Q0dGBm5sb3N3d4e7urlQC5DM8UhU+wyNVqehneCndlH+GZxVZNZ/hKZXw4uPjsWnTJsTHx2P58uWwsrLC4cOHUadOHTRp0qRcAV28eBGhoaHYtm0bCgsLUVBQoPA5mPBIVZjwSFUqOuEld1U+4Vkfr5oJT+FBK9HR0WjWrBn++usv7N27F5mZmQBeJipl3ospCAIuXLiApUuXom/fvujatSt++uknNGvWDJ9++qnC5yMiojIQJMpvCggODkbbtm1haGgIKysr9O/fHzdu3JCr4+7uDolEIrd9/PHHcnUSEhLg7e0NPT09WFlZYfr06cjPz1coFoWf4X355Zf45ptvEBAQIHtbCgC8//77WLlypaKng5mZGTIzM9G8eXO4ublh/Pjx6Ny5M0xMTBQ+FxERvVuio6Ph7++Ptm3bIj8/H1999RV69OiBa9euQV9fX1Zv/PjxCAoKkn3W09OT/bugoADe3t6wsbHB6dOnkZiYCF9fX2hra2PhwoVljkXhhHf58mWEh4cXK7eyssLjx48VPR1++ukndO7cGUZGRgofS0REyinPoJWcnBzk5OTIlUmlUkil0mJ1f//9d7nPYWFhsLKywvnz59GlSxdZuZ6eHmxsbEq83pEjR3Dt2jUcPXoU1tbWaNGiBebPn48ZM2Zg7ty50NHRKVPcCndpmpiYIDExsVh5bGysbMSmIry9vZnsiIhUTCiUKL0FBwfD2NhYbgsODi7TddPT0wG87N171bZt22BhYYGmTZti5syZsvneABATE4NmzZrB2tpaVubp6YmMjAxcvXq1zPescAtvyJAhmDFjBnbv3g2JRILCwkKcOnUKn3/+OXx9fRU9HRERiaA8LbyZM2cWe5VkSa271xUWFuKzzz5Dx44d0bRpU1n5sGHDYG9vDzs7O1y6dAkzZszAjRs3sHfvXgBAUlKSXLIDIPusyNu9FE54CxcuhL+/P2rXro2CggI4OzujoKAAw4YNw+zZsxU9HRERiUBQcPDJq0rrvnwbf39/XLlyBSdPnpQrnzBhguzfzZo1g62tLbp164b4+PgKXVRA4YSno6OD9evX4+uvv8aVK1eQmZmJli1bwsnJqcKCIiKiyqXqieeTJk3CwYMHceLEibe+latdu3YAgNu3b6N+/fqwsbHB2bNn5eokJycDQKnP/Uqi9Hp4derUQZ06dZQ9nIiI1IAgCJg8eTL27duHqKgo1KtX763HxMXFAQBsbW0BAK6urliwYAFSUlJgZWUFAIiIiICRkRGcnZ3LHIvCCW/MmDFv3L9x40ZFT0lERComFCrfpakIf39/hIeH45dffoGhoaHsmZuxsTF0dXURHx+P8PBw9OrVC+bm5rh06RKmTp2KLl26wMXFBQDQo0cPODs7Y+TIkVi0aBGSkpIwe/Zs+Pv7K9S1qnDCe/r0qdznvLw8XLlyBWlpaXj//fcVPR0REYlAVS+VXL16NYCXk8tftWnTJowaNQo6Ojo4evQoli1bhqysLNSuXRs+Pj5yY0I0NTVx8OBBTJw4Ea6urtDX14efn5/cvL2yUDjh7du3r1hZYWEhJk6cyBXLiYiqCFW18N729sratWsjOvrtryqzt7fHb7/9Vq5YFJ6HV+JJNDQQEBCA0NDQijgdERFVsvLMw6uqlB608rr4+HiF32tGRETiEHedHHEonPBen2woCAISExNx6NAh+Pn5VVhgREREFUnhhBcbGyv3WUNDA5aWlliyZMlbR3ASEdG7oSp3TSpL4YR3/PjxyoiDiIhUqDxvWqmqKuwZHhERVR2qftPKu6BMCa9ly5aQSMr218CFCxfKFRAREVW+QrbwSta/f/9KDoOIiFSJXZqlCAwMrOw4iIiIKhWf4RERqSGO0iyDgoIChIaGYteuXUhISEBubq7c/tTU1AoLjoiIKoc6TjxX+NVi8+bNw9KlSzF48GCkp6cjICAAAwcOhIaGBubOnVsJIRIRUUVTx1eLKZzwtm3bhvXr12PatGnQ0tLC0KFD8eOPP2LOnDk4c+ZMZcRIREQVrFCQKL1VVQonvKSkJDRr1gwAYGBggPT0dABA7969cejQoYqNjoiIKoUgSJTeqiqFE16tWrWQmJgIAKhfvz6OHDkCADh37pxCC/ERERGpksIJb8CAAYiMjAQATJ48GV9//TWcnJzg6+vLd2kSEVURgqD8VlWVeZTmypUrMWLECISEhMjKBg8ejDp16iAmJgZOTk7o06dPpQRJREQVqyo/i1OWRHjbcrT/z9jYGHl5eRgwYADGjh2L999/v7JjU1re4ztih0BqQteus9ghkJrIz/2vQs8XW6ef0se2TPilAiNRnTJ3aSYlJWHNmjV4+PAhunfvjnr16mH+/Pl48OBBZcZHRESVQB27NMuc8HR1deHr64vjx4/j1q1bGDlyJDZs2IB69eqhZ8+e2L17N/Ly8iozViIiqiCcllBGDg4OCAoKwt27d3H48GGYm5tj1KhRqFmzZkXHR0REVCHK9S5NiUQCLS0tSCQSCILwzrTwBrSaLHYIpCb2mXUROwQipVTl+XTKUqqF9+DBAwQFBcHBwQHdu3fHw4cPsX79etn8PCIierepY5dmmVt4ubm52Lt3LzZu3Ihjx47B1tYWfn5+GDNmDBwcHCozRiIiqmBVeOyJ0sqc8GxsbPD8+XP07t0bBw4cgKenJzQ0lGogEhGRyKpyS01ZZc5Ys2fPxoMHD7Bnzx54eXkx2RERVWGqepdmcHAw2rZtC0NDQ1hZWaF///64ceOGXJ3s7Gz4+/vD3NwcBgYG8PHxQXJyslydhIQEeHt7Q09PD1ZWVpg+fTry8/MViqXMWSsgIACWlpYKnZyIiNRbdHQ0/P39cebMGURERCAvLw89evRAVlaWrM7UqVNx4MAB7N69G9HR0Xj48CEGDhwo219QUABvb2/k5ubi9OnT2Lx5M8LCwjBnzhyFYinzm1aqkt51vMUOgdTER7lGYodAaqJP0vYKPd+fNh8ofWznpD1KH/vo0SNYWVkhOjoaXbp0QXp6OiwtLREeHo4PPngZ0z///IPGjRsjJiYG7du3x+HDh9G7d288fPgQ1tbWAIA1a9ZgxowZePToEXR0dMp0bfZLEhGpIQESpbecnBxkZGTIbTk5OWW6btGScmZmZgCA8+fPIy8vDx4eHrI6jRo1kr2nGQBiYmLQrFkzWbIDAE9PT2RkZODq1atlvmcmPCIiNVQoKL8FBwfD2NhYbgsODn77NQsL8dlnn6Fjx45o2rQpgJevrdTR0YGJiYlcXWtrayQlJcnqvJrsivYX7Surck08JyKiqqkQyo/SnDlzJgICAuTKyrIeqr+/P65cuYKTJ08qfe3yKFPCe/3G3mTp0qVKB0NERKohlCPhSaVShRf8njRpEg4ePIgTJ06gVq1asnIbGxvk5uYiLS1NrpWXnJwMGxsbWZ2zZ8/Kna9oFGdRnbIoU8KLjY0t08kkEvWb10FERKUTBAGTJ0/Gvn37EBUVhXr16sntb926NbS1tREZGQkfHx8AwI0bN5CQkABXV1cAgKurKxYsWICUlBRYWVkBACIiImBkZARnZ+cyx1KmhHf8+PEyn5CIiN59hSq6jr+/P8LDw/HLL7/A0NBQ9szN2NgYurq6MDY2xtixYxEQEAAzMzMYGRlh8uTJcHV1Rfv27QEAPXr0gLOzM0aOHIlFixYhKSkJs2fPhr+/v0ItTT7DIyJSQ+Xp0lTE6tWrAQDu7u5y5Zs2bcKoUaMAAKGhodDQ0ICPjw9ycnLg6emJVatWyepqamri4MGDmDhxIlxdXaGvrw8/Pz8EBQUpFItS8/D+/vtv7Nq1CwkJCcjNzZXbt3fvXkVPV+E4D49UhfPwSFUqeh7e79ZDlD62Z/KOCoxEdRSelrBjxw506NAB169fx759+5CXl4erV6/i2LFjMDY2rowYiYioghWWY6uqFE54CxcuRGhoKA4cOAAdHR0sX74c//zzDwYNGoQ6depURoxERFTByjPxvKpSOOHFx8fD2/tll6GOjg6ysrIgkUgwdepUrFu3rsIDJCIiqggKJzxTU1M8e/YMAFCzZk1cuXIFAJCWlobnz59XbHRERFQpCiXKb1WVwqM0u3TpgoiICDRr1gwffvghpkyZgmPHjiEiIgLdunWrjBiJiKiCledNK1WVwglv5cqVyM7OBgDMmjUL2traOH36NHx8fDB79uwKD5CIiCpetVsmpwwUTnhFb7gGAA0NDXz55ZcVGhAREVW+qjzaUlkKP8PT1NRESkpKsfInT55AU1OzQoIiIqLKVSiRKL1VVQonvNLmqefk5JR5ET4iIiJVK3OX5ooVKwC8fEH0jz/+CAMDA9m+goICnDhxAo0aNar4CImIqMLxGd4bhIaGAnjZwluzZo1c96WOjg7q1q2LNWvWVHyERERU4dTxGV6ZE97du3cBAF27dsXevXthampaaUEREVHlqsrz6ZSl8ChNLhVERFT1qeM8PIUHrfj4+ODbb78tVr5o0SJ8+OGHFRIUERFVLqEcW1WlcMI7ceIEevXqVazcy8sLJ06cqJCgiIiIKprCXZqZmZklTj/Q1tZGRkZGhQRFRESVSx2f4SncwmvWrBl27txZrHzHjh1wdnaukKCIiKhyqeN6eAq38L7++msMHDgQ8fHxeP/99wEAkZGR2L59O3bv3l3hARIRUcWrys/ilKVwwuvTpw/279+PhQsXYs+ePdDV1YWLiwuOHj0KNze3yoiRiIgqmDp2aSqc8ADA29tbtgjsq65cuYKmTZuWOygiIqpcVblrUlkKP8N73bNnz7Bu3Tq89957aN68eUXEREREVOGUTngnTpyAr68vbG1tsXjxYrz//vs4c+ZMRcZGRESVhINW3iIpKQlhYWHYsGEDMjIyMGjQIOTk5GD//v0VPkJTEAQ8evQIVlZWFXpeIiICBDV8hlfmFl6fPn3QsGFDXLp0CcuWLcPDhw/x/fffK31hPT09PHr0SPbZ29sbiYmJss8pKSmwtbVV+vxERFQ6tvDe4PDhw/j0008xceJEODk5lfvC2dnZcmvrnThxAi9evJCrU9rae0REVD5VOXEpq8wtvJMnT+LZs2do3bo12rVrh5UrV+Lx48eVGRskVXhlXSKidxnfpfkG7du3x/r165GYmIiPPvoIO3bsgJ2dHQoLCxEREYFnz55VZpxERFQFnThxAn369IGdnR0kEgn2798vt3/UqFGQSCRyW8+ePeXqpKamYvjw4TAyMoKJiQnGjh2LzMxMhWNReJSmvr4+xowZg5MnT+Ly5cuYNm0aQkJCYGVlhb59+5b5PEU3VtpnIiKqPIUS5TdFZGVloXnz5vjhhx9KrdOzZ08kJibKtu3bt8vtHz58OK5evYqIiAgcPHgQJ06cwIQJExS+Z6Umnhdp2LAhFi1ahODgYBw4cAAbN24s87GCIKBBgwayJJeZmYmWLVtCQ0NDtp+IiCqHqp7heXl5wcvL6411pFIpbGxsStx3/fp1/P777zh37hzatGkDAPj+++/Rq1cvLF68GHZ2dmWOpVwJr4impib69++P/v37l/mYTZs2VcSliYhICeVJeDk5OcjJyZErk0qlkEqlSp0vKioKVlZWMDU1xfvvv49vvvkG5ubmAICYmBiYmJjIkh0AeHh4QENDA3/99RcGDBhQ5utUSMJThp+fn1iXJiJSe+XpQwsODsa8efPkygIDAzF37lyFz9WzZ08MHDgQ9erVQ3x8PL766it4eXkhJiYGmpqaSEpKKjYfW0tLC2ZmZkhKSlLoWqIlPCIiqppmzpyJgIAAuTJlW3dDhgyR/btZs2ZwcXFB/fr1ERUVhW7dupUrzteJlvDq1av31kEqEokE8fHxKoqIiEh9lGe1hPJ0X76Ng4MDLCwscPv2bXTr1g02NjZISUmRq5Ofn4/U1NRSn/uVRrSE99lnn5W67969e1i7dm2xPmIiIqoY7+rE83///RdPnjyRvWnL1dUVaWlpOH/+PFq3bg0AOHbsGAoLC9GuXTuFzi1awpsyZUqxstTUVMyfPx+rV69Gu3bt8O2334oQGRFR9aeqcfCZmZm4ffu27PPdu3cRFxcHMzMzmJmZYd68efDx8YGNjQ3i4+PxxRdfwNHREZ6engCAxo0bo2fPnhg/fjzWrFmDvLw8TJo0CUOGDFFohCZQAcsDVYQXL15gwYIFqF+/Po4fP469e/ciOjoa7du3Fzs0IqJqqRCC0psi/v77b7Rs2RItW7YEAAQEBKBly5aYM2cONDU1cenSJfTt2xcNGjTA2LFj0bp1a/z5559yXabbtm1Do0aN0K1bN/Tq1QudOnXCunXrFL5nUQetFBQUYP369Zg3bx5q1KiBFStWYMSIEZyATkRUyVTVpenu7v7GedV//PHHW89hZmaG8PDwcsciWsLbtWsXZs+ejbS0NMyaNQsTJ06Ejo6OWOEQEVE1J1rCGzJkCHR1dTF06FDcv38fX375ZYn1li5dquLIiIiqP3V8l5VoCa9Lly5vnXbArk0iosrxro7SrEyiJbyoqCixLk1EpPbKMw+vqnpn3rRStLaehYWFyJEQEVV/io62rA5EnZaQlpYGf39/WFhYwNraGtbW1rCwsMCkSZOQlpYmZmhERNWaOi4AK1oLLzU1Fa6urvjvv/8wfPhwNG7cGABw7do1hIWFITIyEqdPn4apqalYIRIRUTUiWsILCgqCjo4O4uPjYW1tXWxfjx49EBQUhNDQUJEiJCKqvtRx0IpoXZr79+/H4sWLiyU7ALCxscGiRYuwb98+ESIjIqr+VPWmlXeJaC28xMRENGnSpNT9TZs2VXitIyIiKpuqm7aUJ1oLz8LCAvfu3St1/927d2FmZqa6gIiI1EhhObaqSrSE5+npiVmzZiE3N7fYvpycHHz99dfo2bOnCJEREVV/7NJUoaCgILRp0wZOTk7w9/dHo0aNIAgCrl+/jlWrViEnJwdbt24VKzwiIqpmREt4tWrVQkxMDD755BPMnDlT9jZtiUSC7t27Y+XKlahdu7ZY4RERVWtVt52mPFHftFKvXj0cPnwYT58+xa1btwAAjo6OJT67+/fff2FnZwcNjXdiCT8ioiqtKj+LU9Y78WoxU1NTvPfee2+s4+zsjLi4ODg4OKgoKiKi6ktQwzbeO5HwyuJNCwgSEZFi2MIjIiK1UJVHWyqLD8SIiEgtsIWnRjQ0NDBs6jC4D+gKUytTpCanInL3UexYsaPE+v4L/eE1ohfWzVuHXzf8ouJoSZXM2jdC/U96w8TFATVsTHFu1BIk/f73G4+pO7o76o72hF5tS7z47zFuLd+Pf3f/WalxmndojCZzR8KgYS1kP3yCm8v24d+dJ2T7HSf3g613Wxg42qEgOxdPz93EtW+2Iys+sVLjqorUr31XhRIeVz8vP5+JH8BrZC+EBoQi4eZ9OLk4Ycriz5D1LAsHNh2Qq+vq6YqGLRvhSdJjkaIlVdLSkyLjagIebI9C203T3lrf3s8Djb4agkufr0da7B2YtKyP5kvGIy8tC8kRF5SKQbe2BTzOfY8DNkNL3l/HEu/99AXub4nEBf+VsOjcFM2XTEBOchoeRV0CAJi7NsbdTUeQFncHGpoaaPTVELTfORNRXaaj4HmOUnFVV+rYpVllEh4HrZRf4zaN8deRv/D3sXMAgJR/U9ClrxsaNG8I4H8Jz9zaHB8FfYw5I79G4Ka54gRLKpVy7CJSjl0sc/1aH3TG/a2RePjLGQDA84QUmLSsD8dJfeQSXp1hXeHwsTf06ljixYNHuLPhD9wPi1Aqxrq+Hnie8AjX5v4EAMi89RBm7zWEw4ResoT317AQuWPipqyG59V1MHaph9Qz/yh13epKHQetiPoMLy8vD1paWrhy5cpb6167dg329vYqiKr6uv73dTTv2Bx29ewAAPUa14NzW2ecj/pf15VEIkHAsmnYu/ZnJNxMECtUesdp6GihMDtPrqzgRS5MWjpCoqUJAKg5sCMafvEh/gnZieNdPsf14J1o9MWHqDWoi1LXNG3thMcn5H9XPIq6BNM2TqUeo2WoBwDIS8tU6prVmVCO/1RVorbwtLW1UadOHRQUFLy1Lt+6Un57Vu2GnqEe1hxfi8KCQmhoamDrd1sQtT9KVueDTz5AQUEBft34q3iB0jvvUdQl1BneFUm//430S3dh3NwBdYZ3hYaOFnTMDJGTkoaG0z/A1bk/Iem3lz0KLxIewbBBLdiP7IZ/d514yxWKk1qZIOdRulxZzqN0aBvpQaOGdrEEDIkETef7IvWvf/Dsn3+VvtfqSh1beKJ3ac6aNQtfffUVtm7dqtTqCDk5OcjJke+bLxAKoCnRrKgQq43OvTvDvb87Fk/+Dvdv3odDEweMD5yAJ8mpOLYnEvWbOaLv6H6Y4v2p2KHSO+5m6F5IrUzQ6VAQIJEg51E6/t11Ao6T+kIoFKCpJ4V+PRu0WDoBzZeMlx0n0dRA/rMXss/u0d9Bt5bF/+98+V9e8Ztk+1P/+gd/DftWqRibhYyGYaPaONV3rlLHU/UjesJbuXIlbt++DTs7O9jb20NfX19u/4ULb34AHhwcjHnz5smVORk5ooFxgwqPtaobPWsM9qzajRMHXv51ff/GfVjVtMKHn3yIY3si0eS9JjC2MMammDDZMZpamhg7eyz6jemHsR3HiBQ5vWsKs/NwcepaXJr+I6SWxshOfgr7kd2Q9+w5cp9kQMfcCABw8fP1eHrhttyxQuH/2hZ/Df9W1gWqa2uGDvvmILrbl69c53+rqeSkpEFqaSx3LqmlMfIynhdr3TVdOArWHq1wasA8ZCemVsxNVzNVuWtSWaInvP79+5fr+JkzZyIgIECubHCTQeU6Z3Ul1ZWisFD+S15YWCh7P+nxn4/h4p9xcvuDfgrCsb3HcXSXcgMNqHoT8gtkCaVm/w5IjogFBAG5j9PxIjEVevZW+G/vqVKPf/Hv/0YBC///aOP5veQS6z49fwtW3VrIlVl0aYanf9+SK2u6cBRsvNoiZuB8vEh4pMxtqQVVdWmeOHEC3333Hc6fP4/ExETs27dP7ve+IAgIDAzE+vXrkZaWho4dO2L16tVwcvrfs9nU1FRMnjwZBw4cgIaGBnx8fLB8+XIYGBgoFIvoCS8wMLBcx0ulUkilUrkydmeW7OzRsxg8eTAePXyEhJv3Ub9JffQfNwAR/5/MnqU9w7O0Z3LH5OcV4Omjp/jvzn9ihEwqUtQFWUSvjiWMmtgjLy0TL/57gkZfDUENW1PETV4NANB3sIFJS0ekXbgNbRN9OHzUC4YNayH201Wyc9z8bg+afuOH/IznSDl+ERo62jBp4QBtY33cWfubwjHe23IUdcf0QOOvh+HB9iiYd2oCu77tcXbEIlmdZiFjUHNAB5wbtQT5mS9kLcK8Z8VbgequUEUj37OystC8eXOMGTMGAwcOLLZ/0aJFWLFiBTZv3ox69erh66+/hqenJ65du4YaNWoAAIYPH47ExEREREQgLy8Po0ePxoQJExAeHq5QLKInPABIS0vDnj17EB8fj+nTp8PMzAwXLlyAtbU1atasKXZ41cbaOWsw4vMR+OSbT2BsYYzU5FQc3nYYO5ZvFzs0EplJCwd02DtH9rlJkC8A4MHOaMRNWYMa1ibQrWkh2y/R1ED9j71hUN8WhfkFeHLqKk72CcSLB/9rsSWEH0fBixzU/6QPGs8ZjoLnOXj2zwPcWad4sgNeDno5O2IRmszzRb1xPZGdmIqL09bJpiQAQN1R3QEAHfbNkTs2dspquQnqpLqJ515eXvDy8io5BkHAsmXLMHv2bPTr1w8AsGXLFlhbW2P//v0YMmQIrl+/jt9//x3nzp1DmzZtAADff/89evXqhcWLF8POzq7MsUgEkSe4Xbp0CR4eHjA2Nsa9e/dw48YNODg4YPbs2UhISMCWLVsUPmfvOt6VEClRcR/lGokdAqmJPkkV+4fpMPsBSh+76eaOYoMFS+pte51EIpHr0rxz5w7q16+P2NhYtGjRQlbPzc0NLVq0wPLly7Fx40ZMmzYNT58+le3Pz89HjRo1sHv3bgwYUPb7EP1dmgEBARg1ahRu3bola74CQK9evXDiBP8iIyJ61wQHB8PY2FhuCw4OVvg8SUlJAABra2u5cmtra9m+pKQkWFlZye3X0tKCmZmZrE5Zid6lee7cOaxdu7ZYec2aNRW+GSIiKpvyjNIsabDg21p37wLRE55UKkVGRkax8ps3b8LS0lKEiIiIqr/yjNIsS/dlWdjYvBwolZycDFtbW1l5cnKyrIvTxsYGKSkpcsfl5+cjNTVVdnxZid6l2bdvXwQFBSEv7+UIKolEgoSEBMyYMQM+Pj4iR0dEVD0VQlB6qyj16tWDjY0NIiMjZWUZGRn466+/4OrqCgBwdXVFWloazp8/L6tz7NgxFBYWol27dgpdT/SEt2TJEmRmZsLKygovXryAm5sbHB0dYWhoiAULFogdHhFRtaSqd2lmZmYiLi4OcXFxAIC7d+8iLi4OCQkJkEgk+Oyzz/DNN9/g119/xeXLl+Hr6ws7OzvZwJbGjRujZ8+eGD9+PM6ePYtTp05h0qRJGDJkiEIjNIF3oEvT2NgYEREROHnyJC5duoTMzEy0atUKHh4eYodGRFRtqWri+d9//42uXbvKPhc9+/Pz80NYWBi++OILZGVlYcKECUhLS0OnTp3w+++/yw1i3LZtGyZNmoRu3brJJp6vWLFC4VhEn5ZQGTgtgVSF0xJIVSp6WsJA+75KH7v3ftV8ubzoLTwAiIyMRGRkJFJSUlBYKP93x8aNG0WKioio+qqGbZ23Ej3hzZs3D0FBQWjTpg1sbW25sjkRkQpwxXMRrFmzBmFhYRg5cqTYoRARqQ2uhyeC3NxcdOjQQewwiIjUijouDyT6tIRx48Yp/MZrIiIqn3dhHp6qid7Cy87Oxrp163D06FG4uLhAW1tbbv/SpUtFioyIiKoT0RPepUuXZK+QuXLlitw+DmAhIqocHKUpguPHj4sdAhGR2uGgFSIiUgvqOGhF9ISXlZWFkJCQUiee37lzR6TIiIiqr6o8+ERZoie8cePGITo6GiNHjuTEcyIiFeEzPBEcPnwYhw4dQseOHcUOhYiIqjHRE56pqSnMzMzEDoOISK2oY5em6BPP58+fjzlz5uD58+dih0JEpDZUtR7eu0T0Ft6SJUsQHx8Pa2tr1K1bt9jE8wsXLogUGRFR9VXIZ3iqV7SqLRERqY76pbt3IOEFBgaKHQIRkdrhMzwiIqJqSpQWnpmZGW7evAkLCwuYmpq+ce5damqqCiMjIlIP6tjCEyXhhYaGwtDQEACwbNkyMUIgIlJrnHiuIn5+frJ/R0ZGwt3dHW5ubqhfv74Y4RARqR11bOGJ/gxPKpUiJCQEDRo0QO3atTFixAj8+OOPuHXrltihERFVW+o4D0/0hLd+/XrcvHkTCQkJWLRoEQwMDLBkyRI0atQItWrVEjs8IqJqSRAEpbeqSvSEV8TU1BTm5uYwNTWFiYkJtLS0YGlpKXZYRERUTYie8L766it06NAB5ubm+PLLL5GdnY0vv/wSSUlJiI2NFTs8IqJqqRCC0ltVJfrE85CQEFhaWiIwMBADBw5EgwYNxA6JiKjaq8pdk8oSvYUXGxuLWbNm4ezZs+jYsSNq1qyJYcOGYd26dbh586bY4RERVUuqauHNnTsXEolEbmvUqJFsf3Z2Nvz9/WFubg4DAwP4+PggOTm5om8XwDuQ8Jo3b45PP/0Ue/fuxaNHj/Dbb79BR0cH/v7+aNy4sdjhERFVS6ocpdmkSRMkJibKtpMnT8r2TZ06FQcOHMDu3bsRHR2Nhw8fYuDAgRV5qzKid2kKgoDY2FhERUUhKioKJ0+eREZGBlxcXODm5iZ2eERE1VJ5VkvIyclBTk6OXJlUKoVUKi2xvpaWFmxsbIqVp6enY8OGDQgPD8f7778PANi0aRMaN26MM2fOoH379krHWBLRW3hmZmZo164dwsPD4eTkhM2bN+Px48e4cOECQkNDxQ6PiIheExwcDGNjY7ktODi41Pq3bt2CnZ0dHBwcMHz4cCQkJAAAzp8/j7y8PHh4eMjqNmrUCHXq1EFMTEyFxy16C++nn35C586dYWRkJHYoRERqozwTyGfOnImAgAC5stJad+3atUNYWBgaNmyIxMREzJs3D507d8aVK1eQlJQEHR0dmJiYyB1jbW2NpKQkpeMrjegJz9vbW+wQiIjUTnm6NN/Uffk6Ly8v2b9dXFzQrl072NvbY9euXdDV1VU6BmWI3qVJRESqJ9arxUxMTNCgQQPcvn0bNjY2yM3NRVpamlyd5OTkEp/5lRcTHhGRGioUBKW38sjMzER8fDxsbW3RunVraGtrIzIyUrb/xo0bSEhIgKura3lvsRjRuzSJiKj6+vzzz9GnTx/Y29vj4cOHCAwMhKamJoYOHQpjY2OMHTsWAQEBMDMzg5GRESZPngxXV9cKH6EJMOEREaklVa168O+//2Lo0KF48uQJLC0t0alTJ5w5c0b2ruTQ0FBoaGjAx8cHOTk58PT0xKpVqyolFolQDd8v07sOB8KQanyUy9HFpBp9krZX6PnqW7RS+tj4xxcqMBLVYQuPiEgNVeV17ZTFhEdEpIYEoVDsEFSOCY+ISA1V5WV+lMVpCUREpBbYwiMiUkPVcLziWzHhERGpIXXs0mTCIyJSQ2zhERGRWijvK8KqIiY8IiI1pI7z8DhKk4iI1AJbeEREaojP8IiISC1wlCYREakFtvCIiEgtcJQmERGpBXVs4XGUJhERqQW28IiI1BAHrRARkVpQxy5NJjwiIjXEQStERKQW1PHVYkx4RERqSB1beBylSUREaoEtPCIiNcRBK0REpBb4DI+IiNQCW3hERKQWmPCIiEgtqF+64yhNIiJSExJBHdu1VExOTg6Cg4Mxc+ZMSKVSscOhaozfNRILEx4BADIyMmBsbIz09HQYGRmJHQ5VY/yukVjYpUlERGqBCY+IiNQCEx4REakFJjwCAEilUgQGBnIQAVU6ftdILBy0QkREaoEtPCIiUgtMeEREpBaY8IiISC0w4YksLCwMJiYmYodBaojfPVI3THgiGzx4MG7evCl2GG8VFRUFiURS6ta1a1cAwL1790qtc+bMGQAvf9EWlWloaMDW1haDBw9GQkJCsetevXoVgwYNgqWlJaRSKRo0aIA5c+bg+fPnKr3/6qiqfPeKPHjwAGPGjIGdnR10dHRgb2+PKVOm4MmTJ3L13N3dIZFIsGPHDrnyZcuWoW7durLPr34PX91q1KihitshETDhiUxXVxdWVlZih4Hc3Nw37u/QoQMSExOLbWvXroVEIsEnn3wiV//o0aPF6rZu3Vq238jICImJifjvv//w888/48aNG/jwww/lznHmzBm0a9cOubm5OHToEG7evIkFCxYgLCwM3bt3f2vM9GZV5bsHAHfu3EGbNm1w69YtbN++Hbdv38aaNWsQGRkJV1dXpKamytWvUaMGZs+ejby8vDeet+h7+Op2//79ct0PvcMEqnAHDhwQjI2Nhfz8fEEQBCE2NlYAIMyYMUNWZ+zYscLw4cOFTZs2CcbGxrLywMBAoXnz5sKWLVsEe3t7wcjISBg8eLCQkZEhq+Pm5iZMnjxZmD59umBqaipYW1sLgYGBcjE8ffpUGDt2rGBhYSEYGhoKXbt2FeLi4opdZ/369ULdunUFiUSi8H1eu3ZNMDQ0FGbNmiUru3v3rgBAiI2NLfW41+9ZEARhxYoVAgAhPT1dEARBKCwsFJydnYU2bdoIBQUFcnXj4uIEiUQihISEKBxzdVddv3s9e/YUatWqJTx//lyuPDExUdDT0xM+/vhjuRhHjx4tmJubCz/88IOsPDQ0VLC3t5d9Lul7SNUbW3iVoHPnznj27BliY2MBANHR0bCwsEBUVJSsTnR0NNzd3Us8Pj4+Hvv378fBgwdx8OBBREdHIyQkRK7O5s2boa+vj7/++guLFi1CUFAQIiIiZPs//PBDpKSk4PDhwzh//jxatWqFbt26yf0lfPv2bfz888/Yu3cv4uLiFLrHtLQ09OvXD+7u7pg/f75Cx74uJSUF+/btg6amJjQ1NQEAcXFxuHbtGgICAqChIf81bd68OTw8PLB9+/ZyXbc6qo7fvdTUVPzxxx/45JNPoKurK7fPxsYGw4cPx86dO+UWNDUyMsKsWbMQFBSErKysN56f1AcTXiUwNjZGixYtZL9koqKiMHXqVMTGxiIzMxP//fcfbt++DTc3txKPLywsRFhYGJo2bYrOnTtj5MiRiIyMlKvj4uKCwMBAODk5wdfXF23atJHVOXnyJM6ePYvdu3ejTZs2cHJywuLFi2FiYoI9e/bIzpGbm4stW7agZcuWcHFxKfP9FRYWYtiwYdDS0sK2bdsgkUiK1enQoQMMDAzktlelp6fDwMAA+vr6sLa2xvHjx+Hv7w99fX0AkD1baty4cYkxNG7cuEo9f1KV6vjdu3XrFgRBeON34enTp3j06JFc+SeffIIaNWpg6dKlpZ676Hv46ubl5fXGeKjq4ornlcTNzQ1RUVGYNm0a/vzzTwQHB2PXrl04efIkUlNTYWdnBycnJ5w6darYsXXr1oWhoaHss62tLVJSUuTqvP5L4tU6Fy9eRGZmJszNzeXqvHjxAvHx8bLP9vb2sLS0VPjevvrqK8TExODs2bNycb5q586dpf6CAgBDQ0NcuHABeXl5OHz4MLZt24YFCxYUqyfwRUAKq67fPUW/C1KpFEFBQZg8eTImTpxYYp2i7+GrXm9FUvXBhFdJ3N3dsXHjRly8eBHa2tpo1KgR3N3dERUVhadPn5b6FzYAaGtry32WSCQoLCwsc53MzEzY2trKdWMVeXUYelFrShE7duzA4sWLcejQITg5OZVar3bt2nB0dCx1v4aGhmx/48aNER8fj4kTJ2Lr1q0AgAYNGgAArl+/jpYtWxY7/vr167I6JK+6ffccHR0hkUhw/fp1DBgwoNj+69evw9TUtMQEOmLECCxevBjffPON3AjNIq9+D6n6Y5dmJSl6lhIaGir7BVP0SycqKqrUZygVoVWrVkhKSoKWlhYcHR3lNgsLC6XPGxcXh7FjxyIkJASenp4VGDHw5ZdfYufOnbK/tlu0aIFGjRohNDS02C/cixcv4ujRoxg6dGiFxlBdVLfvnrm5Obp3745Vq1bhxYsXcvuSkpKwbds2DB48uMSudQ0NDQQHB2P16tW4d++eUten6oMJr5KYmprCxcUF27Ztk/2C6dKlCy5cuICbN2++8a/s8vLw8ICrqyv69++PI0eO4N69ezh9+jRmzZqFv//+W6lzPn78GP3794e7uztGjBiBpKQkue315ydPnjwpVic7O7vU89euXRsDBgzAnDlzALxsNWzYsAHXrl2Dj48Pzp49i4SEBOzevRt9+vSBq6srPvvsM6Xupbqrbt89AFi5ciVycnLg6emJEydO4MGDB/j999/RvXt31KxZs8Tu8CLe3t5o164d1q5dW2yfIAjFvqdJSUnF/sii6oEJrxK5ubmhoKBA9kvHzMwMzs7OsLGxQcOGDSvtuhKJBL/99hu6dOmC0aNHo0GDBhgyZAju378Pa2trpc556NAh3L9/H7/99htsbW2LbW3btpWr7+HhUazO/v3733iNqVOn4tChQzh79iyAlwNfzpw5A01NTXh5ecHR0REzZ86En58fIiIiuLzMG1Sn7x4AODk54e+//4aDgwMGDRqE+vXrY8KECejatStiYmJgZmb2xuO//fbbEv/gysjIKPH7/PpzS6oeuDwQERGpBbbwiIhILTDhEQAgISGh2HykV7eS3nNJVBH43SNVYZcmAQDy8/PfOIqtbt260NLiLBaqePzukaow4RERkVpglyYREakFJjwiIlILTHhERKQWmPCIiEgtMOFRtTFq1Cj0799f9tnd3V2U149FRUVBIpEgLS2tUq8jkUje+vYaIvofJjyqVKNGjYJEIoFEIoGOjg4cHR0RFBSE/Pz8Sr/23r17y7w4raqSVG5uLiwsLIotqlpk/vz5sLa2Rl5eXqXGQaSOmPCo0vXs2ROJiYm4desWpk2bhrlz5+K7774rsW5ubm6FXdfMzKzU9frEoqOjgxEjRmDTpk3F9gmCgLCwMPj6+hZbgoeIyo8JjyqdVCqFjY0N7O3tMXHiRHh4eODXX38F8L9uyAULFsDOzk72YuMHDx5g0KBBMDExgZmZGfr16yc3ObmgoAABAQEwMTGBubk5vvjii2ILhL7epZmTk4MZM2agdu3akEqlcHR0xIYNG3Dv3j107doVwMuVBiQSCUaNGgXg5QrgwcHBqFevHnR1ddG8eXO5lbsB4LfffkODBg2gq6uLrl27vnUZmrFjx+LmzZs4efKkXHl0dDTu3LmDsWPH4ty5c+jevTssLCxgbGwMNze3YguVvqqkFmpcXBwkEolcPCdPnkTnzp2hq6uL2rVr49NPP0VWVpZs/6pVq+Dk5IQaNWrA2toaH3zwwRvvhagqYcIjldPV1ZVryUVGRuLGjRuIiIjAwYMHkZeXB09PTxgaGuLPP//EqVOnYGBggJ49e8qOW7JkCcLCwrBx40bZSt779u1743V9fX2xfft2rFixAtevX8fatWthYGCA2rVr4+effwYA3LhxA4mJiVi+fDkAIDg4GFu2bMGaNWtw9epVTJ06FSNGjEB0dDSAl4l54MCB6NOnD+Li4jBu3Dh8+eWXb4yjWbNmaNu2LTZu3ChXvmnTJnTo0AGNGjXCs2fP4Ofnh5MnT+LMmTNwcnJCr1698OzZM8V+2K+Ij49Hz5494ePjg0uXLmHnzp04efIkJk2aBAD4+++/8emnnyIoKAg3btzA77//ji5duih9PaJ3jkBUifz8/IR+/foJgiAIhYWFQkREhCCVSoXPP/9ctt/a2lrIycmRHbN161ahYcOGQmFhoawsJydH0NXVFf744w9BEATB1tZWWLRokWx/Xl6eUKtWLdm1BEEQ3NzchClTpgiCIAg3btwQAAgRERElxnn8+HEBgPD06VNZWXZ2tqCnpyecPn1aru7YsWOFoUOHCoIgCDNnzhScnZ3l9s+YMaPYuV63Zs0awcDAQHj27JkgCIKQkZEh6OnpCT/++GOJ9QsKCgRDQ0PhwIEDsjIAwr59+0qNPzY2VgAg3L17Vxb3hAkT5M77559/ChoaGsKLFy+En3/+WTAyMhIyMjJKjZuoKmMLjyrdwYMHYWBggBo1asDLywuDBw/G3LlzZfubNWsGHR0d2eeLFy/i9u3bMDQ0lL1A2MzMDNnZ2YiPj0d6ejoSExPRrl072TFaWlpo06ZNqTHExcVBU1NTocVPb9++jefPn6N79+5yLzPesmUL4uPjAQDXr1+XiwMAXF1d33ruoUOHoqCgALt27QIA7Ny5ExoaGhg8eDAAIDk5GePHj4eTkxOMjY1hZGSEzMzMcr1I+eLFiwgLC5O7F09PTxQWFuLu3bvo3r077O3t4eDggJEjR2Lbtm14/vy50tcjetfwjaxU6bp27YrVq1dDR0cHdnZ2xV4ErK+vL/c5MzMTrVu3xrZt24qdy9LSUqkYdHV1FT4mMzMTwMvFb2vWrCm3r7yLzxoZGeGDDz7Apk2bMGbMGGzatAmDBg2CgYEBAMDPzw9PnjzB8uXLYW9vD6lUCldX11IH9WhovPzbVXjlOebrIz0zMzPx0Ucf4dNPPy12fJ06daCjo4MLFy4gKioKR44cwZw5czB37lycO3cOJiYm5bpfoncBEx5VOn19fTg6Opa5fqtWrbBz505YWVnByMioxDq2trb466+/ZM+Y8vPzcf78ebRq1arE+s2aNUNhYSGio6Ph4eFRbH9RC7OgoEBW5uzsDKlUioSEhFJbho0bN5YNwCly5syZt98kXg5ecXd3x8GDB3H69Gm5kaunTp3CqlWr0KtXLwAvnxU+fvy41HMV/SGQmJgIU1NTAC9bta9q1aoVrl279sb/LbS0tODh4QEPDw8EBgbCxMQEx44dw8CBA8t0T0TvMnZp0jtn+PDhsLCwQL9+/fDnn3/i7t27iIqKwqeffop///0XADBlyhSEhIRg//79+Oeff/DJJ5+8cQ5d3bp14efnhzFjxmD//v2ycxZ1Kdrb20MikeDgwYN49OgRMjMzYWhoiM8//xxTp07F5s2bER8fjwsXLuD777/H5s2bAQAff/wxbt26henTp+PGjRsIDw9HWFhYme6zS5cucHR0hK+vLxo1aoQOHTrI9jk5OWHr1q24fv06/vrrLwwfPvyNrVRHR0fUrl0bc+fOxa1bt3Do0CEsWbJErs6MGTNw+vRpTJo0CXFxcbh16xZ++eUX2aCVgwcPYsWKFYiLi8P9+/exZcsWFBYWykbOElV5Yj9EpOrt1UEriuxPTEwUfH19BQsLC0EqlQoODg7C+PHjhfT0dEEQXg5SmTJlimBkZCSYmJgIAQEBgq+vb6mDVgRBEF68eCFMnTpVsLW1FXR0dARHR0dh48aNsv1BQUGCjY2NIJFIBD8/P0EQXg60WbZsmdCwYUNBW1tbsLS0FDw9PYXo6GjZcQcOHBAcHR0FqVQqdO7cWdi4ceNbB60UWbhwoQBAbgCOIAjChQsXhDZt2gg1atQQnJychN27dwv29vZCaGiorA5eGbQiCIJw8uRJoVmzZkKNGjWEzp07C7t375YbtCIIgnD27Fmhe/fugoGBgaCvry+4uLgICxYsEATh5QAWNzc3wdTUVNDV1RVcXFyEnTt3vvUeiKoKrodHRERqgV2aRESkFpjwiIhILTDhERGRWmDCIyIitcCER0REaoEJj4iI1AITHhERqQUmPCIiUgtMeEREpBaY8IiISC0w4RERkVr4P/J+rnjhJKrGAAAAAElFTkSuQmCC",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.83      1.00      0.91       423\n",
            "           1       0.99      0.69      0.81       270\n",
            "\n",
            "    accuracy                           0.88       693\n",
            "   macro avg       0.91      0.84      0.86       693\n",
            "weighted avg       0.89      0.88      0.87       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 92s 2s/step - loss: 0.0776 - accuracy: 0.9759 - val_loss: 7.0110e-05 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0281 - accuracy: 0.9937 - val_loss: 4.5331e-04 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0045 - accuracy: 0.9986 - val_loss: 3.5033e-04 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0091 - accuracy: 0.9958 - val_loss: 1.2312e-04 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 79s 2s/step - loss: 0.0022 - accuracy: 0.9993 - val_loss: 8.8297e-05 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0026 - accuracy: 1.0000 - val_loss: 0.0014 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0093 - accuracy: 0.9972 - val_loss: 3.4858e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0069 - accuracy: 0.9972 - val_loss: 3.3229e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 83s 2s/step - loss: 0.0037 - accuracy: 0.9979 - val_loss: 8.1037e-05 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0043 - accuracy: 0.9986 - val_loss: 9.6571e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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6YkAqLCxEYWGh5nOlUqmrw3pIUAMpF3W/3ypwfeRje0EJCdRwRems26G/T+PFQePx+/rlmPPlCkTHXcf/Nn0HT3cXhH2yBMfPRiM3Lx8tm3kjfOYUBPUI1OzLK7APpo39F6aNGw4AkHi0x7+/mou9kUex/1AUPFyd8c38MLz+6gt1ebg1VyIAWenA70OAnASxqyEDZi12AUSG4OMkwFKcfy0G1aSdkpICFxcXrW0uLi5QKpXIz89HRkYGVCpVpWPKZkhSUlJgaWkJBweHx46pTHh4OOzt7TUPT0/PKtctCALyikqq9ihW6/ShywnCmZ8vwxcfv4fLh3agbctmyMnNR++XuiFyyyqc278Zr/Xsin6jpuFOYvIT9/PJku8xuN8ruHjwZ/R+uTuGT56N+w+ydFYnERHRszKoGSQxzZo1C2FhYZrPlUpllUNSfrEKrebtf/rAWhC7IAhWltX8MdufAyRSwLVt6ef17wMAFn62GK/0f10zrH5LwP/lNzWfL+raF7sORuHX49cxeVJw6UapJWDn/nBfAEaOHoNhE2YAAD5v+yKW/bAZJ2/n4rWWz9fgCOtYQQGQIwPGHwF4is2kqdUCbt3PQ2xSFi4nZ+NyshKxyUpk5VdcI0siAbwcrdHSzQ6t3OzQ0s0OjR2t8PX+K9h3qfQXs95+blj4emtYy/jfMpGGhXjrCRrUv0RXV9cKV5ulpqbCzs4OCoUCUqkUUqm00jGurq6afRQVFSEzM1NrFunRMZWRyWSQyQzwDdFMWvqo1nPMHj73kT87du6sta+cnBwsWLAAe/fuRXJyMkpKSpCfn487CXe1X1NipvV5W/8AzefWtnaws7NDWsa96tcpBjNp6fFYWgGW1egvI4NWVKLGtbRsXEpS4lJiFi4llYahvCJVuZFSmJuZo5mLLdq426G1ux3aeNijpZtdpcFnyVuOaHPsFsJ/v4wd0Q9wIfU8Vr3VAU0b2NTNgRHRYxlUQOrSpQt+//13rW0HDhxAly5dAACWlpbo0KEDIiMjNc3earUakZGRmDx5MgCgQ4cOsLCwQGRkJEJCQgAAV65cwZ07dzT70TWFhRSxC4NrZd9VeW1dsbbWPg/8wQcf4MCBA/j666/RtGlTKBQKvPnmmygqKnrifiwsLLQ+l0gkUKvFaU4nKi+/SIXLKQ+DUExSFq6m5KBIVfHvqNzCDC3d/glC7vZo7W6P5q42kJlX7d+dRCLBmO7eaNvQHpM2nsX1tBz0jziKxW+2Rd+27ro+NCKqBlEDUk5ODq5fv675/ObNmzh//jzq16+PRo0aYdasWUhMTMS6desAABMmTEBERARmzJiB0aNH448//sDWrVuxd+9ezT7CwsIQGhqKjh07onPnzli6dClyc3MxatQoAIC9vT3GjBmDsLAw1K9fH3Z2dpgyZQq6dOlS5SvYqksikVT/NJcBOHbsGEaOHImBAwcCKP153rp1S9yiiKohK78Yl5KyEJukRMw/gSg+PQfqSlr3bOXmD4OQR+mf3k7WMJc+eytnJ6/62Pve85iy+SyO37iPyZvO4eztTMzq7QsLHeyfiKpP1Hft06dP48UXX9R8XtbjExoairVr1yI5ORl37tzRfN3b2xt79+7F9OnT8e2336Jhw4b4z3/+g+Dgh7MzQ4YMQXp6OubNm4eUlBQEBARg3759Wo3b//d//wczMzOEhISgsLAQwcHB+O677+rgiI1Ls2bNsHPnTvTr1w8SiQRz587lTBDprfTsQsQ8EoZikrKQcD+/0rFONjK08dCeGfKsr6jVS/KdbWXYMCYQX//vKlYdjseaYzdx8W4mVgxvDxc7ns4lqmuiBqSePXs+8SqrylbJ7tmzJ86dO/fE/U6ePFlzSq0ycrkcK1asqPIClVS5JUuWYPTo0ejatSucnJzw0Ucf1c7yB0TVIAgC7j7IL+0XSvrnNFliFtKyCysd7+Gg+CcM2aPNPzNDDUQKJOZSM8zs5Yt2jRzwwdYLOH37Afos+wvLh7VHFx9HUWoiMlV6s1CkoamVhSJJ7/Fnq19UagE3M3K1gtClpMdfSdbEyVoThFq726O1ux0crCxFqPzpbmbk4t0NZxCXkg0zCTDjNV+806MJF5YkekZGuVAkEZk2QRBwIDYVR69nlF5JlqREfnH5K8kAC6kEzRrYas0M+bpWfiWZvvJ2ssauid0we3c0dp5NxBf/jcPZ2w/w9WB/2Mktnr4DInomhvO/BRGZNEEQsHjfFaw6HK+1XW5hhlZudlozQ81cqn4lmT5TWErxzSB/dGxcHwt+vYT/xabi9eVHsfKtDmjp9vjffIno2TEgEZHeEwQBn/wWi7V/3wIADOvsiUBvR7R2t0MTZxtIzYz3tJNEIsG/AhuhjYcd3t1wFrfu5WHgd8fw2QA/hHRoKHZ5REaL148SkV5TqwXM3h2jCUeLBrRB+BttMaCdB5q52Bp1OHpU24YO2DOlO15o7oyCYjXe33YBH++KRmFJxVOMRPTsGJCISG+p1AI+3H4Rm07cgUQCfPlmW7z9XGOxyxJNPWtL/DiyE6YHNYdEAmw6cQeDVkXh7oM8sUsjMjoMSESkl4pVakzbch47zt6F1EyCpUMCMLhj1W8SbazMzCSYGtQMa0d1hoOVBS7ezULf5Udx6Eqa2KURGRUGJCLSO4UlKkzedBa/XUiChVSCiGHt0D/AQ+yy9MoLzZ2xZ0p3+De0R2ZeMUatPYWlB69CXdky4ERUbQxIRKRXCopVmLD+DPZfSoWl1Ayr3uqAXn5uYpellxrWs8LWCV3w1nONIAjA0oPXMGrtKTzIffL9EIno6RiQiEhv5BWVYOxPp/HnlXTILczwn9COeLmly9OfaMJk5lJ8OsAPSwb7Q25hhsNX09F3+VFcSMgUuzQig8aARDrTs2dPTJs2TfO5l5cXli5d+sTnSCQS7N69+5lfW1f7IfHkFJZg5JpTOHo9A1aWUqwd1Rk9mjuLXZbBeKN9Q+ya2A1ejlZIzMzHoFVR2Hji9hNv50REj8eARACAfv364bXXXqv0a3/99RckEgkuXrxYrX2eOnUK48eP10V5GgsWLEBAQECF7cnJyejVq5dOXwsAikrUSLifh8w8nrKoTVn5xXj7hxM4ees+bGXmWD+mM55rwnuPVVdLNzv8OqU7Xm3lgiKVGrN3xeD9bReQX8SlAEj/FRSrcCEhExtP3MbHu6LRP+Iojt+4J1o9XCiSAABjxoxBSEgI7t69i4YNtRef+/HHH9GxY0e0bdu2Wvt0dq673/5dXV11vk+1IODO/TzkFZXgQV4RcgtVqMfbr+ncg9wivL3mBGISlbBXWGD9mM5o29BB7LIMlp3cAqvf7oDvj9zA4n1x2Hk2EbFJSqx8qwO8nazFLo8IAJBdUIzYJGXpPRSTshCbpMS1tByoyl1kcCEhU7RfljiDRACAvn37wtnZGWvXrtXanpOTg23btmHAgAEYNmwYPDw8YGVlBT8/P2zevPmJ+yx/iu3atWvo0aMH5HI5WrVqhQMHDlR4zkcffYTmzZvDysoKTZo0wdy5c1FcXHrj0bVr1+KTTz7BhQsXIJFIIJFINPWWP8UWHR2Nl156CQqFAo6Ojhg/fjxycnI0Xx85ciQGDBiAr7/+Gm5ubnB0dMSkSZM0rwUAqcoC5BWVwOyfm4Peyy1Ewv08lPAqIZ1Jzy7EsH8fR0yiEo7Wltg87jmGIx2QSCR45wUfbBz7HJxsZIhLycbry49i/6UUsUsjE3QvpxBHrqbju0PXMWnTWfT86k/4Lfgfhnx/HAv3xGLn2UTEpWRDpRZQ39oSzzdzwoQXfBDxL3GvXuUMUl0QBKBYpIXcLKxKb2P+FObm5hgxYgTWrl2L2bNna+4Yvm3bNqhUKrz11lvYtm0bPvroI9jZ2WHv3r14++234ePjg86dOz91/2q1Gm+88QZcXFxw4sQJZGVlafUrlbG1tcXatWvh7u6O6OhojBs3Dra2tpgxYwaGDBmCmJgY7Nu3DwcPHgQA2NvbV9hHbm4ugoOD0aVLF5w6dQppaWkYO3YsJk+erBUA//zzT7i5ueHPP//E9evXMWTIEAQEBGDcuHHILihGenYhAMCzngISiQQJD/JQUKTCPWUBMm/ex/Mt3Z963PR4KVkFGP6f44hPz0UDWxk2jg1EMxdbscsyKl18HLH3ve6YvOksTt16gHfWn8E7LzTBh6+2gLmUvx+TbgmCgOSsAsQkZuFSkhKXkkr/TM4qqHS8u70crR65h2IbDzu42sk17z9iY0CqC8V5wOcivZl+nARYVm1affTo0fjqq69w+PBh9OzZE0Dp6bWQkBA0btwYH3zwgWbslClTsH//fmzdurVKAengwYOIi4vD/v374e5e+r34/PPPK/QNzZkzR/Oxl5cXPvjgA/z888+YMWMGFAoFbGxsYG5u/sRTaps2bUJBQQHWrVsHa+vSY4+IiEC/fv2wePFiuLiUXhVVr149REREQCqVwtfXF3369EFkZCRGjh6DhPv5AABHa0vYW1kCAJpZ2OBGSglUAjB310UMScrF5BebwsxEbnWhS4mZ+fjXv4/j9r08uNvLsXHcczz9U0tc7OTYNO45LP5vHP5z9CZWH76BCwmZWDasHRrY8pwx1YxaLeD2/bwKYej+Y5aY8HayRmt37ZtK17e2rOOqq4cBiTR8fX3RtWtXrFmzBj179sT169fx119/YeHChVCpVPj888+xdetWJCYmoqioCIWFhbCysqrSvi9fvgxPT09NOAKALl26VBi3ZcsWLFu2DPHx8cjJyUFJSQns7Kp31/LLly/D399fE44AoFu3blCr1bhy5YomILVu3RpS6cM7vru5uSE6Ovqf02hqyC2kcLNXaL5uaS5Fo/pWuJ8qBQRgyYGrOHvnAZYOCYCDlX7/Q9cnt+/l4l//PoHEzHx41ldg09jn4Fm/an+PqGYspGaY07cV2jeuhw+3XcDxG/fRd9lRrBjeHp286otdHum5YpUa19NySvuFEkv7hWKTlcgpLKkwVmomQbMGNlpBqKWbLWzlFiJU/mwYkOqChVXpTI5Yr10NY8aMwZQpU7BixQr8+OOP8PHxwQsvvIDFixfj22+/xdKlS+Hn5wdra2tMmzYNRUW6u7orKioKw4cPxyeffILg4GDY29vj559/xjfffKOz13iUhYX2P1iJRIKC4hLkFJb2HTWqb1VhdsjMTIJ6Vpb4MLgFPtodh0NX0tFn2VGseqsD/BpWPN1H2uLTc/Cvfx9HqrIQ3k7W2DQuUCuEUu3q7eeGFq62mLD+DK6l5WDo98cxq5cvxnT31pvTGiSugmIV4lKytWaG4lKyUVSirjBWZm4GXzc7tHa3Qxt3e7R2t0MLV1vILaSV7NnwMCDVBYmkyqe5xDZ48GBMnToVmzZtwrp16/Duu+9CIpHg2LFj6N+/P9566y0ApT1FV69eRatWraq035YtWyIhIQHJyclwcytdFfn48eNaY/7++280btwYs2fP1my7ffu21hhLS0uoVE++ZLlly5ZYu3YtcnNzNbNIx44dg5mZGVq0aPHY5xWr1Cj+5z8BdwfFE/+Rv9bGDc3c6+PdDWdx534eQlb+jU/6t8bQTp58o3mMKynZGP6fE8jIKUSzBjbYODYQDex4iqeu+TjbYPekbpi1Mxq/XkjCp3sv4+ydB/jyTX/YyPiWYErKriSLSVLi0j+B6Hp6xSvJAMBWZo6WjwShNh728HG2NupeNv5rIC02NjYYMmQIZs2aBaVSiZEjRwIAmjVrhu3bt+Pvv/9GvXr1sGTJEqSmplY5IAUFBaF58+YIDQ3FV199BaVSqRWEyl7jzp07+Pnnn9GpUyfs3bsXu3bt0hrj5eWFmzdv4vz582jYsCFsbW0hk8m0xgwfPhzz589HaGgoFixYgPT0dEyZMgVvv/225vRaeSUqNbILSqeL61lZVunceGt3e/w2pTve33oeBy+nYdbOaJy5/QCfDmhjNL9B6UpMYhbe/uEEHuQVo6WbHTaM6QxHG9nTn0i1wlpmjm+HBqCjVz0s2hOL36NTEJeSjVVvdUBzNsobpYycwoe9Qomlf966V/nFQ47WlmjtYa81M1TZjLqxY0CiCsaMGYMffvgBvXv31vQMzZkzBzdu3EBwcDCsrKwwfvx4DBgwAFlZWVXap5mZGXbt2oUxY8agc+fO8PLywrJly7QWp3z99dcxffp0TJ48GYWFhejTpw/mzp2LBQsWaMaEhIRg586dePHFF5GZmYkff/xRE+LKWFlZYf/+/Zg6dSo6deoEKysrhISEYMmSJZXWJggC7j7Ih1oQIJFI4O5Q9VM+9goLfP92R6w6Eo+v91/B9jN3cSlJiVVvtUdjR8OYNaxt5+48QOiak1AWlMC/oT1+Gt2ZPVt6QCKRYEQXL7TxsMekjWdxIz0X/SOO4YsQP94Y2IAJgoCkrAJcSsxCTJISsUlZiElUIkX5+CvJWnvYa80MudjJOBMOQCJwHfoaUSqVsLe3R1ZWVoUm4oKCAty8eRPe3t6Qy3kKQd+lZxciOSsfEokETZ2tobB8/O8NT/rZ/n09A1M2n8O93CLYys2xZHAAXmll2vcRO3XrPkb9eAo5hSXo0LgefhzVCXYG2Kxp7O7lFOK9n8/h2PXSVYtHdvXCx71bwtLceE+fGAO1WsCte7mlp8gemRl6kFdc6fgmTtZo9U8IKruiTN+vJKsNT3r/fhQDUg0xIBmHvKISxKfnQhAEeDgonnra52k/25SsAkzceAZn72QCACb29EHYK82N+jz94/x9PQNjfjqN/GIVujRxxH9CO8KaPS56S6UW8H8HriLiz+sAgHaNHPDd8PZsotcTxSo1rqXmaC6nv/TP6tO5ldxGxtxMgqYNbDRBqI2HPVq62bHH7B8MSLWMAcnwqdRqXEvLQVGJGvYKCzSqb/XUaeWq/GyLStQI/+9l/HjsFgCgq48jlg1rBycT6rk5dCUN76w/g8ISNXo0d8b3b3dgX5aBiLyciulbzkNZUIL61pZYPqwdujV1Erssk1JQrMLlZKUmCMUkKnEl9fFXkrUsu5Lsn0DU3MV4riSrDQxItYwBybAJglB6E9r8YlhKzdDUxQbmZk+f5anOz/a3C0n4aMdF5BWp4GInw3fD26NDY+Nfc+Z/l1IwadNZFKsEBLVsgBXD20Nmzv+sDcmde3l4d+MZXEpSwkwCvP9qC7z7go/JNenWBWXZlWT/rC8Uk5SF+PTcx15J9ugpsjYe9mjiZNxXktWGqgYkzreRSbqfV4TM/GJIIIFnfasqhaPq6ufvjpZutnhn/RnEp+diyOrjmN2nJUZ29TLaBsg9F5Mw7efzKFEL6O3niqVD2rGPxQA1crTCjne7Yv4vl7DldAK+2n8FZ28/wJLBAbC3Yg9ZTWXkFFZYefr2Y64kc7KxROtHGqdbu9vBs57pXUkmJs4g1VBVZpC8vLygUPD8vb4pKFbheloO1IIAV3t5tW63kJ+fj1u3blVrdjCnsAQf7biIvReTAQB927phcUhbo+vH2Xn2Lj7YdgFqARgQ4I6vB/nzN1sjsOXUHcz95RKKStTwrK/AyuEd0MaDi6I+iSAISMzMLw1C/wSimKQspCoLKx3v4aDQCkJtPOzRwJZXktUWziCJqGyF5ry8PAYkPaNSC7hzLw9qQYCt3ALO1ewLyssr/W2v/CrcT2IjM0fEsHbo0KgePv/9MvZcTP5nzZn2aNrAONac2XzyDj7eFQ1BAIZ09MTnb/hByt90jcKQTo3Q2t0e7248g4T7+Xhj5d/4tH8bDO7kKXZpekGtFnDzXq7WKbJLSUpkVnIlmURSek+yRy+pb+Vmh3omeCWZIeAMUg09LYEmJycjMzMTDRo0gJXV05t/qW6kZOYjq6AY5mZmaORoBYsqznAIgoC8vDykpaXBwcFBsxp4dZ2+dR+TNp1FqrIQVpZSfPlmW/RtK9KNjHXkp79vYf6vlwAAbz/XGJ+83pqnAYxQVl4xwraeR2RcGoDSIPxJ/9Ym1QxcVKLGtbRsrZmh2GQl8h5zJVlzF1utmaGWbnZGN3NsiNikXcue9g0WBAEpKSnIzMys++KoUnlFJbifWwwJSs/vy2rwH7uDgwNcXV2fKfCmZxfivc3nEHWjdM2ZUd28MKuXYa458/2ReHz+exwAYNzz3vi4d0v+MmDE1GoBKw/H45v/XYFaANp42GHl8A5GebPh/CIVLqcotcLQlZRsFKkqXkkmtyi9kuzRmaFmLja8OEFPMSDVsqp+g1UqFYqLK1+0i+rO3Qd5mLD+DPKLVXgrsDFGdfeu9j4sLCwglermP7wSlRrfHLiKlYfiAQAdGtfDin+1h6u94Vz1uDzyGr45cBUAMPnFpnj/1eYMRybi6LUMvPfzOdzPLYKd3Bzvv9oC9grDb94uux1HTGIW4tNzUMmFZLCVm2sFodbudmjibMNTygaEAamWVfUbTOIrLFEhZOXfiElUorNXfWwaF6g3zcP/u5SC97ddQHZBCZxsLLFsaDt01fM1ZwRBwNf/u4IVf5aGu/dfaY4pLzcTuSqqa8lZ+Zi48SzO/bMoqjFyspGhjYf2zFDDegr+ImDgGJBqGQOS4Vjw6yWs/fsW6llZ4Pepz+vdysC3MnIxYcMZxKVkw0wCfBDcAhN66OeaM4Ig4LO9l/GfozcBALN7t8S4Hk1ErorEUlSixoo/r+PsnQdil6ITNjJztHJ7ODPUwM5wZnSp6hiQahkDkmH436UUjF9/BgCwZmRHvOSrn/dGyy9SYc7uGOw4excAENTSBd8M9ter0xZqtYD5v17C+uO3AQAL+7fGiC5e4hZFRFRNVX3/1o/zDES1IDEzHx9uvwgAGNvdW2/DEQAoLKX4elBbhL/hB0upGQ5eTsXrEUcRm6QUuzQApcsjzNx5EeuP34ZEAnzxhh/DEREZNQYkMkolKjWmbj6HrPxi+De0x4zXfMUu6akkEgmGdW6E7e92gYeDArfv5WHgd8ew/cxdUesqUanx/tbz2Hr6LswkwJLB/hjauZGoNRER1TYGJDJK/3fwKk7ffgBbmTmWD2tvUJfQt23ogD1TuuOF5s4oLFHjg20XMGtnNAqKK661UtuKStR47+dz2H0+CeZmEiwf1h4D2zWs8zqIiOqa4bxrEFXR0WsZ+O6fy+fDQ/zQyNHw1mipZ22JH0d2wvSg5pBISleqHrQqCgn3K79vU20oKFZh4sYz+D06BZZSM3w3vD36tK3ZAplERIaGAYmMSnp2IaZtOQ9BAIZ1bmTQq1SbmUkwNagZ1o7qDAcrC0QnZqHv8qP480parb92fpEK49adxsHLaZCZm+H7ER3wamvXWn9dIiJ9wYBERkOtFhC29TwycgrRwsUW8/u1ErsknXihuTP2TOkO/4b2yMovxui1p7DkwFWoKlvFTgdyC0swau1J/HUtAwoLKX4c2Qk9WzSoldciItJXDEhkNFYejsdf1zIgtzBDxL/aGdU9ohrWs8LWCV3w1nONIAjAsshrGPnjSdzPLdLp6ygLijFizUkcv3EfNjJzrBvTWe8XriQiqg0MSGQUTt+6jyX/3PZi4ett0MzFVuSKdE9mLsWnA/ywZLA/5BZm+OtaBvou+wvnEzJ1sv/MvCK89Z8TOHP7Aezk5tgwNhCdvOrrZN9ERIaGAYkMXmZeEd7bfA4qtYD+Ae4Y1NG4r7J6o31D7J7UDd5O1kjKKsCgVX9j/fHbeJY1X+/lFGLYv0/g4t0s1LOywKZxzyHA00F3RRMRGRgGJDJogiDgg20XkZRVAC9HK3w20M8k7pPk62qHXyZ3Q3BrFxSrBMzdHYP3t15AflH1lwJIUxZg6PfHcTlZCScbGX4e3wVtPOxroWoiIsPBgEQGbe3ft3DwciospWaI+Fd72MjMxS6pztjJLbDqrQ74uLcvpGYS7DyXiIHfHcPNjNwq7yMpMx9Dvj+Oa2k5cLWTY8s7z6GFq/GdniQiqi4GJDJYMYlZCP89DgDwcW9fk5z1kEgkGN/DBxvHBsLJRoa4lGy8vvwo9sWkPPW5CffzMHh1FG5m5MLDQYGt73SBj7NNHVRNRKT/GJDIIOUUlmDyprMoUqnxaisXhHb1ErskUT3XxBG/v9cdnbzqIbuwBBM2nEH475dRolJXOv5mRi4Gr47C3Qf58HIsvULOEBfUJCKqLQxIZHAEQcDsXdG4dS8PHg4KfPlmW5PoO3qaBnZybBr3HMY97w0AWH3kBv71nxNIyy7QGnctNRuDV0chOasAPs7W2PJO6b3fiIjoIQYkMjjbTt/FL+eTIDWTYNmwADhYWYpdkt6wkJphdp9W+G54aT/WyZv30WfZUZy8eR8AEJukxJDvjyM9uxC+rrbY8k4XuNjJRa6aiEj/mE5HKxmFa6nZmPdrDAAg7JXm6NCY6/RUprefG1q42uLdDWdwNTUHw/59HGO7e+PnUwnIyi+Gn4c91o3ujHrWDJdERJXhDBIZjIJiFSZvOoeCYjWeb+aEd1/wEbskvebjbIPdk7qhf4A7VGoBq4/cQFZ+Mdo1csCGsYEMR0RET8CARAbjk99icSU1G042MiwZHAAzM/YdPY2VpTmWDgnAov6tITM3Q7emjlg/JhD2CguxSyMi0ms8xUYGYc/FJGw+eQcSCbB0SACcbWVil2QwJBIJ3u7ihUEdPSEzN2NDOxFRFTAgkd67cy8Ps3ZEAwAm9vRB92a8eWpNGNPNe4mIahtPsZFeKypRY/Lms8guLEHHxvUwPai52CUREZEJYEAivfblvjhcvJsFBysLLBvWDuZS/pUlIqLax3cb0luRl1Pxn6M3AQBfvekPdy5mSEREdYQBifRSclY+3t92AQAwqpsXXmnlInJFRERkSkQPSCtWrICXlxfkcjkCAwNx8uTJx44tLi7GwoUL4ePjA7lcDn9/f+zbt09rTHZ2NqZNm4bGjRtDoVCga9euOHXqlNaYkSNHQiKRaD1ee+21Wjk+qr4SlRpTN59HZl4x2njYYWYvX7FLIiIiEyNqQNqyZQvCwsIwf/58nD17Fv7+/ggODkZaWlql4+fMmYPVq1dj+fLliI2NxYQJEzBw4ECcO3dOM2bs2LE4cOAA1q9fj+joaLz66qsICgpCYmKi1r5ee+01JCcnax6bN2+u1WOlqlsWeQ0nb92HjcwcEcPaQ2bOq6+IiKhuSQRBEMR68cDAQHTq1AkREREAALVaDU9PT0yZMgUzZ86sMN7d3R2zZ8/GpEmTNNtCQkKgUCiwYcMG5Ofnw9bWFr/88gv69OmjGdOhQwf06tULn376KYDSGaTMzEzs3r27xrUrlUrY29sjKysLdnZ2Nd4Pafv7egaG/3ACggB8OzQA/QM8xC6JiIiMSFXfv0WbQSoqKsKZM2cQFBT0sBgzMwQFBSEqKqrS5xQWFkIu176xpkKhwNGjRwEAJSUlUKlUTxxT5tChQ2jQoAFatGiBd999F/fu3dPFYdEzyMgpxNQt5yEIwJCOngxHREQkGtECUkZGBlQqFVxctJtvXVxckJKSUulzgoODsWTJEly7dg1qtRoHDhzAzp07kZycDACwtbVFly5dsGjRIiQlJUGlUmHDhg2IiorSjAFKT6+tW7cOkZGRWLx4MQ4fPoxevXpBpVI9tt7CwkIolUqtB+mOWi0gbOsFpGcXolkDGyx4vbXYJRERkQkTvUm7Or799ls0a9YMvr6+sLS0xOTJkzFq1CiYmT08jPXr10MQBHh4eEAmk2HZsmUYNmyY1pihQ4fi9ddfh5+fHwYMGIA9e/bg1KlTOHTo0GNfOzw8HPb29pqHp6dnbR6qyfn+rxs4cjUdMnMzRPyrPRSW7DsiIiLxiBaQnJycIJVKkZqaqrU9NTUVrq6ulT7H2dkZu3fvRm5uLm7fvo24uDjY2NigSZMmmjE+Pj44fPgwcnJykJCQgJMnT6K4uFhrTHlNmjSBk5MTrl+//tgxs2bNQlZWluaRkJBQzSOmxzl75wG+3n8FALDg9dZo4WorckVERGTqRAtIlpaW6NChAyIjIzXb1Go1IiMj0aVLlyc+Vy6Xw8PDAyUlJdixYwf69+9fYYy1tTXc3Nzw4MED7N+/v9IxZe7evYt79+7Bzc3tsWNkMhns7Oy0HvTssvKKMWXTOZSoBfRt64ahnTgzR0RE4hP1ZrVhYWEIDQ1Fx44d0blzZyxduhS5ubkYNWoUAGDEiBHw8PBAeHg4AODEiRNITExEQEAAEhMTsWDBAqjVasyYMUOzz/3790MQBLRo0QLXr1/Hhx9+CF9fX80+c3Jy8MknnyAkJASurq6Ij4/HjBkz0LRpUwQHB9f9N8GECYKAj3ZcRGJmPho7WiH8DT/eaZ6IiPSCqAFpyJAhSE9Px7x585CSkoKAgADs27dP07h9584drd6hgoICzJkzBzdu3ICNjQ169+6N9evXw8HBQTMmKysLs2bNwt27d1G/fn2EhITgs88+g4WFBQBAKpXi4sWL+Omnn5CZmQl3d3e8+uqrWLRoEWQyWZ0ev6nbcPw29l1KgYVUguXD2sFWbiF2SURERABEXgfJkHEdpGdzKSkLA7/7G0Ulaszt2wpjunuLXRIREZkAvV8HiUxXbmEJpmw6h6ISNYJaNsDobl5il0RERKSFAYnq3NzdMbiRkQs3ezm+etOffUdERKR3GJCoTm0/cxc7zyXCTAJ8O7Qd6llbil0SERFRBQxIVGeup+Vg7u4YAMD0oObo7F1f5IqIiIgqx4BEdaKgWIXJm84iv1iFrj6OmPhiU7FLIiIieiwGJKoTn+6NRVxKNhytLbF0SACkZuw7IiIi/cWARLXuv9HJ2HD8DgBgyZAANLCTi1wRERHRkzEgUa1KuJ+HGTsuAgAmvOCDF5o7i1wRERHR0zEgUa0pVqkxZfM5ZBeUoH0jB7z/anOxSyIiIqoSBiSqNV/vv4LzCZmwk5tj2bB2sJDyrxsRERkGvmNRrYiKv4fVR24AAL4a5I+G9axEroiIiKjqGJCoVuy5mAQACGnfEMGtXUWuhoiIqHoYkKhWxCRmAQBe9GVTNhERGR4GJNK5ohI1LidnAwDaejiIWwwREVENMCCRzl1NzUaRSg17hQU86yvELoeIiKjaGJBI56L/Ob3m52EPiYQrZhMRkeFhQCKdu3i3NCC18bAXuRIiIqKaYUAinStr0G7bkAGJiIgMEwMS6VRhiQpxKUoApafYiIiIDBEDEunU1ZQcFKsEOFhZoGE9NmgTEZFhYkAinbqYmAmADdpERGTYGJBIp2IeuYKNiIjIUDEgkU6VXcHGBm0iIjJkDEikMwXFKlxJKV1Bm5f4ExGRIWNAIp25kpKNErWA+taW8HBggzYRERkuBiTSmYuJDxeIZIM2EREZMgYk0pmYsv4jnl4jIiIDx4BEOvPoDBIREZEhY0AinSgoVuFaammDNq9gIyIiQ8eARDpxOVmJErUAJxtLuNnLxS6HiIjomTAgkU7EsEGbiIiMCAMS6cRFNmgTEZERYUAinYhmgzYRERkRBiR6ZvlFKlxLywEAtG3oIG4xREREOsCARM8sNlkJlVqAk40MLnYyscshIiJ6ZgxI9MzKGrTbNmSDNhERGQcGJHpmZQ3a7D8iIiJjwYBEz0wzg8SARERERoIBiZ5JXlEJrqWVrqDtxxW0iYjISDAg0TO5nKyEWgAa2MrgYscVtImIyDgwINEz0SwQydkjIiIyIgxI9Ey4QCQRERkjBiR6JtGcQSIiIiPEgEQ1lltYguvppStocwaJiIiMCQMS1VhsshKCALjaydHAlg3aRERkPBiQqMa4QCQRERkrBiSqsUdvMUJERGRMGJCoxi7ezQQA+HEGiYiIjAwDEtVITmEJbmTkAuApNiIiMj4MSFQjlxKzIAiAu70czrYyscshIiLSKQYkqhEuEElERMaMAYlqJJoN2kREZMQYkKhGonmJPxERGTEGJKq27IJiTYM2r2AjIiJjxIBE1RaTqAQAeDgo4GjDBm0iIjI+DEhUbWULRHL2iIiIjBUDElXbxbKAxAZtIiIyUgxIVG2cQSIiImPHgETVoiwoxk02aBMRkZETPSCtWLECXl5ekMvlCAwMxMmTJx87tri4GAsXLoSPjw/kcjn8/f2xb98+rTHZ2dmYNm0aGjduDIVCga5du+LUqVNaYwRBwLx58+Dm5gaFQoGgoCBcu3atVo7P2JTNHjWsp0A9a0uRqyEiIqodogakLVu2ICwsDPPnz8fZs2fh7++P4OBgpKWlVTp+zpw5WL16NZYvX47Y2FhMmDABAwcOxLlz5zRjxo4diwMHDmD9+vWIjo7Gq6++iqCgICQmJmrGfPnll1i2bBlWrVqFEydOwNraGsHBwSgoKKj1YzZ0ZesfcYFIIiIyaoKIOnfuLEyaNEnzuUqlEtzd3YXw8PBKx7u5uQkRERFa29544w1h+PDhgiAIQl5eniCVSoU9e/ZojWnfvr0we/ZsQRAEQa1WC66ursJXX32l+XpmZqYgk8mEzZs3V7n2rKwsAYCQlZVV5ecYg4kbzwiNP9ojrPjzmtilEBERVVtV379Fm0EqKirCmTNnEBQUpNlmZmaGoKAgREVFVfqcwsJCyOVyrW0KhQJHjx4FAJSUlEClUj1xzM2bN5GSkqL1uvb29ggMDHzs65a9tlKp1HqYorJTbG09HMQthIiIqBbVKCD9+eefz/zCGRkZUKlUcHFx0dru4uKClJSUSp8THByMJUuW4Nq1a1Cr1Thw4AB27tyJ5ORkAICtrS26dOmCRYsWISkpCSqVChs2bEBUVJRmTNm+q/O6ABAeHg57e3vNw9PTs8bHbqiy8opx+14eAKCNh53I1RAREdWeGgWk1157DT4+Pvj000+RkJCg65oe69tvv0WzZs3g6+sLS0tLTJ48GaNGjYKZ2cPDWL9+PQRBgIeHB2QyGZYtW4Zhw4ZpjamJWbNmISsrS/Ooy+PWFzFJpbNHjepbwcGKDdpERGS8apQaEhMTMXnyZGzfvh1NmjRBcHAwtm7diqKioirvw8nJCVKpFKmpqVrbU1NT4erqWulznJ2dsXv3buTm5uL27duIi4uDjY0NmjRpohnj4+ODw4cPIycnBwkJCTh58iSKi4s1Y8r2XZ3XBQCZTAY7Ozuth6m5eJfrHxERkWmoUUBycnLC9OnTcf78eZw4cQLNmzfHxIkT4e7ujvfeew8XLlx46j4sLS3RoUMHREZGarap1WpERkaiS5cuT3yuXC6Hh4cHSkpKsGPHDvTv37/CGGtra7i5ueHBgwfYv3+/Zoy3tzdcXV21XlepVOLEiRNPfV1TF8MVtImIyESYP+sO2rdvD1dXVzg6OuKLL77AmjVr8N1336FLly5YtWoVWrdu/djnhoWFITQ0FB07dkTnzp2xdOlS5ObmYtSoUQCAESNGwMPDA+Hh4QCAEydOIDExEQEBAUhMTMSCBQugVqsxY8YMzT73798PQRDQokULXL9+HR9++CF8fX01+5RIJJg2bRo+/fRTNGvWDN7e3pg7dy7c3d0xYMCAZ/12GLWLiZkAgLacQSIiIiNX44BUXFyMX375BWvWrMGBAwfQsWNHREREYNiwYUhPT8ecOXMwaNAgxMbGPnYfQ4YMQXp6OubNm4eUlBQEBARg3759mgbqO3fuaPUOFRQUYM6cObhx4wZsbGzQu3dvrF+/Hg4ODpoxWVlZmDVrFu7evYv69esjJCQEn332GSwsLDRjZsyYgdzcXIwfPx6ZmZno3r079u3bV+HqN3ooM68ICffzAQCtGZCIiMjISQRBEKr7pClTpmDz5s0QBAFvv/02xo4dizZt2miNSUlJgbu7O9Rqtc6K1SdKpRL29vbIysoyiX6kv66l4+0fTsLL0QqHPnxR7HKIiIhqpKrv3zWaQYqNjcXy5cvxxhtvQCaTVTrGyclJJ8sBkH4oa9Buw9kjIiIyATUKSI82OD92x+bmeOGFF2qye9JDmgUi2aBNREQmoEZXsYWHh2PNmjUVtq9ZswaLFy9+5qJI/3AGiYiITEmNAtLq1avh6+tbYXvr1q2xatWqZy6K9Mv93CIkZpY2aDMgERGRKahRQEpJSYGbm1uF7c7OzppbepDxiP7n9Jq3kzXs5BZPGU1ERGT4ahSQPD09cezYsQrbjx07Bnd392cuivSLZoFIzh4REZGJqFGT9rhx4zBt2jQUFxfjpZdeAlDauD1jxgy8//77Oi2QxHfxbiYABiQiIjIdNQpIH374Ie7du4eJEydq7r8ml8vx0UcfYdasWTotkMQXk6gEwFuMEBGR6ahRQJJIJFi8eDHmzp2Ly5cvQ6FQoFmzZo9dE4kM172cQiRm5kMiAVq7G/+CmERERMAz3ovNxsYGnTp10lUtpIcebdC2ZYM2ERGZiBoHpNOnT2Pr1q24c+eO5jRbmZ07dz5zYaQfov9Z/4g3qCUiIlNSo6vYfv75Z3Tt2hWXL1/Grl27UFxcjEuXLuGPP/6AvT3fSI3JxUQuEElERKanRgHp888/x//93//ht99+g6WlJb799lvExcVh8ODBaNSoka5rJBE9vMWIg7iFEBER1aEaBaT4+Hj06dMHAGBpaYnc3FxIJBJMnz4d33//vU4LJPGkZxciOauADdpERGRyahSQ6tWrh+zsbACAh4cHYmJiAACZmZnIy8vTXXUkqrLZIx9nG1jLnqmfn4iIyKDU6F2vR48eOHDgAPz8/DBo0CBMnToVf/zxBw4cOICXX35Z1zWSSMpuUMsFIomIyNTUKCBFRESgoKAAADB79mxYWFjg77//RkhICObMmaPTAkk80bzFCBERmahqB6SSkhLs2bMHwcHBAAAzMzPMnDlT54WR+KITMwEAbbmCNhERmZhq9yCZm5tjwoQJmhkkMk5pygKkKgthJgFasUGbiIhMTI2atDt37ozz58/ruBTSJ2Wn15o2sIGVJRu0iYjItNTonW/ixIkICwtDQkICOnToAGtra62vt23bVifFkXjKGrS5QCQREZmiGgWkoUOHAgDee+89zTaJRAJBECCRSKBSqXRTHYlGs0AkAxIREZmgGgWkmzdv6roO0jNltxjxY4M2ERGZoBoFpMaNG+u6DtIjqcoCpGf/06DtxoBERESmp0YBad26dU/8+ogRI2pUDOmHsv6jZg1sobCUilwNERFR3atRQJo6darW58XFxcjLy4OlpSWsrKwYkAxcNE+vERGRiavRZf4PHjzQeuTk5ODKlSvo3r07Nm/erOsaqY5F380EwBW0iYjIdNUoIFWmWbNm+OKLLyrMLpFhEQQB0YlKAJxBIiIi06WzgASUrrKdlJSky11SHUtRFiAjpxBSMwlauXEFbSIiMk016kH69ddftT4XBAHJycmIiIhAt27ddFIYieNhg7YN5BZs0CYiItNUo4A0YMAArc8lEgmcnZ3x0ksv4ZtvvtFFXSQSzQKRPL1GREQmrEYBSa1W67oO0hNlM0hs0CYiIlOm0x4kMmyCIGhmkPwaOohbDBERkYhqFJBCQkKwePHiCtu//PJLDBo06JmLInEkZRXgXm4RzM0k8HW1FbscIiIi0dQoIB05cgS9e/eusL1Xr144cuTIMxdF4oj+5/RacxdbNmgTEZFJq1FAysnJgaWlZYXtFhYWUCqVz1wUiSM6MRMA+4+IiIhqFJD8/PywZcuWCtt//vlntGrV6pmLInFwgUgiIqJSNbqKbe7cuXjjjTcQHx+Pl156CQAQGRmJzZs3Y9u2bTotkOqGIAiaW4zwEn8iIjJ1NQpI/fr1w+7du/H5559j+/btUCgUaNu2LQ4ePIgXXnhB1zVSHUjMzMeDvGJYSCVowQZtIiIycTUKSADQp08f9OnTR5e1kIjKGrRbuNpCZs4GbSIiMm016kE6deoUTpw4UWH7iRMncPr06WcuiurexUQuEElERFSmRgFp0qRJSEhIqLA9MTERkyZNeuaiqO5pFoj0cBC3ECIiIj1Qo4AUGxuL9u3bV9jerl07xMbGPnNRVLcEQeAtRoiIiB5Ro4Akk8mQmppaYXtycjLMzWvc1kQiufsgH1n5xbCUmqG5q43Y5RAREYmuRgHp1VdfxaxZs5CVlaXZlpmZiY8//hivvPKKzoqjunGRDdpERERaajTd8/XXX6NHjx5o3Lgx2rVrBwA4f/48XFxcsH79ep0WSLUvWnODWp5eIyIiAmoYkDw8PHDx4kVs3LgRFy5cgEKhwKhRozBs2DBYWFjoukaqZWW3GGnL/iMiIiIAz7AOkrW1Nbp3745GjRqhqKgIAPDf//4XAPD666/rpjqqdaUraJfOILVhQCIiIgJQw4B048YNDBw4ENHR0ZBIJBAEARKJRPN1lUqlswKpdt25nwdlQQkszc3Q3IUraBMREQE1bNKeOnUqvL29kZaWBisrK8TExODw4cPo2LEjDh06pOMSqTaVNWi3dLWFpXmN/joQEREZnRrNIEVFReGPP/6Ak5MTzMzMIJVK0b17d4SHh+O9997DuXPndF0n1ZIYNmgTERFVUKMpA5VKBVvb0tMxTk5OSEpKAgA0btwYV65c0V11VOu4QCQREVFFNZpBatOmDS5cuABvb28EBgbiyy+/hKWlJb7//ns0adJE1zVSLVGrBcQk8RYjRERE5dUoIM2ZMwe5ubkAgIULF6Jv3754/vnn4ejoiC1btui0QKo9t+/nIfufBu1mLlxBm4iIqEyNAlJwcLDm46ZNmyIuLg73799HvXr1tK5mI/1WtkBkKzc7WEjZoE1ERFRGZzdOq1+/vq52RXUk+m4mAPYfERERlcdpAxPGW4wQERFVjgHJRKnVAmISlQCAtgxIREREWhiQTNTNe7nIKSyB3MIMTZ3ZoE1ERPQo0QPSihUr4OXlBblcjsDAQJw8efKxY4uLi7Fw4UL4+PhALpfD398f+/bt0xqjUqkwd+5ceHt7Q6FQwMfHB4sWLYIgCJoxI0eOhEQi0Xq89tprtXaM+ijmkQZtczZoExERadFZk3ZNbNmyBWFhYVi1ahUCAwOxdOlSBAcH48qVK2jQoEGF8XPmzMGGDRvw73//G76+vti/fz8GDhyIv//+G+3atQMALF68GCtXrsRPP/2E1q1b4/Tp0xg1ahTs7e3x3nvvafb12muv4ccff9R8LpPJav+A9QgXiCQiIno8UacOlixZgnHjxmHUqFFo1aoVVq1aBSsrK6xZs6bS8evXr8fHH3+M3r17o0mTJnj33XfRu3dvfPPNN5oxf//9N/r3748+ffrAy8sLb775Jl599dUKM1MymQyurq6aR7169Wr1WPXNwwZtB3ELISIi0kOiBaSioiKcOXMGQUFBD4sxM0NQUBCioqIqfU5hYSHkcrnWNoVCgaNHj2o+79q1KyIjI3H16lUAwIULF3D06FH06tVL63mHDh1CgwYN0KJFC7z77ru4d+/eE+stLCyEUqnUehgqtVrApUTOIBERET2OaKfYMjIyoFKp4OLiorXdxcUFcXFxlT4nODgYS5YsQY8ePeDj44PIyEjs3LkTKpVKM2bmzJlQKpXw9fWFVCqFSqXCZ599huHDh2vGvPbaa3jjjTfg7e2N+Ph4fPzxx+jVqxeioqIglUorfe3w8HB88sknOjhy8d3IyEVukQoKCyl8nK3FLoeIiEjviNqDVF3ffvstxo0bB19fX0gkEvj4+GDUqFFap+S2bt2KjRs3YtOmTWjdujXOnz+PadOmwd3dHaGhoQCAoUOHasb7+fmhbdu28PHxwaFDh/Dyyy9X+tqzZs1CWFiY5nOlUglPT89aOtLaFZ2YCQBo5c4GbSIiosqI9u7o5OQEqVSK1NRUre2pqalwdXWt9DnOzs7YvXs3cnNzcfv2bcTFxcHGxkbrBrkffvghZs6ciaFDh8LPzw9vv/02pk+fjvDw8MfW0qRJEzg5OeH69euPHSOTyWBnZ6f1MFTRd0tPD/L0GhERUeVEC0iWlpbo0KEDIiMjNdvUajUiIyPRpUuXJz5XLpfDw8MDJSUl2LFjB/r376/5Wl5eHszMtA9LKpVCrVY/dn93797FvXv34ObmVsOjMSxlM0hcIJKIiKhyop5iCwsLQ2hoKDp27IjOnTtj6dKlyM3NxahRowAAI0aMgIeHh2b258SJE0hMTERAQAASExOxYMECqNVqzJgxQ7PPfv364bPPPkOjRo3QunVrnDt3DkuWLMHo0aMBADk5Ofjkk08QEhICV1dXxMfHY8aMGWjatKnWTXiNleqRFbQ5g0RERFQ5UQPSkCFDkJ6ejnnz5iElJQUBAQHYt2+fpnH7zp07WrNBBQUFmDNnDm7cuAEbGxv07t0b69evh4ODg2bM8uXLMXfuXEycOBFpaWlwd3fHO++8g3nz5gEonU26ePEifvrpJ2RmZsLd3R2vvvoqFi1aZBJrId1Iz0F+sQpWllI04QraRERElZIIjy4xTVWmVCphb2+PrKwsg+pH2nHmLt7fdgGdvOph24SuYpdDRERUp6r6/s1LmEyMZoFIDwdxCyEiItJjDEgm5uEK2oYz60VERFTXGJBMSIlKjdiksgZtB3GLISIi0mMMSCYkPj0X+cUqWFtK0cSJK2gTERE9DgOSCSk7vdbawx5mZhKRqyEiItJfDEgmJPpuJgCuf0RERPQ0DEgmpGwGiStoExERPRkDkokoUalxKYkraBMREVUFA5KJuJaWg8ISNWxk5vByZIM2ERHRkzAgmYiy02ttPOzYoE1ERPQUDEgmIvpu2QraPL1GRET0NAxIJuLhCtoO4hZCRERkABiQTECxSo3YZDZoExERVRUDkgm4lpqDohI1bOXmaFzfSuxyiIiI9B4DkgmITswEALRx5wraREREVcGAZAK4QCQREVH1MCCZAM0VbAxIREREVcKAZOSKStS4nJwNgA3aREREVcWAZOSupmajSKWGndwcjdigTUREVCUMSEbu4fpH9pBI2KBNRERUFQxIRk4TkDwcxC2EiIjIgDAgGTneYoSIiKj6GJCMWGGJCnEppSto8xJ/IiKiqmNAMmJXU3JQrBJgr7BAw3oKscshIiIyGAxIRuzRBSLZoE1ERFR1DEhGrOwWI+w/IiIiqh4GJCN2kQ3aRERENcKAZKQKilW4mvrPCtps0CYiIqoWBiQjdSUlG8UqAfWsLODhwAZtIiKi6mBAMlIPV9B2YIM2ERFRNTEgGamHC0TaiVwJERGR4WFAMlK8xQgREVHNMSAZITZoExERPRsGJCMUl5KNErUAR2tLuNvLxS6HiIjI4DAgGaHou5kAgDYeXEGbiIioJhiQjNCjtxghIiKi6mNAMkJcQZuIiOjZMCAZmYJiFa6l5QBggzYREVFNMSAZmdhkJVRqAU42MrjasUGbiIioJhiQjMyjC0SyQZuIiKhmGJCMzKO3GCEiIqKaYUAyMtFs0CYiInpmDEhGJL9IhWtppSto8xJ/IiKimmNAMiKxyVlQC4CzrQwubNAmIiKqMQYkI1J2eq0tT68RERE9EwYkI3JR06DNgERERPQsGJCMCBu0iYiIdIMByUjkFpYgPv2fFbQZkIiIiJ4JA5KRiE1WQi0ALnYyNGCDNhER0TNhQDISD0+vOYhbCBERkRFgQDISmhW0eXqNiIjomTEgGYmygMQFIomIiJ4dA5IRyHmkQbsNZ5CIiIieGQOSEYhNUkIQADd7OZxtZWKXQ0REZPAYkIzAxbuZADh7REREpCsMSEZA03/EgERERKQTDEhGIJq3GCEiItIpBiQDl11QjBvpuQB4iT8REZGuMCAZuEtJSgCAh4MCjjZs0CYiItIF0QPSihUr4OXlBblcjsDAQJw8efKxY4uLi7Fw4UL4+PhALpfD398f+/bt0xqjUqkwd+5ceHt7Q6FQwMfHB4sWLYIgCJoxgiBg3rx5cHNzg0KhQFBQEK5du1Zrx1ibylbQbuNhJ3IlRERExkPUgLRlyxaEhYVh/vz5OHv2LPz9/REcHIy0tLRKx8+ZMwerV6/G8uXLERsbiwkTJmDgwIE4d+6cZszixYuxcuVKRERE4PLly1i8eDG+/PJLLF++XDPmyy+/xLJly7Bq1SqcOHEC1tbWCA4ORkFBQa0fs649XCDSQdxCiIiIjIhEeHRqpY4FBgaiU6dOiIiIAACo1Wp4enpiypQpmDlzZoXx7u7umD17NiZNmqTZFhISAoVCgQ0bNgAA+vbtCxcXF/zwww+VjhEEAe7u7nj//ffxwQcfAACysrLg4uKCtWvXYujQoVWqXalUwt7eHllZWbCzE2/25sWvD+FmRi5+Gt0ZLzR3Fq0OIiIiQ1DV92/RZpCKiopw5swZBAUFPSzGzAxBQUGIioqq9DmFhYWQy7XvVK9QKHD06FHN5127dkVkZCSuXr0KALhw4QKOHj2KXr16AQBu3ryJlJQUrde1t7dHYGDgY1+37LWVSqXWQ2zKgmLczGCDNhERka6Zi/XCGRkZUKlUcHFx0dru4uKCuLi4Sp8THByMJUuWoEePHvDx8UFkZCR27twJlUqlGTNz5kwolUr4+vpCKpVCpVLhs88+w/DhwwEAKSkpmtcp/7plX6tMeHg4Pvnkkxoda22J+ef0moeDAvWtLUWuhoiIyHiI3qRdHd9++y2aNWsGX19fWFpaYvLkyRg1ahTMzB4extatW7Fx40Zs2rQJZ8+exU8//YSvv/4aP/300zO99qxZs5CVlaV5JCQkPOvhPLOyBm3eoJaIiEi3RJtBcnJyglQqRWpqqtb21NRUuLq6VvocZ2dn7N69GwUFBbh37x7c3d0xc+ZMNGnSRDPmww8/xMyZMzW9RH5+frh9+zbCw8MRGhqq2Xdqairc3Ny0XjcgIOCx9cpkMshk+nUZPReIJCIiqh2izSBZWlqiQ4cOiIyM1GxTq9WIjIxEly5dnvhcuVwODw8PlJSUYMeOHejfv7/ma3l5eVozSgAglUqhVqsBAN7e3nB1ddV6XaVSiRMnTjz1dfWNJiCx/4iIiEinRJtBAoCwsDCEhoaiY8eO6Ny5M5YuXYrc3FyMGjUKADBixAh4eHggPDwcAHDixAkkJiYiICAAiYmJWLBgAdRqNWbMmKHZZ79+/fDZZ5+hUaNGaN26Nc6dO4clS5Zg9OjRAACJRIJp06bh008/RbNmzeDt7Y25c+fC3d0dAwYMqPPvQU1l5RXj9r08AAxIREREuiZqQBoyZAjS09Mxb948pKSkICAgAPv27dM0UN+5c0drNqigoABz5szBjRs3YGNjg969e2P9+vVwcHDQjFm+fDnmzp2LiRMnIi0tDe7u7njnnXcwb948zZgZM2YgNzcX48ePR2ZmJrp37459+/ZVuEJOn8Uklc4eedZXwMGKDdpERES6JOo6SIZM7HWQVh2Oxxf/jUMfPzesGN6+zl+fiIjIEOn9Okj0bB7eYoSn14iIiHSNAclAPbzFCAMSERGRrjEgGaDMvCLcuV/aoN3GnQGJiIhI1xiQDFBMYultTho7WsHeykLkaoiIiIwPA5IBupiYCYCX9xMREdUWBiQDVNagzYBERERUOxiQDBBvMUJERFS7GJAMzIPcItx9kA+Al/gTERHVFgYkA1M2e+TtZA07ORu0iYiIagMDkoEpC0icPSIiIqo9DEgGpqxBuy0DEhERUa1hQDIwnEEiIiKqfQxIBuReTiESM8satOv+BrlERESmggHJgJTNHjVxsoYtG7SJiIhqDQOSAdEsEMn1j4iIiGoVA5IB0SwQyf4jIiKiWsWAZEAYkIiIiOoGA5KBSM8uRHJWASQSoDUDEhERUa1iQDIQMY80aNvIzEWuhoiIyLgxIBmIstNrbRs6iFsIERGRCWBAMhAX73KBSCIiorrCgGQgYjQzSAxIREREtY0ByQCkKQuQoixt0G7lxhW0iYiIahsDkgEo6z9q6mwDazZoExER1ToGJAOgWf+Ip9eIiIjqBAOSAdDcYoQN2kRERHWCAckARLNBm4iIqE4xIOm5VGUB0rILYSYBWrkxIBEREdUFBiQ9V3Z6rVkDWygspSJXQ0REZBoYkPTcxUQuEElERFTXGJD0HBeIJCIiqnsMSHpMEATeYoSIiEgEDEh6LFVZiIycQkjNJFxBm4iIqA4xIOmxi3czAQDNGtiwQZuIiKgOMSDpMc0K2jy9RkREVKcYkPQYF4gkIiISBwOSnhIEQbMGEhu0iYiI6hYDkp5KzirAvdwimJtJ0JIN2kRERHWKAUlPlV3e38zFFnILNmgTERHVJQYkPaVZIJKn14iIiOocA5Ke0txihA3aREREdY4BSQ8JgsAZJCIiIhExIOmhxMx83P+nQbuFq63Y5RAREZkcBiQ9VHZ5fwtXNmgTERGJgQFJD3GBSCIiInExIOmhsoDEBSKJiIjEwYCkZwRBeDiD5OEgbjFEREQmigFJz9x9kI/MvGJYSCVo7mojdjlEREQmiQFJz5TNHvm62kFmzgZtIiIiMTAg6ZmLvEEtERGR6BiQ9ExuYQkspWa8go2IiEhEEkEQBLGLMERKpRL29vbIysqCnZ2dTvddVKKGWhC4BhIREZGOVfX927wOa6IqsjTnxB4REZGY+E5MREREVA4DEhEREVE5DEhERERE5TAgEREREZXDgERERERUDgMSERERUTl6EZBWrFgBLy8vyOVyBAYG4uTJk48dW1xcjIULF8LHxwdyuRz+/v7Yt2+f1hgvLy9IJJIKj0mTJmnG9OzZs8LXJ0yYUGvHSERERIZD9IC0ZcsWhIWFYf78+Th79iz8/f0RHByMtLS0SsfPmTMHq1evxvLlyxEbG4sJEyZg4MCBOHfunGbMqVOnkJycrHkcOHAAADBo0CCtfY0bN05r3Jdffll7B0pEREQGQ/SVtAMDA9GpUydEREQAANRqNTw9PTFlyhTMnDmzwnh3d3fMnj1bazYoJCQECoUCGzZsqPQ1pk2bhj179uDatWuQSCQASmeQAgICsHTp0hrVXZsraRMREVHtqOr7t6gzSEVFRThz5gyCgoI028zMzBAUFISoqKhKn1NYWAi5XK61TaFQ4OjRo499jQ0bNmD06NGacFRm48aNcHJyQps2bTBr1izk5eU9ttbCwkIolUqtBxERERknUW81kpGRAZVKBRcXF63tLi4uiIuLq/Q5wcHBWLJkCXr06AEfHx9ERkZi586dUKlUlY7fvXs3MjMzMXLkSK3t//rXv9C4cWO4u7vj4sWL+Oijj3DlyhXs3Lmz0v2Eh4fjk08+qf5BEhERkcExuHuxffvttxg3bhx8fX0hkUjg4+ODUaNGYc2aNZWO/+GHH9CrVy+4u7trbR8/frzmYz8/P7i5ueHll19GfHw8fHx8Kuxn1qxZCAsL03yuVCrh6empo6MiIiIifSLqKTYnJydIpVKkpqZqbU9NTYWrq2ulz3F2dsbu3buRm5uL27dvIy4uDjY2NmjSpEmFsbdv38bBgwcxduzYp9YSGBgIALh+/XqlX5fJZLCzs9N6EBERkXESdQbJ0tISHTp0QGRkJAYMGACgtEk7MjISkydPfuJz5XI5PDw8UFxcjB07dmDw4MEVxvz4449o0KAB+vTp89Razp8/DwBwc3OrUu1lve3sRSIiIjIcZe/bT71GTRDZzz//LMhkMmHt2rVCbGysMH78eMHBwUFISUkRBEEQ3n77bWHmzJma8cePHxd27NghxMfHC0eOHBFeeuklwdvbW3jw4IHWflUqldCoUSPho48+qvCa169fFxYuXCicPn1auHnzpvDLL78ITZo0EXr06FHluhMSEgQAfPDBBx988MGHAT4SEhKe+D4veg/SkCFDkJ6ejnnz5iElJQUBAQHYt2+fpnH7zp07MDN7eCawoKAAc+bMwY0bN2BjY4PevXtj/fr1cHBw0NrvwYMHcefOHYwePbrCa1paWuLgwYNYunQpcnNz4enpiZCQEMyZM6fKdbu7uyMhIQG2trYVro57FmW9TQkJCTyNpyf4M9Ev/HnoF/489At/Hk8nCAKys7Mr9CaXJ/o6SKSN6yvpH/5M9At/HvqFPw/9wp+H7oi+kjYRERGRvmFAIiIiIiqHAUnPyGQyzJ8/HzKZTOxS6B/8megX/jz0C38e+oU/D91hDxIRERFROZxBIiIiIiqHAYmIiIioHAYkIiIionIYkIiIiIjKYUDSMytWrICXlxfkcjkCAwNx8uRJsUsySeHh4ejUqRNsbW3RoEEDDBgwAFeuXBG7LPrHF198AYlEgmnTpoldiklLTEzEW2+9BUdHRygUCvj5+eH06dNil2WSVCoV5s6dC29vbygUCvj4+GDRokVPv98YPRYDkh7ZsmULwsLCMH/+fJw9exb+/v4IDg5GWlqa2KWZnMOHD2PSpEk4fvw4Dhw4gOLiYrz66qvIzc0VuzSTd+rUKaxevRpt27YVuxST9uDBA3Tr1g0WFhb473//i9jYWHzzzTeoV6+e2KWZpMWLF2PlypWIiIjA5cuXsXjxYnz55ZdYvny52KUZLF7mr0cCAwPRqVMnREREAADUajU8PT0xZcoUzJw5U+TqTFt6ejoaNGiAw4cPo0ePHmKXY7JycnLQvn17fPfdd/j0008REBCApUuXil2WSZo5cyaOHTuGv/76S+xSCEDfvn3h4uKCH374QbMtJCQECoUCGzZsELEyw8UZJD1RVFSEM2fOICgoSLPNzMwMQUFBiIqKErEyAoCsrCwAQP369UWuxLRNmjQJffr00fp3QuL49ddf0bFjRwwaNAgNGjRAu3bt8O9//1vsskxW165dERkZiatXrwIALly4gKNHj6JXr14iV2a4zMUugEplZGRApVLBxcVFa7uLiwvi4uJEqoqA0pm8adOmoVu3bmjTpo3Y5Zisn3/+GWfPnsWpU6fELoUA3LhxAytXrkRYWBg+/vhjnDp1Cu+99x4sLS0RGhoqdnkmZ+bMmVAqlfD19YVUKoVKpcJnn32G4cOHi12awWJAInqKSZMmISYmBkePHhW7FJOVkJCAqVOn4sCBA5DL5WKXQyj9xaFjx474/PPPAQDt2rVDTEwMVq1axYAkgq1bt2Ljxo3YtGkTWrdujfPnz2PatGlwd3fnz6OGGJD0hJOTE6RSKVJTU7W2p6amwtXVVaSqaPLkydizZw+OHDmChg0bil2OyTpz5gzS0tLQvn17zTaVSoUjR44gIiIChYWFkEqlIlZoetzc3NCqVSutbS1btsSOHTtEqsi0ffjhh5g5cyaGDh0KAPDz88Pt27cRHh7OgFRD7EHSE5aWlujQoQMiIyM129RqNSIjI9GlSxcRKzNNgiBg8uTJ2LVrF/744w94e3uLXZJJe/nllxEdHY3z589rHh07dsTw4cNx/vx5hiMRdOvWrcLSF1evXkXjxo1Fqsi05eXlwcxM+y1dKpVCrVaLVJHh4wySHgkLC0NoaCg6duyIzp07Y+nSpcjNzcWoUaPELs3kTJo0CZs2bcIvv/wCW1tbpKSkAADs7e2hUChErs702NraVuj/sra2hqOjI/vCRDJ9+nR07doVn3/+OQYPHoyTJ0/i+++/x/fffy92aSapX79++Oyzz9CoUSO0bt0a586dw5IlSzB69GixSzNYvMxfz0REROCrr75CSkoKAgICsGzZMgQGBopdlsmRSCSVbv/xxx8xcuTIui2GKtWzZ09e5i+yPXv2YNasWbh27Rq8vb0RFhaGcePGiV2WScrOzsbcuXOxa9cupKWlwd3dHcOGDcO8efNgaWkpdnkGiQGJiIiIqBz2IBERERGVw4BEREREVA4DEhEREVE5DEhERERE5TAgEREREZXDgERERERUDgMSERERUTkMSEREOnLo0CFIJBJkZmaKXQoRPSMGJCIiIqJyGJCIiIiIymFAIiKjoVarER4eDm9vbygUCvj7+2P79u0AHp7+2rt3L9q2bQu5XI7nnnsOMTExWvvYsWMHWrduDZlMBi8vL3zzzTdaXy8sLMRHH30ET09PyGQyNG3aFD/88IPWmDNnzqBjx46wsrJC165dK9z1noj0HwMSERmN8PBwrFu3DqtWrcKlS5cwffp0vPXWWzh8+LBmzIcffohvvvkGp06dgrOzM/r164fi4mIApcFm8ODBGDp0KKKjo7FgwQLMnTsXa9eu1Tx/xIgR2Lx5M5YtW4bLly9j9erVsLGx0apj9uzZ+Oabb3D69GmYm5vzjupEBog3qyUio1BYWIj69evj4MGD6NKli2b72LFjkZeXh/Hjx+PFF1/Ezz//jCFDhgAA7t+/j4YNG2Lt2rUYPHgwhg8fjvT0dPzvf//TPH/GjBnYu3cvLl26hKtXr6JFixY4cOAAgoKCKtRw6NAhvPjiizh48CBefvllAMDvv/+OPn36ID8/H3K5vJa/C0SkK5xBIiKjcP36deTl5eGVV16BjY2N5rFu3TrEx8drxj0anurXr48WLVrg8uXLAIDLly+jW7duWvvt1q0brl27BpVKhfPnz0MqleKFF154Yi1t27bVfOzm5gYASEtLe+ZjJKK6Yy52AUREupCTkwMA2Lt3Lzw8PLS+JpPJtEJSTSkUiiqNs7Cw0HwskUgAlPZHEZHh4AwSERmFVq1aQSaT4c6dO2jatKnWw9PTUzPu+PHjmo8fPHiAq1evomXLlgCAli1b4tixY1r7PXbsGJo3bw6pVAo/Pz+o1WqtniYiMk6cQSIio2Bra4sPPvgA06dPh1qtRvfu3ZGVlYVjx47Bzs4OjRs3BgAsXLgQjo6OcHFxwezZs+Hk5IQBAwYAAN5//3106tQJixYtwpAhQxAVFYWIiAh89913AAAvLy+EhoZi9OjRWLZsGfz9/XH79m2kpaVh8ODBYh06EdUCBiQiMhqLFi2Cs7MzwsPDcePGDTg4OKB9+/b4+OOPNae4vvjiC0ydOhXXrl1DQEAAfvvtN1haWgIA2rdvj61bt2LevHlYtGgR3NzcsHDhQowcOVLzGitXrsTHH3+MiRMn4t69e2jUqBE+/vhjMQ6XiGoRr2IjIpNQdoXZgwcP4ODgIHY5RKTn2INEREREVA4DEhEREVE5PMVGREREVA5nkIiIiIjKYUAiIiIiKocBiYiIiKgcBiQiIiKichiQiIiIiMphQCIiIiIqhwGJiIiIqBwGJCIiIqJyGJCIiIiIyvl/0nPw9uCA8CkAAAAASUVORK5CYII=",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 551ms/step - loss: 0.0033 - accuracy: 0.9980\n",
            "22/22 [==============================] - 16s 572ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.95      0.95      0.95       423\n",
            "           1       0.92      0.93      0.92       270\n",
            "\n",
            "    accuracy                           0.94       693\n",
            "   macro avg       0.93      0.94      0.93       693\n",
            "weighted avg       0.94      0.94      0.94       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 91s 2s/step - loss: 0.0628 - accuracy: 0.9754 - val_loss: 1.2112e-04 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0072 - accuracy: 0.9979 - val_loss: 1.3683e-04 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0012 - accuracy: 1.0000 - val_loss: 7.1596e-05 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 7.8240e-04 - accuracy: 1.0000 - val_loss: 6.9458e-05 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0028 - accuracy: 0.9993 - val_loss: 6.6398e-05 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0053 - accuracy: 0.9986 - val_loss: 9.4898e-05 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0180 - accuracy: 0.9924 - val_loss: 2.6079e-04 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0187 - accuracy: 0.9944 - val_loss: 1.3626e-04 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0098 - accuracy: 0.9979 - val_loss: 1.7662e-04 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0037 - accuracy: 0.9986 - val_loss: 2.0877e-04 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 566ms/step - loss: 2.4512e-04 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 573ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.97      0.93      0.95       423\n",
            "           1       0.89      0.96      0.92       270\n",
            "\n",
            "    accuracy                           0.94       693\n",
            "   macro avg       0.93      0.94      0.94       693\n",
            "weighted avg       0.94      0.94      0.94       693\n",
            "\n",
            "Epoch 1/10\n",
            "45/45 [==============================] - 95s 2s/step - loss: 0.0495 - accuracy: 0.9831 - val_loss: 8.0580e-05 - val_accuracy: 1.0000\n",
            "Epoch 2/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0080 - accuracy: 0.9965 - val_loss: 9.1253e-05 - val_accuracy: 1.0000\n",
            "Epoch 3/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0119 - accuracy: 0.9979 - val_loss: 9.9782e-05 - val_accuracy: 1.0000\n",
            "Epoch 4/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0062 - accuracy: 0.9986 - val_loss: 8.5996e-05 - val_accuracy: 1.0000\n",
            "Epoch 5/10\n",
            "45/45 [==============================] - 82s 2s/step - loss: 0.0012 - accuracy: 0.9993 - val_loss: 9.0748e-05 - val_accuracy: 1.0000\n",
            "Epoch 6/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0071 - accuracy: 0.9972 - val_loss: 8.0634e-04 - val_accuracy: 1.0000\n",
            "Epoch 7/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 0.0013 - accuracy: 1.0000 - val_loss: 7.5908e-05 - val_accuracy: 1.0000\n",
            "Epoch 8/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 4.2266e-04 - accuracy: 1.0000 - val_loss: 6.9186e-05 - val_accuracy: 1.0000\n",
            "Epoch 9/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 3.2035e-04 - accuracy: 1.0000 - val_loss: 6.4241e-05 - val_accuracy: 1.0000\n",
            "Epoch 10/10\n",
            "45/45 [==============================] - 80s 2s/step - loss: 4.3620e-04 - accuracy: 1.0000 - val_loss: 5.7833e-05 - val_accuracy: 1.0000\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Testing model : /n\n",
            "16/16 [==============================] - 9s 569ms/step - loss: 8.5740e-05 - accuracy: 1.0000\n",
            "22/22 [==============================] - 15s 569ms/step\n"
          ]
        },
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 500x400 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "classification_report\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       0.96      0.96      0.96       423\n",
            "           1       0.93      0.94      0.94       270\n",
            "\n",
            "    accuracy                           0.95       693\n",
            "   macro avg       0.95      0.95      0.95       693\n",
            "weighted avg       0.95      0.95      0.95       693\n",
            "\n",
            "Acuuracy results of the 4 models :  [0.8759018759018758, 0.937950937950938, 0.9393939393939394, 0.9494949494949495]\n",
            "Avrage accuracy of this probability = 0.9256854256854257\n"
          ]
        }
      ],
      "source": [
        "#  preprocessing-  Balancing -    Anonymisation (8)\n",
        "\n",
        "dff = df\n",
        "p = 0.9\n",
        "dff_pred = df_pred\n",
        "\n",
        "#---------------------------------\n",
        "\n",
        "dff = balancing_func(dff)\n",
        "\n",
        "for i in range (len(dff)):\n",
        "    dff['Facts'].iloc[i] = anonymisation(dff['Facts'].iloc[i] , dff['first_party'].iloc[i] , dff['second_party'].iloc[i])\n",
        "\n",
        "for i in range (len(dff_pred)):\n",
        "    dff_pred['Facts'].iloc[i] = anonymisation(dff_pred['Facts'].iloc[i], dff_pred['first_party'].iloc[i] , dff_pred['second_party'].iloc[i])\n",
        "\n",
        "preprocessing (dff)\n",
        "preprocessing (dff_pred)\n",
        "\n",
        "#--------------------------------\n",
        "\n",
        "X_input_ids_pred = np.zeros((len(dff_pred), 256))\n",
        "X_input_ids_pred = generate_training_data(dff_pred , X_input_ids_pred , tokenizer)\n",
        "\n",
        "#-----------------------------------\n",
        "\n",
        "train_1,test_1,train_2,test_2,train_3,test_3,train_4,test_4 = K_fold(dff)\n",
        "\n",
        "#----------------------------------\n",
        "train_set_1 = making_dataset(train_1)\n",
        "train_size = int((len(train_1)/32)*p) \n",
        "train_1_dataset = train_set_1.take(train_size)\n",
        "val_1_dataset = train_set_1.skip(train_size)\n",
        "\n",
        "test_1_dataset = making_dataset(test_1)\n",
        "\n",
        "train_set_2 = making_dataset(train_2)\n",
        "train_size = int((len(train_2)/32)*p) \n",
        "train_2_dataset = train_set_2.take(train_size)\n",
        "val_2_dataset = train_set_2.skip(train_size)\n",
        "\n",
        "test_2_dataset = making_dataset(test_2)\n",
        "\n",
        "train_set_3 = making_dataset(train_3)\n",
        "train_size = int((len(train_3)/32)*p) \n",
        "train_3_dataset = train_set_3.take(train_size)\n",
        "val_3_dataset = train_set_3.skip(train_size)\n",
        "\n",
        "test_3_dataset = making_dataset(test_3)\n",
        "\n",
        "train_set_4 = making_dataset(train_4)\n",
        "train_size = int((len(train_4)/32)*p) \n",
        "train_4_dataset = train_set_4.take(train_size)\n",
        "val_4_dataset = train_set_4.skip(train_size)\n",
        "\n",
        "test_4_dataset= making_dataset(test_4)\n",
        "\n",
        "#------------------------------------\n",
        "acc_result = []\n",
        "\n",
        "for i in range (4):\n",
        "    \n",
        "    if i == 0 :\n",
        "        \n",
        "        the_model_8_1 = creating_model(train_1_dataset,val_1_dataset,test_1_dataset)\n",
        "        y_predict = the_model_8_1.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "        \n",
        "    if i == 1 :\n",
        "        the_model_8_2 = creating_model(train_2_dataset,val_2_dataset,test_2_dataset)\n",
        "        y_predict = the_model_8_2.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 2 :\n",
        "        the_model_8_3 = creating_model(train_3_dataset,val_3_dataset,test_3_dataset)\n",
        "        y_predict = the_model_8_3.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "\n",
        "    if i == 3 :\n",
        "        the_model_8_4 = creating_model(train_4_dataset,val_4_dataset,test_4_dataset)\n",
        "        y_predict = the_model_8_4.predict(X_input_ids_pred)\n",
        "        y_predict = np.argmax(y_predict,axis=1)\n",
        "    \n",
        "        cm = confusion_matrix(target_labels_pred,y_predict)\n",
        "        cm_df = pd.DataFrame(cm,index = ['winner_ZERO','winner_ONE'], columns = ['winner_ZERO','winner_ONE'])\n",
        "        plt.figure(figsize=(5,4))\n",
        "        sns.heatmap(cm_df, annot=True)\n",
        "        plt.title('Confusion Matrix')\n",
        "        plt.ylabel('Actal Values')\n",
        "        plt.xlabel('Predicted Values')\n",
        "        plt.show()\n",
        "    \n",
        "        print('classification_report\\n',classification_report(target_labels_pred,y_predict))\n",
        "        report = classification_report(target_labels_pred,y_predict,output_dict=True)\n",
        "        acc_result.append(report['accuracy'])\n",
        "        \n",
        "    \n",
        "print('Acuuracy results of the 4 models : ',acc_result)\n",
        "print('Avrage accuracy of this probability =' , sum(acc_result)/len(acc_result))\n",
        "\n",
        "probabilitiy_8=sum(acc_result)/len(acc_result)\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 33,
      "id": "274fd589",
      "metadata": {
        "id": "274fd589"
      },
      "outputs": [],
      "source": [
        "import pickle\n",
        "pickle.dump(the_model_1_2,open('bestBERT.pkl','wb'))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "92e5e81f",
      "metadata": {
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          "base_uri": "https://localhost:8080/"
        },
        "id": "92e5e81f",
        "outputId": "750ddf3e-f314-468e-881c-fd714d9922e6"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "1/1 [==============================] - 5s 5s/step\n"
          ]
        },
        {
          "data": {
            "text/plain": [
              "array([[0.9793178 , 0.02068222]], dtype=float32)"
            ]
          },
          "execution_count": 29,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "def convert_text (text):\n",
        "\n",
        "  tokenn = tokenizer.encode_plus(text ,\n",
        "      max_length=256,\n",
        "      truncation = True,\n",
        "      padding='max_length',\n",
        "      add_special_tokens=True,\n",
        "      return_tensors='tf')\n",
        "  return tokenn.input_ids\n",
        "\n",
        "x=df['Facts'].iloc[20]\n",
        "\n",
        "xx=convert_text(x)\n",
        "\n",
        "y=the_model_2_3.predict(xx)\n",
        "y\n"
      ]
    },
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      "execution_count": null,
      "id": "3OtecsCfMM3V",
      "metadata": {
        "id": "3OtecsCfMM3V"
      },
      "outputs": [],
      "source": [
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ]
    }
  ],
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    "accelerator": "GPU",
    "colab": {
      "gpuType": "T4",
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