{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "RrB-5rhb1YGm"
   },
   "source": [
    "# Gestão da Qualidade\n",
    "\n",
    "## Gráficos de controle em Python\n",
    "\n",
    "por **Cibele Russo** \n",
    "\n",
    "**ICMC/USP - São Carlos SP**\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Considere que o aproveitamento em uma disciplina de Cálculo seja avaliado o número médio de erros cometidos por alunos em quatro provas. \n",
    "\n",
    "Foram registrados os números de erros de 30 alunos em quatro provas no primeiro semestre. Verificou-se que o número médio de erros estava muito alto,  então uma nova metodologia de ensino foi proposta e 30 alunos no segundo semestre foram avaliados, na mesma disciplina, e o número de erros em cada prova foi registrado. \n",
    "\n",
    "\n",
    "Suponha que as provas sejam diferentes mas tenham o mesmo grau de dificuldade, ou seja, que os números de erros refletem a proficiência dos alunos.\n",
    "\n",
    "Como descrever o aproveitamento da disciplina?\n",
    "Como avaliar se o aproveitamento da disciplina melhorou?\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "id": "EG8MsSW61aH3"
   },
   "outputs": [],
   "source": [
    "import pandas as pd \n",
    "import numpy as np \n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from scipy.stats import f"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 293
    },
    "id": "Syn_JfC52dJM",
    "outputId": "24329421-35a2-4b93-b03e-6646ba19f4c6"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>n_amostra</th>\n",
       "      <th>P1</th>\n",
       "      <th>P2</th>\n",
       "      <th>P3</th>\n",
       "      <th>P4</th>\n",
       "      <th>Média</th>\n",
       "      <th>Amplitude</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>60.000000</td>\n",
       "      <td>60.000000</td>\n",
       "      <td>60.000000</td>\n",
       "      <td>60.000000</td>\n",
       "      <td>60.000000</td>\n",
       "      <td>60.000000</td>\n",
       "      <td>60.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>30.500000</td>\n",
       "      <td>8.016667</td>\n",
       "      <td>7.933333</td>\n",
       "      <td>7.000000</td>\n",
       "      <td>7.700000</td>\n",
       "      <td>7.688333</td>\n",
       "      <td>5.833333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>17.464249</td>\n",
       "      <td>3.265078</td>\n",
       "      <td>3.024570</td>\n",
       "      <td>3.262525</td>\n",
       "      <td>3.729407</td>\n",
       "      <td>2.229471</td>\n",
       "      <td>2.894569</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>15.750000</td>\n",
       "      <td>6.000000</td>\n",
       "      <td>6.000000</td>\n",
       "      <td>5.000000</td>\n",
       "      <td>5.000000</td>\n",
       "      <td>6.000000</td>\n",
       "      <td>4.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>30.500000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>7.500000</td>\n",
       "      <td>6.000000</td>\n",
       "      <td>7.000000</td>\n",
       "      <td>7.800000</td>\n",
       "      <td>6.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>45.250000</td>\n",
       "      <td>10.000000</td>\n",
       "      <td>9.000000</td>\n",
       "      <td>9.000000</td>\n",
       "      <td>10.000000</td>\n",
       "      <td>9.300000</td>\n",
       "      <td>7.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>60.000000</td>\n",
       "      <td>19.000000</td>\n",
       "      <td>19.000000</td>\n",
       "      <td>19.000000</td>\n",
       "      <td>16.000000</td>\n",
       "      <td>13.800000</td>\n",
       "      <td>15.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       n_amostra         P1         P2         P3         P4      Média  \\\n",
       "count  60.000000  60.000000  60.000000  60.000000  60.000000  60.000000   \n",
       "mean   30.500000   8.016667   7.933333   7.000000   7.700000   7.688333   \n",
       "std    17.464249   3.265078   3.024570   3.262525   3.729407   2.229471   \n",
       "min     1.000000   2.000000   3.000000   2.000000   1.000000   3.000000   \n",
       "25%    15.750000   6.000000   6.000000   5.000000   5.000000   6.000000   \n",
       "50%    30.500000   8.000000   7.500000   6.000000   7.000000   7.800000   \n",
       "75%    45.250000  10.000000   9.000000   9.000000  10.000000   9.300000   \n",
       "max    60.000000  19.000000  19.000000  19.000000  16.000000  13.800000   \n",
       "\n",
       "       Amplitude  \n",
       "count  60.000000  \n",
       "mean    5.833333  \n",
       "std     2.894569  \n",
       "min     1.000000  \n",
       "25%     4.000000  \n",
       "50%     6.000000  \n",
       "75%     7.000000  \n",
       "max    15.000000  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "url='https://raw.githubusercontent.com/cibelerusso/Gestao-da-qualidade/main/Forma%C3%A7%C3%A3o%20continuada/Educacao.csv'\n",
    "data = pd.read_csv(url, sep=\",\", decimal=',') # use sep=\",\" for coma separation. \n",
    "data.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "plt.rcParams[\"figure.figsize\"]  = (12,6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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AANoQrwAAtCFeAQBoQ7wCANDG/wOScf85hptGYQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 864x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.boxplot(x = data['Média'], palette = 'pastel');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 388
    },
    "id": "wLjRCzbU6yGA",
    "outputId": "e1b5bb84-69b1-459f-ff49-c39c6c34ba69"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.histplot(data['Média'], bins=20, kde=True);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "HedzbWRF7Q_j"
   },
   "source": [
    "Separando primeiros 30 alunos e últimos 30 alunos"
   ]
  },
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   "cell_type": "code",
   "execution_count": 6,
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     "height": 201
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    "id": "84LErtl_7H6q",
    "outputId": "98b4348d-9d46-4df1-c367-11570621ae93"
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       "   n_amostra  P1  P2  P3  P4  Média  Amplitude\n",
       "0          1  16   9   6   6    9.3       10.0\n",
       "1          2   9   5  14   3    7.8       11.0\n",
       "2          3   7   7   7  10    7.8        3.0\n",
       "3          4  10  13   7  11   10.3        6.0\n",
       "4          5   6   9   4   6    6.3        5.0"
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       "    n_amostra  P1  P2  P3  P4  Média  Amplitude\n",
       "31         32   6   7   8   2    5.8        6.0\n",
       "32         33   5   5   4   2    4.0        3.0\n",
       "33         34  15   8   5   3    7.8       12.0\n",
       "34         35   4   3   2   3    3.0        2.0\n",
       "35         36   8   7   5   6    6.5        3.0"
      ]
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       "      <td>8.000000</td>\n",
       "      <td>6.250000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>8.575000</td>\n",
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       "      <td>11.000000</td>\n",
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       "      <td>19.000000</td>\n",
       "      <td>19.000000</td>\n",
       "      <td>16.000000</td>\n",
       "      <td>13.800000</td>\n",
       "      <td>15.000000</td>\n",
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       "       n_amostra         P1         P2         P3         P4      Média  \\\n",
       "count  30.000000  30.000000  30.000000  30.000000  30.000000  30.000000   \n",
       "mean   15.500000   9.266667   9.500000   8.633333  10.033333   9.386667   \n",
       "std     8.803408   3.236999   2.979817   3.274597   3.232201   1.586524   \n",
       "min     1.000000   4.000000   4.000000   4.000000   3.000000   6.300000   \n",
       "25%     8.250000   7.000000   8.000000   6.250000   8.000000   8.575000   \n",
       "50%    15.500000   9.000000   9.000000   8.500000  10.000000   9.300000   \n",
       "75%    22.750000  11.000000  11.000000  10.000000  12.000000  10.225000   \n",
       "max    30.000000  19.000000  19.000000  19.000000  16.000000  13.800000   \n",
       "\n",
       "       Amplitude  \n",
       "count  30.000000  \n",
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       "std     3.181303  \n",
       "min     2.000000  \n",
       "25%     4.000000  \n",
       "50%     6.000000  \n",
       "75%     8.000000  \n",
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       "      <th>50%</th>\n",
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       "      <td>5.000000</td>\n",
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       "      <td>11.000000</td>\n",
       "      <td>10.000000</td>\n",
       "      <td>8.800000</td>\n",
       "      <td>12.00000</td>\n",
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      "text/plain": [
       "       n_amostra         P1         P2         P3         P4      Média  \\\n",
       "count  29.000000  29.000000  29.000000  29.000000  29.000000  29.000000   \n",
       "mean   46.000000   6.896552   6.137931   5.344828   5.241379   5.927586   \n",
       "std     8.514693   2.781891   1.787339   2.364558   2.516448   1.250970   \n",
       "min    32.000000   2.000000   3.000000   2.000000   1.000000   3.000000   \n",
       "25%    39.000000   5.000000   5.000000   4.000000   3.000000   5.500000   \n",
       "50%    46.000000   7.000000   6.000000   5.000000   5.000000   6.000000   \n",
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       "max    60.000000  15.000000  10.000000  11.000000  10.000000   8.800000   \n",
       "\n",
       "       Amplitude  \n",
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       "mean     5.00000  \n",
       "std      2.31455  \n",
       "min      1.00000  \n",
       "25%      3.00000  \n",
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     "metadata": {},
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     "text": [
      "/usr/local/lib/python3.9/dist-packages/pandas/core/indexing.py:1732: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
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       "      <th>n_amostra</th>\n",
       "      <th>P1</th>\n",
       "      <th>P2</th>\n",
       "      <th>P3</th>\n",
       "      <th>P4</th>\n",
       "      <th>Média</th>\n",
       "      <th>Amplitude</th>\n",
       "      <th>Depois</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>55</th>\n",
       "      <td>56</td>\n",
       "      <td>8</td>\n",
       "      <td>9</td>\n",
       "      <td>3</td>\n",
       "      <td>10</td>\n",
       "      <td>7.5</td>\n",
       "      <td>7.0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>56</th>\n",
       "      <td>57</td>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>9</td>\n",
       "      <td>2</td>\n",
       "      <td>4.8</td>\n",
       "      <td>7.0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>57</th>\n",
       "      <td>58</td>\n",
       "      <td>10</td>\n",
       "      <td>6</td>\n",
       "      <td>4</td>\n",
       "      <td>7</td>\n",
       "      <td>6.8</td>\n",
       "      <td>6.0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>58</th>\n",
       "      <td>59</td>\n",
       "      <td>6</td>\n",
       "      <td>7</td>\n",
       "      <td>2</td>\n",
       "      <td>9</td>\n",
       "      <td>6.0</td>\n",
       "      <td>7.0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>59</th>\n",
       "      <td>60</td>\n",
       "      <td>2</td>\n",
       "      <td>7</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>3.8</td>\n",
       "      <td>5.0</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    n_amostra  P1  P2  P3  P4  Média  Amplitude  Depois\n",
       "55         56   8   9   3  10    7.5        7.0       1\n",
       "56         57   4   4   9   2    4.8        7.0       1\n",
       "57         58  10   6   4   7    6.8        6.0       1\n",
       "58         59   6   7   2   9    6.0        7.0       1\n",
       "59         60   2   7   3   3    3.8        5.0       1"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data['Depois'] = 0\n",
    "data['Depois'].iloc[31:60] = 1 \n",
    "data.tail()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 404
    },
    "id": "EO9gIdEL7uHP",
    "outputId": "bddc670e-51f3-4357-c8c7-6653e45c9b9e"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='Depois', ylabel='Média'>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 864x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.boxplot(y = data['Média'], x = data['Depois'], palette = 'pastel')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 404
    },
    "id": "YW2UDnLcmZlV",
    "outputId": "40542e21-2555-4455-abf0-c7b5534231fd"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='Média', ylabel='Count'>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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vG/TputGwK1pexsD2m6F+Izz/AxjpDrsiERGRFaFwLHIuup4K+nK3vzNYWV2NHCcI/qma4AS92bGwK5IiYxyH+axlat5nZMbnxJT38mVwymNs1mcm7ZP1LFb96yJSItRWIbJYU4Ow76fQuAXaLw+7msKKJuDKfwOP/XUww/n6j66+VXJZlPE5n56xHINTPv/vg70cGMot6PMiDpTHDWUxh8qEIequojYkEVlVFI5FFsP3gj7jSAIufvfq6jM+k7I6uPRXYOfdQYvFJXesja9bXjaftRwaznJ0JFgNBqhOGn754+/w4Y/eSdyFqGuIuHDyJ8NayPqQyVnSnmU2Y5lOW8bnPPongqBck3SoShoc/TyJSBFROBZZjEOPBivHO/4NxMvCrmblNG6GLTfAwUeCrbE7rgi7IlkB02mfvcezHBzK4flQX+ZwZXuMzlqXZMzhjv/rU/zBJz9+2s81BuIOxCOGCoAysNaSzgWrz2NzPr3jHscmg9utK3NwHYVkEQmfwrHIQk2eCMJx84XQtDXsalbelhtgvB/2/giq1kN1c9gVSYHMZy3P9mc4MJjDGNhQF+GC9VGqk0s7TcUYQyIK66IuTRUO0xnL0LTP8SmfoWmfhnKH+nJHK8kiEiqFY5GF8H147r6gB/eCm8OuJhzGwKXvhUe/Abu/C2/+d8H3Q1YN31r2n8jxbH+GrAdbGyNc2BylLLb8524bY6iIGyriDrMZnxNTQUgenfVprnKpTOh8cREJhx59RBai60mYGIALboFYKuxqwhNLBf3H8xPwwv3aQW8VmZjzuX/vPDt7MtSWOdx+YZKrO+MFCcavlYo5bKiLsKHWBaBr1KNrNEfO08+XiKw8rRyLnM3sGOx/KGilWL897GrCV9sWtFgceBgaNkLrJWFXJEtgrWX/YI6nezO4Bt68KU5nrYsJobWhIuGwNW4Yng5Wkg9kcrRWaxVZRFaWwrHIG7EWXvwRGAcueJemNJy0+U0wfBReeCA4Qa+sNuyK5BxkcpZHj6TpG/doqXK5dkOM1AqsFL8RxxgaK1wqEg69Yzm6Rj3qUpb1VepFFpGVoX/HRd7IiQMweBC23gDJyrCrKR7GCfqPjQN7vhf0ZEtJGZ/1+cGLc/RPeFzZHuOtW+OhB+NTJaOGzQ0R6sscRmZ9jgx7ZNVmISIroHgeCUWKTS4TTGaoaIDOq8Kupvgkq+CiW2F8AI48HnY1sgg9Yzl+uHeOrA/vPC/B+euiobRRnI1jDM1VLu01LnM5y8GhHDMZ/SMmIoWlcCxyJocehbkJuPBWcNywqylOzRcEfdgHHobJ42FXIwuw70SWhw6mqUo63H5BgqaK4v/Zrk46bKmP4Bg4Muyx46Y7wi5JRFYxhWOR05kehiNPQOvFUNsedjXF7cJ3QSwJe+4NdhCUomSt5ZneDE91Z2itdrn5vERRtVGcTSLfZpGMGj7x5X/gpePZsEsSkVWqdB4ZRVbS3gfBjcB5bwu7kuIXS8FFtwU7Bx58JOxq5DSstfyyK8Pzx7Jsbohw45Y4Ebf42ijOJuIYNta77H74Pnb2ZHi6J4PVOEERWWYKxyKvNXgIhg7B5hsgXh52NaWhaVuwyn74MbVXFBnfWh4/muHgUI6L1ke5tjNW0lMfHGP42n/5TbY1RnjxeJanuhWQRWR5aZSbyKl8D/b+GFK1sEEn4S3K+e+EwcPw3H24jv7vLga+tTx+JMORkRyXtES5pCUWdknLwvo+V3XEcB3D3uNZPAvXdsaK8qRCESk9Bf8LZoxxjTHPGGPuK/SxRJasexfMjMD2d+gkvMWKJYOttSeO8ak7rgm7mjXPWssTR1dfMD7JGMMVbVEuao5yaCjH40e1giwiy2MlVo4/BbwEaEisFLfMLBx4BOo3QuOWsKspTeu3w8AL/PGHMpCZCwKzrDhrLTt7MhweXp3B+CRjDJe1xnAMPNufxTVwtVaQRWSJCrpybIxpBW4DvlHI44gsi0OPQi4drBrrj+u5MQYueBc53w82T9FKXiieG8iy70SO85siXNwcDbucgrukJcaF66McGAq2wdYKsogsRaHbKv4M+E/AGae2G2PuNMbsMsbsGhoaKnA5spZ1drRjjDntZcO6GjIHHuMbP9qFqWw648edy2XNSVbyh3/3E5gbh2n9ThdaR0fnq37e3v7rv8Oz/Vl+cd83uXpDEsdxlvXnuRh+th3XfV0tV7TH+fG3v87e4zl+7Xf+94J9zR0dnaF93SKyMkyh/sM2xtwO3Gqt/V1jzI3Af7TW3v5Gn7Njxw67a9eugtQjYozB7n/o9O889lLQa9x5JUTiy3vcbTee+bgFZrbdGMoqmus6eD/602CXwY4dwVi8FRLW1xwWYwzP9KYBmJjz6R7zqIgbOmvdggfYy9riLx97JZ3puNZa+sY9xuYszVUO9WXLf97AZW3xNfXzJbJaGWOettbuON37FrRybIy5fiHXvcb1wHuMMV3At4C3GmO+uZDjiayo+alghbO6ZdmD8Vrl+zbo2/YyMNoVdjlrwmzG0jPukYwaOmoKH4yLkTGG1mqXirhhYMJnYk5bTYvI4i20reLPF3jdy6y1f2itbbXWdgLvB35mrf3NRdYnUljWwvBRcCJQ0xZ2NatLogKq1sP4QPAPiBRMJmfpGs0RcaCz1sVx1l4wPsmY4J+DVNTQM+Yxk1ZAFpHFecPnOo0x1wLXAQ3GmE+f8q5KQHOupPTNjgW9sfWbVvSp/zWjbkOwFffQIWi9VCc6FkA8WUbXaA7fwua6CNES3PluuTlO0FZyaDhH16jH5gZDPKLvi4gszNlWjmNAOUGIrjjlMgm8b6EHsdY+dLZ+Y5EVd3LVOJIIVjhl+bmRYDTe/FSwvbQsK2st/+4Lf8l8DjpqXBJRBcCTIq5hY10EDBwdyZHz1ScsIgvzhktl1tqHgYeNMX9rre1eoZpEVsbUIGRmYN15oB3dCqeiMWitGD4K5fXaXGUZPT+Q5cq3vpf1lQ4VCf0Mv1YsYuiscTky4tEz5rFhBU5SFJHSt9BH07gx5i5jzI+NMT87eSloZSKF5Psw0gXxcihvCLua1c0YaNgYnJw31ht2NatG71iOPf1ZHrv/burLFIzPpCzu0FLlMp22DEyq/1hEzm6hj6j/DDwDfB74zCkXkdI00R9s+FG/QX2wKyFZFfwTMtYH2fmwqyl5k/M+jx5JU5dy+Jv/8/e0GnoWtWUO9WUOIzM+IzNe2OWISJFb6BlIOWvt1wtaichK8bIw2gupmuAiK6N+QzBLevgorD8/7GpKVs63PHwwjQHesiVONq1/NhZifaVDOmfpn/CJRwzlca22i8jpLfTR4V+NMb9rjFlvjKk9eSloZSKFMtYHfi4Ia7JyogmoaQ1mSs9NhF1NyXqqK8PYnM+bN8UV8BbBGEN7jUs8At2jHumcTtATkdNb6CPrbxO0UTwOPJ2/aCs7KT25DIz3Q0VD0G8sK6umDdwYDB0OpoXIohwcynJoOMfFzVFaqjV6cLFcx9BZG3zfukZzeJpgISKnsaBHV2utlthkdRjtAetDbWfYlaxNjhus2J/YH0wLqWwKu6KSMTbr81RXhnWVDhe3RMMup2TFI4aO2mCCRd+4R/sa3U1QRM5sQeHYGPPh011vrf375S1HpHDaG6pg4hhUroNYMuxy1i6Ndlu0nGf5xeF5ohHDmzclcBTmlqQ87rC+0nJs0md4xqehXD+DIvKKhT4vd+UpryeAtwG7AYVjKRlf+MCNYIDa9rBLWduMgYZN0LcnGO1W1xl2RUVvZ0+G8TnL27fFSWqjj2VRX+YwmwkCcjKqE/RE5BULbav4vVPfNsZUA98qREEiBTE9zEfedhlUNQcnhkm4kpVB3/dYX7CSr/vkjLpGcxwcynHB+ijNVeozXi7GGFqrXeaHc/SMeWxpMNp6W0SAhZ+Q91ozgPqQpXQceJi5TDY4IUyKQ90GwAZ94HJaM2mfJ46mqS9zuEx9xsvOdQwdNRE8C91jHlYniYoICwzHxph/NcZ8P3/5AbAf+F5hSxNZJhPH4dhe/uzeX0IkFnY1clI0EazkTx6HzGzY1RQday2PHU1jLbx5UxzH0apmISSihtYq9+UWCxGRhT5H99VTXs8B3dbavgLUI7L8DjwEkQRf/d5jfP5/D7sYeZWatiAcD3dB8/awqykq+07kOD7pc01njIqE+mELqSblMJu1DM/4pGKG6qS+3yJr2YIeAay1DwP7gAqgBsgUsiiRZTPWB4MHYdO1TMxoJ7GiE4lBdSvMDMP8ZNjVFI3xOZ/dvRlaq122NKjPeCWsr3RIRQ194x7zWbVXiKxlC22r+A3gKeDXgd8AnjTGvK+QhYksmbWw72cQK4POq8KuRs6kphXcaDDaTT2f+L7lscNpIi5c2xnTDN4V4phg/rEx0DOWw9fPosiatdDnjj4HXGmt/W1r7YeBqwA9QS3FbeQojHbD5uvVa1zMHDcYrzc3AbNjYVcTuucGsozM+lzTGScZ09P7KynqGtqrXeZzMDCh/mORtWqhj7yOtXbwlLdHFvG5IivPWtj/c0hUQvsVYVcjZ1O1HiLx4B+aNbxiNzTt8fxAlo11ETpq1U4RhoqEQ0O5w+isz/icArLIWrTQgPuAMeZHxpiPGGM+AvwA+GHhyhJZohMHgl3YttwArkJG0TNOsBlIegamh8KuJhRZz/Lo4TSpmOGqDj3TEaZ1Fa/0H6dza/efNZG16g3DsTFmszHmemvtZ4C/BC7OX54A7lqB+kQWz9pgQkVZLbReHHY1slAVjUF/+EgX2LW3Yre7N8NU2nL9xjixiPqMw2SMob3GxQDd6j8WWXPOtnL8Z8AkgLX2X6y1n7bWfppgxvGfFbY0kXM08CJMDcKWtwT9rFIajIH6TsjOB7Op15BjEx77B3NsXxdhXaV+ZotBLGJorXGZz6L5xyJrzNnCcZO19vnXXpm/rrMgFYkshe/BgYeDVcjmC8KuRhYrVRv0iY92B/flGpD1LE90palMGC5tVTtFMalKONSXOYzM+Eyo/1hkzThbOK5+g/cll7EOkeXR9xzMjsK2G4OVSCktxkD9BvCyQc/4GvBMX4bptOXaDXEi2gWv6KyrdEhGDb3jHhn1H4usCWcLx7uMMf/utVcaYz4GPF2YkkTOkZeDg49AdQs0bg27GjlXySpI1cBYL/i5sKspqMEpj30ncmxrjNBUoXaKYuQYQ0dNcN90j3m4kWjIFYlIoZ3tNP4/AL5njPkQr4ThHUAM+JUC1iWyeD1PB7usXfIerRqXuroO6N0TrB7XtoddTUF4vuXxo2nKYobL29ROUcxiEUNbtUv3mMev/+4Xwy5HRArsDcOxtfYEcJ0x5ibgwvzVP7DW/qzglYksRi4Dhx4LxoHVbwi7GlmqRGUwbWSsD6qaV+U4vmf7s0zOW96+LUHU1T9zxa4q6VCXtrzrQ79P71iOtprV9zMpIoEFzTm21v7cWvvn+YuCsRSfrqcgMwPbbgq7ElkutR1BW8V4f9iVLLuRGY8Xj2XZXB+huUrtFKVifZVD9/5neexImpm0TtATWa20y52Uvuw8HH4CGrdATWvY1chySVRAWR2M9wUn6K0Snm95/EiGRNSwo13tFKXEMYa/+NyH8S08cjiN7+sEPZHVSOFYSt+RJyA3H0yokNWlriMY6baKVo9fOJZlbM7nms6YNvsoQSd6D3PthjhD0z57+lfPP20i8gqFYylt6Rk4+iSs3w6V68KuRpZbvBzK64NwvApWj8dnfZ4fyNJZ66pntYRtqIuwpSHCC8ey9I+v7okqImuRwrGUtsOPBX2pW28MuxIplNr86vFYX9iVLIm1wWYfUReu6oiHXY4s0ZXtMaqThseOpJnNqP9YZDVROJbSNTcJ3bug5RIorwu7GimUeBmUN5T86vGBoRxD0z472mIkomqnKHUR13DD5gQ5H35xOI1v1X8sslooHEvpOvSL4OWWN4dbhxReXQdYP9gYpATNZnx292ZYV+mwsV7tFKtFddLh6s4YJ6Z8nu0r3X/cROTVFI6lNM2MQu8z0H45pKrDrkYKLZaCisZgU5BcJuxqFm1nTwbPh2s64xhtULOqbKqPsrkhwvPqPxZZNRSOpTQdeAiMC5veFHYlslJqT64el1bvcd94ju5Rj4ubo1Qm9JC7Gl3VEaMm6fCo5h+LrAp6pJbSM3EMBl6EjddAojzsamSlxJLB6vFE6aweZz3Lk10ZqpKGC9ZHwy5HCiTiGN6yOY7na/6xyGpQsHBsjEkYY54yxjxrjHnRGKMN6WXprIWXfhI8zb7xurCrkZVW215Sq8fP9meYyViu6YzjOmqnWM0qk87L84+fUf+xSEkr5MpxGnirtfYS4FLgFmPMNQU8nqwFQ4dhpAs2vxmiGoe15pzsPS6B1eORGY+XjufY0hChqUJbRK8FG+oibG2M8OLxLH1j6j8WKVUFC8c2MJ1/M5q/6LkmOXfWh30/hVQNdFwRdjUSlpOrx+PFu3rsW8svjwZbRF/Rpi2i15Ir22PUpoL+42n1H4uUpIL2HBtjXGPMHmAQeNBa+2QhjyerXP/zMDUI224CRytxa1YJTK7YdyLHyKzPle3aInqtcfP9xxZ45FAaT/3HIiWnoOHYWutZay8FWoGrjDEXvvZjjDF3GmN2GWN2DQ0NFbIcKQKdHe0YYxZ9Scaj9Dz49zx1oA/TcuE53cZa5DqL/z4tx6XgXl497n/duxzXDeVrjsUTGGOoW9fGo/tG2fPYA2yoj5b+91peZSE/X5VJl//nMx9ieMbnw//h/16W+7mjozO0r7mjozOU36kwv2ZZ21ZkGr21dtwY83PgFuCF17zvLuAugB07duhf7FWuu6cXu/+hxX/iaC+MHKX9shuw+z94Tsc22248p88rZZ5vz+37vUQF/17HUlCR3zWvphXcVyZB+J7HM73pwh7/NC5ri7O7Z56uUY/pjOX9v3I7H/71wtdxWZt671fSYn6++ic8bv7AJ7nzdz9FVXJpa1Fh3s89Pd2h/U6JhKGQ0yoajDHV+deTwDuAfYU6nqxiXhbGeiBVqw0/5BVFOPd4Yt4ylbasq3DUTiGsr3RIRg294x7pnNZ+REpFIdsq1gM/N8Y8B+wk6Dm+r4DHk9VqtAd8D+o3hF2JFJNYCsrzq8de+KOzkmWVDEx4JKJQX6YR8gKOMXTUuBigeyyHbxWQRUpBwdoqrLXPAZcV6vZljcjOB2O7KpsgXhZ2NVJsattheihYPQ75n6f3/e7/Qc6HzlpXvcDysljE0Fbj0jXq0T/u0Vqtnw+RYqflDSluI0cBA7WdYVcixShell89Hgh19Xgm4/PWX/0Y9WUOqZgeVuXVKhMOTRUOY3OWkVmNdxMpdnoUl+I1NwFTQ1Ddog0/5Mxq28F6ofUeW2vpH/cYHz5GU4UeUuX0GssdKuKGgQmfGc0/FilqeiSX4mRtsBteJBaEH5EzObl6PBHO6vHQjM98Dv7hT/6DtoiWMzLG0F7jEnOhe8wj66n/WKRYKRxLcZo8DulpqNuoDT/k7Grbg5M2V3j1OJOznJjyqUwYdj+i843ljbmOobM2gm+he9TTCXoiRUrhWIqPl4ORLkhUBrNsRc4mXgbl9TAxQE15ckUOaa2lf8LDAM1V+gdOFiYRNbRWu8xmLccm1F4hUowUjqX4jHYHT483bAKd1S0LVdsBvscf3HHtihzuVTONXf2cysJVJx0ayh1GZn1GdYKeSNFROJbikpkNJg9UroNERdjVSCnJrx5/6j3X4ObmC3ooz7cMTHgko4Y6zTSWc7CuwqE8bugf93SCnkiR0aO6FI+TJ+E5DtR1hl2NlKLaDqrKEjQM7yzoYY5P+uR8aKnSzFo5NydP0Iu60DWmHfREionCsRSPmVGYHQueHo/Ewq5GSlG8jO8+9iINQ7sKtno8k/EZmfXzM40VjOXcRRzDhroIWOgazeH5CsgixUDhWIqD78Pw4WBL4OrmsKuREvalbz2E62doGN617Ld9cqZx1EEzjWVZxCOGjlqXdA56xjysJliIhE6P7lIcxvuDraLrN4LRj6Wcu+eOnmC8amuweuwt7+rx0HQw07i5ytVMY1k25XGHliqXqbRlYFL9xyJhUwqR8GXngwkVZXVQVht2NbIKnGi6DtdPUz+0fKvHmZzlxHQw07gqqYdOWV51ZQ71ZQ4jMz4jM17Y5YisaXqEl/ANHQ5eNmwKtw5ZNeaSTYxXbqFheHlWjzXTWFbC+spgi+n+CZ8pTbAQCY3CsYRrehhmRoKT8KKJsKuRVeRE0/VEvDT1Q08v+bY001hWwskJFolIsIPeXFb9xyJhUDiW8PhesGocK4OalrCrkVVmLtXEROUWGoZ34njpc74dzTSWlXRyi2nHwNGRHBmNeBNZcXqkl/CMdEEuDY2bdRKeFMTxpuuIeGkahs999VgzjWWlxSLBiDffwtHRHDlPAVlkJSmRSDjmp4IJFZXrIFkVdjWySs2l1jFRuZmGoXNbPdZMYwlLMmrorHXJ5KBr1COWSIVdksiaoXAsK8/6cOIAuLFgdJtIAR1vup6IN7/o1eOXZxq7mmks4SiPO7TXuMxmLZ/48t/ja5MQkRWhR3xZeaO9kJmBxi3gRsKuRla5c1091kxjKQZVSYeWKodLr7+FJ7oy2iREZAUoHMuKuqCjEUZ7oLwByuvCLkfWiJOrx/XDuxf08emc5cRUfqZxQg+TEq66Mpfv/f+/zOHhHM/0ZcMuR2TV06O+rBzf569+/73BarFmGssKmkutY6JiE41DT5119dhaS9+4hzHBSXgixeCeb3yZrQ0RXjiW5fmBTNjliKxqCseycg4/xtXbWoNgHImFXY2sMcfXLWz1eHTWZyZjaa50iWqmsRSRqzpjbKxzeaYvywvHFJBFCkXhWFbGxDE4+Ah3P/wcVDSGXY2sQXOp9UxUbKTxDXqPM57l2KRPecxQk1IwluLiGMN1G+N01rrs7s2y97haLEQKQeFYCs/LwbP3QizFJ77+g7CrkTXsxLrriXhz1A8/87r3nZxOYYGWas00luLkGMObNsZpr3HZ1ZNh3wkFZJHlpnAshXfgIZgagovfzdj0XNjVyBo2m2pmsmJjvvf41U9Ln7pFdDyiYCzFy3EMb94Up7Xa5anuDAcGFZBFlpPCsRTW8FE48gS0Xx7shCcSsmByxRz1I6/0Huc8S39+i+h6bREtJcB1DG/ZHKelyuWXXRkODSkgiywX/RWQwsnMwp57oKwOzn9H2NWIADBb1sxkxQYaB19ZPR6Y9PB8aFU7hZQQ1zHcuCXO+kqXx49qBVlkuSgcS2FYC89+H7JzcPmvajqFFJWTq8d1I88wOe8zPmdpLHdIRhWMpbS4juGmra+sIGuKhcjSKRxLYXTthMGDcN7boXJd2NWIvMpsWQuTFRuoHtpD/3iOeAQatUW0lKiIY7hpyytTLHb3aic9kaXQ3r2y/CaOwb6fBNtDd14ZdjUip3W86XqGjg+S9WFzrYujdgopYY5jeNOmODE3wwvHsmQ8y9UdMbUJiZwDhWNZXtk5ePo7ECuDS94DemCWInXcXU9XspHtc7uJuZfho9YfKW2OMVzdGSMaMbx4LEvWs1y/IY7j6HFYZDH0PKIsH2thz70wPwmX/xrEUmFXJHJaOT/YIjrlZLls+hfUjbx+7rFIKTLGcEVbjMtaoxwd8XjoUJqcrxYLkcVQOJblc/jxoM/4/HdATWvY1Yic0cCER86HlrokM+VtNA0+ecZd80RK0UXNMa7qiNE37vHjl+aZyyogiyyUwrEsj+EjsP/n0HyB+oylqE3MBdMpmiqC6RTH1r+FiDdH49BTYZcmsqzOa4ryls1xxuZ87t87x/icH3ZJIiVB4ViWbmYUdn8XKurhotvVZyxFK+dZ+vKbfTSWBw9/c6l1jFWfR8PQTiLZ6ZArFFleHbURbj4vQc6z3L93jmOTXtgliRQ9hWNZmmwadn0bMLDj32iesRQta4Ng7PvQ9prNPo6tuwHH92g68XiIFYoURn25y60XJEnFDD/ZP6/d9ETOomDh2BjTZoz5uTFmrzHmRWPMpwp1LAmJtfDsPTAzEpyAl6oJuyKRMxqfs0zOW5oqHRKv2ewjE69hpO4S6keeJZYeC6lCkcIpjzu86/wk6yocHj+a4Zk+zUIWOZNCrhzngP9grd0OXAN8whizvYDHk5W276dw4gCc/06o3xB2NSJnlMlZBiY8UlFDQ9npH/aON12H77isP/7IClcnsjJiEcPbtibY3BDh+YEsDx9Kk/UUkEVeq2Dh2Fp7zFq7O//6FPAS0FKo48kK634ajjwBHTt0Ap4UNWstveMeFmircc+4KUIuWs5Q/Q5qxveRnD2+skWKrBDHMVzbGWNHW4zeMY8fvjjHhE7UE3mVFdkExBjTCVwGPHma990J3AnQ3t6+EuUUjc6Odrp7ekM5dkd7G13dPef2yYOH4IX7gx3wtt+sE/CKmOO6mG03hnLcMH3xi198+fVtl13P9h1vYdfP7+W7h158w89LRuB/viPO3GN/zRcfV1+mrE7GGLavj1Jb5vDwoXl+uHeON22M01ajfcFEYAXCsTGmHPgu8AfW2snXvt9aexdwF8COHTvW1PM73T292P0PhXLscw5ME8eCyRSVTXDZr4KjczqLme95PLPnwIof97JLt674MU/1R5/8CAAzfpTD2XqqnVk+esuVwNmf5Zia2s+l8Wf4k4+9jenEugUf855vfPkcqxUJx7pKl9suSPLwwTQ/P5jm4mafS1qi2nJa1ryCJhtjTJQgGP+jtfZfCnksWQEzo/DU3RBLwpWaTCHFzbOGnmwNMTxaIhML/rzh8s1k3BTNE88GJ52KrGLlcYebtyfYVB/huYEsPzuQJpPTz72sbYWcVmGAvwJestb+P4U6jqyQ+Sl48h8BC1d9EBKVYVckckbWQl+uiiwubdExXLPwP/bWuByrvIhUdozquXDankRWUsQxXLch2FFvYNLjvhfmGJ7WPGRZuwq5cnw98FvAW40xe/KXWwt4PCmU7Dw89U+QmYErPwDl9WFXJPKGxv0kE36KJneKMmfxvcNjqQ7motWsn3gWYxUSZPUzxnBeU5Rbzk9ggftfmmfvsazGvcmaVLCeY2vto4Aal0pdLh0E4+nhIBhXN4ddkcgbamzdSH+uijKTptE9xx3vjMNA1SVsGn6Y+umDDFWct7xFihSphnKX2y9M8vjRNLt6Mxyf8iirrA27LJEVpbOp5MxyGdj5reAkvMvfBw0bw65I5A151vDv//hvMEBbdGxJg1SmEuuZSKxn3eSLuN78stUoUuziEcONm+Nc2R5jYMLjj//hMWbSGvcma4fCsZyel4Vd/wtGe+HS98K6bWFXJHJWO+fa2Lj9Cloj48TM0v+YD1RdhmNzrJ98YRmqEykdxhjOXxflXdsTeLksh0c8Tkx5arOQNUHhWF4vl4Gd34aRo3DJu6H5grArEjmrw5k6DmQa+cE//Deq3OVZ6U1HKxku30zdzGES2fFluU2RUlJX5vKFD7+JqqThxJTP4RFP0yxk1VM4llc7efLdSBdccge0XhJ2RSJnNZpL8svZDpoik3zn6//Hst728YoL8UyU5vFnNNpN1qS5mUnaq13aql3ms5YDQznGZn2tIsuqpXAsr8jMwZPfhPF+uPxXofXisCsSOau07/LQ7CbiJscNqSP43vJOl/DcOMcrL6QyfYKq+f5lvW2RUmGMoSblsLUhQjJq6B336BnzyPkKyLL6KBxLID0Nv/x7mBqEK34d1m8PuyKRs7IWHp3dwKwf4y1lh0k6uYIcZ7h8M3ORKlrGd2P8whxDpBTEIoaNdS7rKhwm5i0HB3NM6WQ9WWUUjgXmJuGJv4fZMbjy/dAU7ta/Igv1fHo9/blqdiR7aYjMFO5AxqGv5gpi3ixNUy8V7jgiJcAYQ2OFy+b6CI4DR0c8BiY8fLVZyCqhcLzWzY7BE38H6alg57t6jWuT0tCfrWTPfDMboiNsiw0V/Hgz8UbGku00Tr1ELHeO85NFVpFUzLClPkJdymF4xufQUI75rAKylD6F47VsfAAe/xvIzcPVvwW17WFXJLIgU16MX8xupNqZ45pU95LmGS/GQPWlWOPQMr57ZQ4oUuQcx9BS7dJZ65Lz4eBQjqFpjXyT0qZwvEbdduXWoMfYicC1H9HOd1IyMtblZzNbALix7DDRZZhnvFBZN8Xxyguomh+gaq5vxY4rUuwqE8HJehUJw7FJnyMa+SYlTOF4LZoY4N7PfxDK6uC6j0JFQ9gViSyIb+GRmY1M+nFuTB2m0k2veA1D5duYi1bRMv40jp9d8eOLFKuIa+iocWmtdpnTyDcpYQrHa4m1MHwUBg/xwO5DcO1vQ6I87KpEFuzp+TYGclVcnexhXXQqnCKMQ2/1lUS9OdZNPh9ODSJFyhhDbcphS0OEhEa+SYlSOF4rfB9O7IOxXqhcxx1//E8QiYVdlciC7Us38FK6ifNjJ9gaHw61ltl4PSNlm2mYPkgyMxpqLSLFKB4xbMqPfJuctxwYzDE5r5FvUhoUjteCXAb6n4OpIajrhMYteL4epKR09GSqeWqundbIGFcke8MuB4BjVReTc+K0je0Eq98nkdd6eeRbQ4SIA12jHn3jHr5WkaXIKRyvdulp6H0meLnuvGAixUqd2i+yDIZyZfxidiP17gw3lB3FKZIfX8+J0V99OansGI3T+8MuR6RoJaOGzQ0R6sscRmd9DgzlmM3oH0opXgrHq9nUEPTuASy0XgIVjWFXJLIoE16cn81sJuVkeGvZISIrOJliIcaTbYwnWlk38TzbWuvDLkekaDnG0FzlsrHOxQKHhj2OT2rkmxQnhePVyFoY6YLjL0G8HNouh0RF2FWJLMqMH+XB6a0Y4G1lB0kUaGvoJTGGvpor8J0If/2p96q9QuQsyuPByLeapGFw2ufQsKeNQ6ToKByvNn4Oju2F0R6obIKWi3XinZSceT/Cg9NbyVqXt5UdCGVk20Ll3CT91Zdz3fntNAw/HXY5IkXPdQxtNRE6alwynuXgUI5hbRwiRUTheDXJzAZtFDMj0LAJGreCo7tYSkvGuvxkZgszfoy3lh+iLjIXdklnNZbs4PtP7mP9sUeIz4+EXY5ISahKBqvI5XHDwKTP0VGPrKeALOFTclotpoag5xnwstByEVS36MQ7KTkZ6/CT6S2MeUluLDtMU2Q67JIWxhh+52vfx3eidPT8K8b3wq5IpCREXUNnrUtLlcNMJhj5Nj6n9iQJl8JxqbM+DB3O9xengv7iVE3YVYksWtY6/HR6KyNeirekjtASnQy7pEU5PjZNb9stpOZOsO7Eo2GXI1IyjDHUlblsbYgQjxh6xjy6x3KkyqvCLk3WKIXjUpZLQ99zMN4PVc3BRIpoPOyqRBYtCMZbGPbKuCF1hPbYeNglnZOJqq2M1F5M4+AvKZsujnnMIqUiHjFsqndpqnCYmLN86R8eZ3BKz8LIylM4LlWz49Cz+5X5xY2bwejulNKT9l0enN7KkFfOm1NH6CjRYHxSf/PbyMSq6ei5D9ebD7sckZJijKGpwmVTvYu1Pj96aZ7n+jP4OllPVpDSVKmxFka6gx3vnAi0Xab5xVKy5v0IP57ZxqiX4i2pw3TGxsIuacl8N0Z3++1Es9O09d4f/M6KyKKUxRy+8FvX01Hrsqc/y4P75pnRxiGyQhSOS0kuDf3Pw2h3EIjbL4N4WdhViZyTGT/Kj6a3MenFuansUMm2UpzObFkLA+vfQvXEAeo13k3knMzNTPLmTXGu3xBjZMbnX5+fo2esCOedy6oTCbsAWaCZUTixH3wvGNFW2aRpFFKyxr0EP5neQtZGeHv5wdKZSrEIQw1XUj7TS/OxnzNb1sxsqjnskkRKjjGGTQ1RGspdHjmc5qGDabY2euxojxEplr3kZdXRynGxsz4MH4WBF8CNQvvlULVOwVhK1olcOQ9Mn4fFcHP5vlUZjAEwhp62W8lFyuno/j5urvjnNYsUq8qkw7u2J9i+LsKBwRw/fHGOsVm1WUhhKBwXs+x8MI1irBcq1wf9xbFU2FWJnLOuTA0PTm8lYbK8q3wftSWwwcdSeJEkXR13EM1O09H9fW0vLbIErmPY0R7nbVvjzGctP3xxjv0nstpZT5adwnGxmh4OplFkZmDd+dC0BRw37KpEzom1sGeumUdmN1HnznBL+T7K3UzYZa2I2bJm+lreQeV0F83HHgq7HJGS11Id4d0XpWiqdHmyO8NDh9LMZxWQZfmo57jY+F7QRjExAPEKWH8eRJNhVyVyznLW4bHZTrqztWyKDXNNshvXrK0/ZKN1l5CcG6RxaCdziUbGai8MuySRkpaMGt62Nc5Lx3Ps7stw3wtzvGlTnHWVWkSSpVM4LibpaTi+DzKzwfbP9Rs0u1hK2pQX46HZzYx5Sa5I9LI9fmLNtsv3t7yVxPwwbX0PkI7XMFvWEnZJIiXNGMP29VGaKh0eOZTmwX3zXNQc5eKWKM5afaCRZaHkVQysDfqKe54BLwfNF0LDJgVjKWl92Sp+ML2dGT/GW8sOcUFi7QZjAIxLV+cdZKMVbDz6XWLp0p/pLFIM6spcbr8wyYa6CM8NaCayLJ3SV9iy88GGHsNHoawOOq6AstqwqxI5Z9bC+/79H/GzmS2UO2luK99La3Qi7LKKghdJcWTjrwOw8cg/4+ZmQ65IZHWIuoY3bYpz/cZXZiL3aiaynCOF4xD9xpsvDE66m58OZhevPz8Y1yZSojLW5XC2nnd/5DNsjg1xS/k+KtbIiXcLlY7XcmTDrxLLTrLx6HcxfjbskkRWjU31UW6/IElZ3OHnB9Ps7E7j+WvrHAdZOoXjMGTnYc89fPuzvwGxpGYXS8mzFsa8JAcyDczbCH/xXz7MdaluImvsxLuFmi1rpbv93aRmB+jsugfje2GXJLJqVCYdbt2e4LymCC+dyHH/3nkm59VmIQtXsHBsjPlrY8ygMeaFQh2jJI32wC/ugoEX+KN//Bm0XhoEZJESlbMOPbkaenM1JEyOrbEhnvrpv4RdVtGbqN5GX+vNVE0dob3nXzUDWWQZuY7hqo44N22JM532ue+FOY4Mq81CFqaQK8d/C9xSwNsvLV4OXvoJPPF3wYl2136EL939kFaLpWRZG2wDvT/TwKSfYJ07yaboMDGjVdCFGqm7lP7mm6iZ2E9b7/3BN1VElk1bTYR3X5Sktszh0SNpHj2cJuvp90zeWMFGuVlrHzHGdBbq9kvKeD/suRdmRoIWivPfDpF42FWJnLO0dRnIVTHlJ0iaDG2RERKOVmXOxVDDVThelvUnHgXj0Nt6sybViCyjspjDO89L8Fx/lucHsgzPeLx5U5y6Ms1EltMLfc6xMeZO4E6A9vb2UGro7Ginu6d32W83FnH5ow/exGd/7U30j0zysT+/lwef+cKyH+dcuI7BaNVaFsm3MOSVM+hVYLCsdyeod2f0BMgSnWi6DoPPuhOPY6xHT9utiwrIX/ziFwtYnUg4HNdd9r9T513+Zj7+xb9iZLKOb/2Pz/GTf/6fr/uY9vYOuru7lvW4xa6jo5Oenu5Qjl2M3+/Qw7G19i7gLoAdO3aE8lxHd08vdv9Dy3uj81NwYn+woUdlE+1b3sSPr3/Pqz7EbLtxeY+5CJ5vl/9rXoAwv2ZZmmk/Rn+uirSNUuXM0RyZIGrUJ7ssjOH4ujfjmwjNxx/B8XN0t78bu8At4//okx8pbH1ncM83vhzKcWVt8D2PZ3rTy367Oc/SO+7xW//xq3zi839Ka7VLxHklhF/Wtvae2e3p6S7I93ohivH7HXo4XnWsH5x0N9oDbizY0ENzi6WEZazLsVwFE36KGDk2REeocMJ5EF3tBpuuxToRWgZ+hnM0TVfne/Hd4vvDIVLKIq6hs9ZlZMbn2KTPwcEc7TUuZXG1M0lA4Xg5pafh+H7IzEBFY7DLneYWS4nKWcOgV8GIVwZAoztFozuFoxaKghpquBLPjdPW+wCbD/0TRza+j1y0IuyyRFYVYwz15S6pmEPPWI7DIx5NFZbGcgVkKewot7uBJ4Btxpg+Y8y/LdSxQuf7MNKV3/45A+svgHXnKRhLSfItDObK2ZdpYtgro9qZZVvsBOsiCsYrZbT2Yo5seB/xzDhbD36TxNxQ2CWJrEqpmGFLQ4TqpOHElM+REY+ahvVhlyUhK+S0ig8U6raLytwEnDgA2TmtFktJsxbG/BQnchVkcalw5lnvTmoKRUimKjdyaNMH2Hj0O2w59A/0tN3GRPW2sMsSWXVcx9BeE6Ei7tM/4fFf//GXdI3m6KzVk+trlZ4/OFdeLgjFfc8GfcbNF2q1WEqSb2HES7Ev00hfrpqI8dgYHWZDdFTBOGRzqXUc2PrbzCfq2dB9D+uO/0KzkEUKpCblsKUhwoneIzxyKM0vDs+Tyen3bS3Sv0XnYnoYBg8FLRTVLVDXCQs8q1ykWPgWRv0UQ7lyskRImgwtbnCynUazFY9stIJDmz5Ia9+PWXficVKzx+hpu41ctCzs0kRWnXjE8F/vfDu7u2d5rj/Liak5rt8QZ32V/savJQrHi5FLB6F4ZgTiZdB8ASR0ooyUFs8aRr0UQ145OVxSJkNrZIRyo1BcrKwTobftXcym1tMy8FO2HfgbuttvZ7qiM+zSRFYd3/O4pCVGS5XLo0fSPLh/nvObIlzWFnvVyDdZvRSOF8JamDgGI0eD1+s2QE2LdrGSkpK1DiNeGSNeGR4OZSZNe2SMMpNRKC4FxjBSfxkzZS10dn+fTUe+zWDDVcSjehgXKYT6cpfbL0iyuy/DSydy9E94XLchTmOFVpFXOz2qns38FAwdCl4mq6FxC8SSYVclsmDzfoQhr4xxP4UFKp15Gtxpypxs2KXJOZhPNnJgy4dpHvgZTUNPsfu/f5xIZoTZWF3YpYmsOhHXcFVHnNbqCE8cTfPAS/Nsa4xweVuMqKtVhdVK4fhMvGwwnm3iWHCSXdNWqGhCS2xSCqyFY7lK/rc//WcOZBsx+NQ6s9RHpokbL+zyZIl8N0Zf2y1MVG2lYugbtA7+hMHybZyovADf0UnBIsutucrlPRcleaYvw74TOfrGPa7pjNFSrRi1GulefS1rYfJE0ELhZaGqOTjhztW3Sopf1jocztSxP93IhJ9k4/YamtxJ6txZItrqedWZqtzIWz7xNQ7/4K9omt5HzVwP/dWXM5Fo0T/yIsssml9F7qwNVpF/eiDNxjqPHe0xElH9vq0mSnynOrWFIlEJLRdBvDzsqkTOasqLsy/TwKF0PVki1LkzXJ86wnlv2sHOnS+EXZ4U0ORsmr6aqxhLbaB1fBcbRh5lMr6OgerLmI9WhV2eyKrTWOFy+4VJnh/I8vyxLP0TOS5vjbG5IYLRP6WrgsIxUF2WgMGDaqGQknKydWJfupG+XBUGS0d0jPPjg9S7MxgDuWwm7DJlhczEG9jfeDMN0wdZN/kC2048wEjZRo5XXkTOTYRdnsiq4jqGS1tjdNRGeLIrzRNdGQ4M5biqI0ZDuU7YK3VrOxxbC33PcuCuTwXBWC0UUgIy1uVwpo4D6QYm/CQJk+Xi+DG2xodI6SS7tc04DFVsYzTVybqpF6mfPkjNbBcjZVsYrDhPIVlkmdWkHG4+P8HREY+nezPcv3eeTfXBCXtJtVqUrLWdAo2BEwc40D9Cw0VvVguFFLWRXJIDmUaOZmrJ4b7cOtEZHcM12sVJXuG5cfqrL2eobAvrpl6kYXo/9TMHGS7bnA/JmrgjslyMMWysj9BW4/LcQJaXjmfpGctxSXOMbU0RXM1GLjlrOxwDXHIHb77q/fh3/GbYlYi8jmcNXdla9qcbGPbKcfHYEBtlW2yIushs2OVJkctEK+ipvYYTFdtpmtpLw/QB6mcOKSSLFEDUNVzRFmNzfYSdPRl29WZ46USWi1uibKqP4KhVs2QoHEfjWKtVNykuk16cA5kGDmXqydgIlc4cVyZ72BgdIe5oFJssTjpaSU/tNRyvvICmyXxInj7IeKqdofJtzMVqwi5RZNWoSjq8bWucY5M+e/oyPHE0wwsDWS5tjdFZ6+qkvRKgcCxSJHwLfdlq9mcaOJarwuDTHh1nW2yIpsiUzg+VJctEKuitvZoTldtpmDpA7exRame7mI41MFS+lYmkdv4UWQ7GGJqrXNZXJugb93imL8MvDqd5YcDh0tYordUKycVM4VgkZLN+lEOZeg6kG5i1MVImw6WJfjbHhnWCnRREJlJBf80VHK+6iNqZI9RPH2TD6GNk3BRD5VsYTW3A08l7IktmjKGtJkJrtUvXqMeevgw/P5imKmnY3hRlY716kouRwrFICKyFE7kK9mca6MlWY3FYH5ngqlgPrdFx9FgpK8FzYgxVnMdQ+Vaq5gdomNpPy8SzrJ94nolkCyNlm5iOa6ylyFIZY9hQF6GjxuXoaI69x3M80ZXhmb4MWxujbGuKarpFEVE4FllBGd/lcPaVMWwxk+P8+CBbY0NUuumwy5O1yjhMJFuZSLaSyI5TN3OEmpkuauZ6SbtljJRtZLRso07gE1kixzFsqo+ysS7CiSmfvcezPDeQ5YVjWTbWR9jaEKGuzFHLRcgUjkVWwGCunAPperqzNXi41LvTXJ86Skd0lIjGsEkRmY9W0199OQNVl1A110v99GGaJ59n/eQLTCbWMZbawESyBWu00YHIuTLGsK7SZV2ly8Scz0snshweznFoKEdN0mFzQ4TOuohWk0OicCxSIPO+y5FMPV/+1i4emD6PKB6bYiNsiQ1rDJsUPWtcxlOdjKc6iWcnqZ09Ss1sF1Wjj+OZKGOpdq47vz3oEdIql8g5q0o6XNMZ5/LWGEdHg4C8syfDrp4MjRUOHbUR2mtcUjGdLLtSFI5FltHJXuIDmXp6sjX4OMzNPMW1yaN0xsaIGj/sEkUWLR2t5FjVJRyrvIjy9CC1s13UzHbx2J98jPS+uxituZCxmgvIxKvDLlWkZMUihm2NUbY1Rhmb9ekezdE9luOp7gxPdUNjeRCUW6pcKhJGrRcFpHAssgzm/AiHM3UczDQw5SeIkmNLbIit8WFq/+1b+dL+h8IuUWTpjMN0Yh3TiXU4/hV89T9+kL/4wqdZd+JR1p94lOmyNsZqtjNetQ0vov5kkXNVk3KoScW4tDXG+JxPz2iO7lGPnT0ZdgKpqGFdpUNTvjWjIq5V5eWkcCxyjnwLx3OVHMzU05utxsehwZ3i4tQxOqJjRLRKLKuY70T5h589y6f/7v1EM5PUjL1I7dgLtPX9iNa+B5ms3MBY9XYmKzfju7GwyxUpWdVJh+qWGBe3wOS8z/FJj2OTHgMTHkdGgk2hymKGhnKH2jKH2pRDTcpVv/ISKByLLNK4l+Bwpo6jmTpmbYyYybEtPsiW2DDV7nzY5YmsuGysksGmaxlsvIbk/CDVY3upGX+JqsnDeE6UycrNjFVvZ6piA9bRiXwi56oy4VCZcNjaGMVay8Sc5fiUx/FJj6Fpn67RV3ZQTUYNtSmHqqRDRdxQHjdUJBzKYkazlc9C4VhkAeZ9l65sLYcz9Yx4ZRgszZEJdsR6aYuO42rihAgYw1yyiblkE8fW30jZTB8143upHt9PzfhL5NwE41XbGK/ZznRZq3bjE1kCYwzVKUN1yuG8pigA6ZxlbNZndNZndMZndDZYZfZf8yeqLGYoixkSUUMyarjj3/5nRmY8Io4h4gQj51wDjgOuYc31Nysci5yBZw392SoOZ+voz1bh41DjzLIj0cuG2AhJJxd2iSLFyxhmytuYKW+jr+XtVEx1UTO2l5rxvdSPPksmUs54zfmMV5/HbHK9Jl6ILIN45JURcSdZa5nLWqbSlum0z9S8ZTptmcn4TMz5HJ+0/Oqdn6d/4sytgI4JLq4DjnklOJ+83jHmlded17x98v2nfHyxB26FY5FT+PlpE13ZWnqy1aRtlITJcl58kI2xEWrdubBLFCk9xmWqchNTlZtwvAyVk4eDkDz8NI1DO8lEKxmv3sZ41TZmU80KyiLLyBhDKmZIxaCp4vRtTZFojCcOTZH1wPMtng3+Hnq+zb8E39r8y+DtXC54X3Cxr1udPmtdBEH5lg/+3tK/yGWmcCxrnm9h0CunK1NLT7aGeRslgkdrdJyNsVGaIxPazllkmfhuLFgxrjkfNzdP5eRBqsf3nxKUK5io2sp41XnMlLUoKIusAC+XJeoaoi4EsXXxrLVYwPd5XWh+JWC/+jrfQv+Rl5bzS1kWCseyJnnWcDxXQW+2mt5sNXM2hotHa3SCzugoLdFJTZsQKTAvkmCs9iLGai/C8dJUTR6ienwfdSN7aBh+mmyknPGqrUxUb833KOtkPpFiZYwJVoNf9Wt69qD9/C9/UqiSzpnCsawZqYpqjmRq6c1WM5CtIotLBI/m6CQd0V5aoxPapEMkJL4bZ6zmAsZqLsDx0lROHqZ6Yj91o8/RMLKbnBtnsmITk5WbqUzFwy5XRFYxhWNZtayFES/FQK6KY9lK/vyBozw6G/QQd8ZGaYuOsz4yqUkTIkXGd+OM12xnvGY7jpehYrqLyomDVE0epnZ8L8P/9J+ZP/wtJio3M1WxgXS8Vu0XIrJsFI5lVZn2YxzPVjCQq+RYrpK0Dcbb1Loz3P/NP+P//eTt1Lsz+jsqUiJ8N8ZE1VYmqrbSa33KZgf47v/5cf7gNxtoHfgpAJloJZMVG5iq2MB0RQeemwi5ahEpZQrHUrKshUk/wYlcOSdyFQzmypmxwdOtSZOhJTJBc3SS5sgkCSfHu7/+Rf75D24KuWoROWfGYaaslT/8uwe55b/eRyw9TsV0FxVTR6kZf4n60WexGGZT65kub2e6rJWZslZ8V20YIrJwCsdSMub9CCNeihGvjOFcimGvnPn8ynDCZGmKTHFB5DhNkWmqnTmtDouscpl4NSPxSxmpuxSsR9nMMSqmjlAx3U3j4FM08UsswcYk0+VtzJS1MpNqJhctD7t0ESliCsdSdKyFGT/GuJ9kzEsymg/E0/4rqz+VzhzNkQmaItM0RaaocNIKwyJrmXGZKW9lpryV44Dxs5TN9FM+00v5dC/1w7tpHNoJQCZazmyqmdnkOmZT65lLrVMrhoi8TOFYQpOzhmk/zqSfYMqLM+EnGPeSjHtJcrwyC6bcSVPnzrA1Nki9O0ttZIaYpkqIyBuwTpTpik6mKzoBMH6O1NxxUrPHSM4ep2z2GNUTB17++Ey0krlEPfOJBuaTDcwn6pmP12Ed/ZkUWWsK+ltvjLkF+O+AC3zDWvuVQh5PikvWOsz4MWb9GDP5y0c/9xf8aHorU16CWRt71ccnTJZqd47NsWGq3Tlq3Dmq3HlixgvpKxCR1cI6kaCtoqz15evc3DzJuWOkZo+TmB8mOT9ExXQXjg3++bYYMrFKMrFq0vEa0rFq3nvt+STmBslGK/HcuKZkiKxCBQvHxhgX+AvgHUAfsNMY831r7d5CHVMKx7OGrHXJWpeMdZm3EeZthLQfffn1eT/CvI2Szr+efd2Pl+WS627Gtw7rIpNUumkqnDQVzjwVTpq4oxAsIivHiySYrtjAdMWGV660HvH0GMn5IRLzw8TS48QzY1SP7yfizfG9z30ADvxN8PlOlGyknGysgmy0gmyknFw0Rc5N4kWSr37pxsE4IX2lIrIYhVw5vgo4ZK09AmCM+RZwB7CqwrE9ZUTuK6+a17x96vvNy9fHk2VkrfOq9518p33N5/j5z/OtwRJcfMDak+87/XW+NXgYPOvg4eRfGn7l332Op+da8azJXx+8zFnn5RCcxSWbf9vnzA/qBp+EyZEwOeJOjnJnhkQkR8rJknIylDkZykyGpJMlcvVbsPsfWtw3WURkpRiXdKKedKL+de9yvXk+8rbz+O499xPNThHNThPNTBHNTlE200c0O/XyqvNrWcBzE3j5oOw7UTwnhu9E8d0o/snX89dbJ4I1Lr5xscbh3Vdtg8FDwfZjJy/GOeV1N7+KbV798o2ug9N8jIgUMhy3AL2nvN0HXF3A452Tn+6f566HB/nH8eBkjDMF2jO9vRR3PXSCuyeW5aYW7b0f+0P2pX1c4+Pi4xqbf+kTNR5lJk0s//rrLyfDcJaEyRE1nh5TRWTV89wEuw8fY7z6/NN/gLW4fho3N0fEm8u/nH/N23O4XgbHzxDNTeP4WRw/g+Nncb1sfonj9b7/hQ/BzrsL+NWdZF73Jy577x/hPvt/c7q/ffaMj/0L/aNw5o+b+c7nSTz3p6ccazF/aM79j9Lk//ocPPB/nfPnl6LJ//U5Us//t1CO/Z9+7U2hHPeNGGsLszuYMeZ9wC3W2o/l3/4t4Gpr7Sdf83F3Anfm39wG7C9IQWtbPTAcdhGyJLoPS5/uw9Kn+7C06f4rfct5H3ZYaxtO945Crhz3A22nvN2av+5VrLV3AXcVsI41zxizy1q7I+w65NzpPix9ug9Ln+7D0qb7r/St1H1YyLMDdgJbjDEbjDEx4P3A9wt4PBERERGRJSnYyrG1NmeM+STwI4JRbn9trX2xUMcTEREREVmqgs45ttb+EPhhIY8hC6K2ldKn+7D06T4sfboPS5vuv9K3IvdhwU7IExEREREpNZpILiIiIiKSp3C8BhhjXGPMM8aY+8KuRRbPGFNtjPmOMWafMeYlY8y1YdckC2eM+d+MMS8aY14wxtxtjEmEXZO8MWPMXxtjBo0xL5xyXa0x5kFjzMH8y5owa5Q3dob78E/yj6PPGWO+Z4ypDrFEOYvT3YenvO8/GGOsMeb1u/UsA4XjteFTwEthFyHn7L8DD1hrzwMuQfdlyTDGtAC/D+yw1l5IcHLy+8OtShbgb4FbXnPdfwZ+aq3dAvw0/7YUr7/l9ffhg8CF1tqLgQPAH650UbIof8vr70OMMW3AO4GeQh1Y4XiVM8a0ArcB3wi7Flk8Y0wVcAPwVwDW2oy1djzUomSxIkDSGBMBUsBAyPXIWVhrHwFGX3P1HcDf5V//O+C9K1mTLM7p7kNr7Y+ttbn8m78k2H9BitQZfg8B/hvwn3j9psbLRuF49fszgh+i0+9JKsVuAzAE/E2+NeYbxpiysIuShbHW9gNfJVjhOAZMWGt/HG5Vco6arLXH8q8fB5rCLEaW7KPA/WEXIYtjjLkD6LfWPlvI4ygcr2LGmNuBQWvt02HXIucsAlwOfN1aexkwg57OLRn5vtQ7CP7JaQbKjDG/GW5VslQ2GPOkUU8lyhjzOSAH/GPYtcjCGWNSwH8BvlDoYykcr27XA+8xxnQB3wLeaoz5ZrglySL1AX3W2ifzb3+HICxLaXg7cNRaO2StzQL/AlwXck1ybk4YY9YD5F8OhlyPnANjzEeA24EPWc2yLTWbCBYans3nmlZgtzFm3XIfSOF4FbPW/qG1ttVa20lwEtDPrLVatSoh1trjQK8xZlv+qrcBe0MsSRanB7jGGJMyxhiC+08nVJam7wO/nX/9t4F7Q6xFzoEx5haCNsP3WGtnw65HFsda+7y1ttFa25nPNX3A5fm/k8tK4Vik+P0e8I/GmOeAS4Evh1uOLFR+xf87wG7geYLHXO3SVeSMMXcDTwDbjDF9xph/C3wFeIcx5iDBMwJfCbNGeWNnuA+/BlQADxpj9hhj/meoRcobOsN9uDLH1rMKIiIiIiIBrRyLiIiIiOQpHIuIiIiI5Ckci4iIiIjkKRyLiIiIiOQpHIuIlBhjzO/kNxgREZFlpnAsIlIEjDH21E16jDERY8yQMea+13zcF4Axa+3YGW7nIWPMjvzrPzTGVBeybhGR1SYSdgEiIgIEW4NfaIxJWmvngHcA/a/9IGvtlxZ6g9baW5exPhGRNUErxyIixeOHwG351z8A3H3yHcaYMmPMXxtjnjLGPGOMuSN/fdIY8y1jzEvGmO8ByVM+p8sYU59//R5jzNPGmBeNMXeu3JckIlJaFI5FRIrHt4D3G2MSwMXAk6e873MEW8BfBdwE/Ikxpgz498CstfZ84I+AK85w2x+11l4B7AB+3xhTV6gvQkSklKmtQkSkSFhrnzPGdBKsGv/wNe9+J/AeY8x/zL+dANqBG4D/ccrnP3eGm/99Y8yv5F9vA7YAI8tYvojIqqBwLCJSXL4PfBW4ETh1ddcAv2at3X/qBxtjznqDxpgbgbcD11prZ40xDxGEaxEReQ21VYiIFJe/Br5orX3+Ndf/CPg9k0/DxpjL8tc/Anwwf92FBO0Yr1VFMOFi1hhzHnBNQSoXEVkFFI5FRIqItbbPWvs/TvOuPwaiwHPGmBfzbwN8HSg3xrwEfAl4+jSf+wAQyX/MV4BfLn/lIiKrg7HWhl2DiIiIiEhR0MqxiIiIiEiewrGIiIiISJ7CsYiIiIhInsKxiIiIiEiewrGIiIiISJ7CsYiIiIhInsKxiIiIiEiewrGIiIiISN7/B/miqHl6BkJoAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 864x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.histplot(x = data['Média'], hue = data['Depois'], bins=20, kde=True, palette = 'pastel')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "AEpR0TDl_ACe",
    "outputId": "72aa2114-6214-4cc7-e967-a968adf37bc5"
   },
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import GaugeRnR\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.ticker import PercentFormatter\n",
    "import seaborn as sns\n",
    "import pandas as pd\n",
    "plt.style.use('seaborn-colorblind')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "id": "bfGJtpCk_6MW"
   },
   "outputs": [],
   "source": [
    "\n",
    "# Fonte: https://www.kaggle.com/nalkrolu/statistical-process-control-quality-control/notebook#X-R-Control-Chart\n",
    "\n",
    "class XR_ControlChart:\n",
    "    \n",
    "    def fit(self,data):\n",
    "        \n",
    "        self.sample_size = len(data[0])\n",
    "        self.number_of_sample = len(data)\n",
    "        self.X = np.zeros((self.number_of_sample,1))\n",
    "        self.R = np.zeros((self.number_of_sample,1))\n",
    "\n",
    "        for i in range(self.number_of_sample):\n",
    "            self.X[i] = data[i].mean()\n",
    "            self.R[i] = data[i].max() - data[i].min()\n",
    "        \n",
    "        self.data = data\n",
    "        \n",
    "    def ControlChart(self,A2,D3,D4):\n",
    "\n",
    "        ucl_X   = self.X.mean() + A2*self.R.mean()\n",
    "        cl_X    = self.X.mean() \n",
    "        lcl_X   = self.X.mean() - A2*self.R.mean()\n",
    "\n",
    "        ucl_R   = D4*self.R.mean()\n",
    "        cl_R    = self.R.mean() \n",
    "        lcl_R   = D3*self.R.mean()\n",
    "        \n",
    "        plt.figure(figsize=(15,5))\n",
    "        plt.title(\"Boxplot for {} Observations\\nSample Size {}\".format(len(self.data),len(self.data[0])))\n",
    "        plt.boxplot(self.data.T)\n",
    "        plt.show()\n",
    "\n",
    "        plt.figure(figsize=(15,5))\n",
    "        plt.plot(self.X,marker=\"o\",color=\"k\",label=\"X\")\n",
    "        plt.plot([ucl_X]*len(self.X),color=\"r\",label=\"UCL={}\".format(ucl_X.round(2)))\n",
    "        plt.plot([cl_X]*len(self.X),color=\"b\",label=\"CL={}\".format(cl_X.round(2)))\n",
    "        plt.plot([lcl_X]*len(self.X),color=\"r\",label=\"LCL={}\".format(lcl_X.round(2)))\n",
    "        plt.title(\"X Chart\")\n",
    "        plt.xticks(np.arange(len(self.data)))\n",
    "        plt.legend()\n",
    "        plt.show()\n",
    "\n",
    "        plt.figure(figsize=(15,5))\n",
    "        plt.plot(self.R,marker=\"o\",color=\"k\",label=\"R\")\n",
    "        plt.plot([ucl_R]*len(self.X),color=\"r\",label=\"UCL={}\".format(ucl_R.round(2)))\n",
    "        plt.plot([cl_R]*len(self.X),color=\"b\",label=\"CL={}\".format(cl_R.round(2)))\n",
    "        plt.plot([lcl_R]*len(self.X),color=\"r\",label=\"LCL={}\".format(lcl_R.round(2)))\n",
    "        plt.title(\"R Chart\")\n",
    "        plt.xticks(np.arange(len(self.data)))\n",
    "        plt.legend()\n",
    "        plt.show()\n",
    "        \n",
    "        plt.figure(figsize=(15,5))\n",
    "        plt.subplot(1,2,1)\n",
    "        plt.boxplot(x=self.X)\n",
    "        plt.title(\"Boxplot X\")\n",
    "        plt.xlabel(\"X\")\n",
    "        plt.subplot(1,2,2)\n",
    "        plt.boxplot(x=self.R)\n",
    "        plt.title(\"Boxplot R\")\n",
    "        plt.xlabel(\"R\")\n",
    "        plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "id": "YWZrYRZtBY5Z"
   },
   "outputs": [],
   "source": [
    "data_controle = np.array(data[['P1','P2','P3','P4']])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "id": "VSARSjyQAAs-",
    "outputId": "778e4275-d26b-4523-f3e3-afda333bd2c9"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAA2cAAAFNCAYAAACE4xccAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAAYkklEQVR4nO3df4zneV0f8OfL3bN6noW93orIsS7V5jpmYxHnD6xbcUXtVVFMY1I2oAKbrqa6oj1KgdGSpp2GRhTottVs2eMg4piWoq0aDRddvG4KtAsccjhEjR6wyHlL91RAL9zRV/+YueveuD9nvjOf9+w8Hsnm5vv5fr7f9/O7ueS9z3m/v59PdXcAAACY1hdMHQAAAADlDAAAYAjKGQAAwACUMwAAgAEoZwAAAANQzgAAAAagnMEWqaquqq+eOgcAjMYcCSuUM3acqrq/qv6yqj5TVQ9V1a9V1dOnzvWYqnpxVZ2+zPO7qup/VdXCmmP/u6pevjUpAbgebfc5cvWcd1XVw6uf4VNV9Y6qeupWZYSNUM7Yqb6ru29K8tQkf5Lk+MR5rlp3fz7JS5P886r626uHX56kk7x+smAAXC+27Rx5gR9Z/QxfneSmJK+bOA9cFeWMHa27H07y9iRf89ixqnpSVb21qs5V1Uer6ieq6guq6uaqOltV37V63k1V9QdV9f2rj++qqp+rqrur6tNV9dtV9ZUXG/cyY8wl+bkk37D6G78/vUTu+5L8TJI3rb7m1UmOrBY3ANiw7TpHrvkMf5rkl5M8c2N/G7A1lDN2tKq6Mck/SvKeCw4fT/KkJH8zyXOSfH+Sl3T3+aysWP2nqvqyrKxS3dvdb73gtS9M8q+S3JLk3iRvu8TQlxpjOckPJXl3d9/U3U++TPx/s/oe/yPJG7r7Q1f5sQHgirb5HPnYZ/gbSf5hkj+4io8Mk9s9dQCYyC9X1aNJviTJuSR/P1n57laSFyR5Znd/Osmnq+qnk3xfkpPd/c6q+i9JfjPJzUm+ds37/lp337P6XgtJ/qyqnt7dH3/shCuNcbUfoLs/V1XvTXIkl57gAOBabfs5Msm/W33dX0/ywawURxielTN2qu9Z/Y3bFyX5kSS/XVVfnpXf5t2Q5KMXnPvRJE+74PGJJAeS3NXd/2fN+z4+wXT3Z5KcT/IVa865mjGuqKr+XpLvSfKWJG+8ltcCwGVs+zkyyY9295OyUhD3JLn1Gl8Pk1DO2NG6+/Pd/Y4kn09yMMmnkjyS5MJ98PuSfCJ5/Dd6J5K8Nck/uchlfx+/olVV3ZSV3xz+8ZpzLjtGVi7scVlV9cVZ+Q3iy5P8cJLbqupFV3odAFyt7TpHrvkMH0ryr5P8h6qqa3ktTEE5Y0erFc/Pym/VllcvqPGfkyxW1Zeufln5nyb5+dWXvDorE8NLk/xUkreuTkaP+Y6qOlhVX5iVffXvuXC7RvL41RYvN8afJLl19T0u5V8mub+77+ruzyb5wSSvr6pb1vt3AQAX2sZz5FpvSfKUJN99Da+BSShn7FS/UlWfSfLnSRaT/EB3f3j1uWNJPpvkD5OcTvILSe6sqq/PygTx/auTx7/NyiT0ygve9xeSvCYrWzW+PsmlVrMuOsbqc7+V5MNJHqiqT619YVXNZ6WM/eBjx7r77iS/GtsbAdi4bTtHXkx3fy4r8+NPXs35MKXqvqbVYeASququJGe7+yemzgIAIzFHwtWxcgYAADAA5QwAAGAAtjUCAAAMwMoZAADAAJQzAACAAezeysFuueWW3r9//1YOCcAE3ve+932qu/dOnWO7MD8C7ByXmyO3tJzt378/Z86c2cohAZhAVX106gzbifkRYOe43BxpWyMAAMAArljOqurOqnqwqu67yHN3VFVX1S2bEw8AAGBnuJqVs7uS3L72YFU9Pcm3J/nYjDMBAADsOFcsZ919T5LzF3nq9UlekcSN0gAAADZoXd85q6rnJ/lEd39wxnkAAAB2pGu+WmNV3Zjk1VnZ0ng15x9NcjRJ9u3bd63DAQAA7AjrWTn7qiTPSPLBqro/ya1J3l9VX36xk7v7RHfPd/f83r1ueQMAAHAx11zOuvtD3f1l3b2/u/cnOZvkWd39wMzTAQBw3VlaWsqBAweya9euHDhwIEtLS1NHgiFczaX0l5K8O8ltVXW2qo5sfiwAAK5HS0tLWVhYyPHjx/Pwww/n+PHjWVhYUNAgV3e1xsPd/dTuvqG7b+3uk2ue39/dn9q8iAAAXC8WFxdz8uTJHDp0KDfccEMOHTqUkydPZnFxcepoMLlrviAI7FRVteVjdrtTBQDXl+Xl5Rw8ePAJxw4ePJjl5eWJEsE41nUpfdiJuntdfzb6WgC4nszNzeX06dNPOHb69OnMzc1NlAjGoZwBALBlFhYWcuTIkZw6dSqPPPJITp06lSNHjmRhYWHqaDA52xoBANgyhw8fTpIcO3Ysy8vLmZuby+Li4uPHYSdTzgAA2FKHDx9WxuAibGsEAAAYgHIGAAAwAOUMAABgAMoZAADAAJQzAACAAShnAAAAA1DOAAAABqCcAQAADEA5AwAAGIByBgDrVFV3VtWDVXXfRZ67o6q6qm6ZIhsA249yBgDrd1eS29cerKqnJ/n2JB/b6kCwHSwtLeXAgQPZtWtXDhw4kKWlpakjwRCUMwBYp+6+J8n5izz1+iSvSNJbmwjGt7S0lIWFhRw/fjwPP/xwjh8/noWFBQUNopwBwExV1fOTfKK7Pzh1FhjR4uJiTp48mUOHDuWGG27IoUOHcvLkySwuLk4dDSa3e+oAAHC9qKobk7w6K1sar3Tu0SRHk2Tfvn2bnAzGsby8nIMHDz7h2MGDB7O8vDxRIhiHlTMAmJ2vSvKMJB+sqvuT3Jrk/VX15WtP7O4T3T3f3fN79+7d4pgwnbm5uZw+ffoJx06fPp25ubmJEsE4lDMAmJHu/lB3f1l37+/u/UnOJnlWdz8wcTQYxsLCQo4cOZJTp07lkUceyalTp3LkyJEsLCxMHQ0mZ1sjAKxTVS0l+eYkt1TV2SSv6e6T06aCsR0+fDhJcuzYsSwvL2dubi6Li4uPH4edTDkDgHXq7sv+a3J19QxY4/Dhw8oYXIRtjQAAAANQzgAAAAagnAEAAAxAOQMAABiAcgYAADAA5QwAAGAAyhkAAMAAlDMAAIABKGcAAAADUM4AAAAGoJwBAAAMQDkDAAAYgHIGAAAwAOUMAABgAFcsZ1V1Z1U9WFX3XXDsp6rqI1X1O1X1S1X15E1NCQAAcJ27mpWzu5LcvubY3UkOdPfXJvm9JK+acS4AAIAd5YrlrLvvSXJ+zbF3dvejqw/fk+TWTcgGAACwY8ziO2cvTfLrM3gfAACAHWtD5ayqFpI8muRtlznnaFWdqaoz586d28hwAAAA1611l7OqenGS5yV5YXf3pc7r7hPdPd/d83v37l3vcAAAANe13et5UVXdnuQVSZ7T3X8x20gAAAA7z9VcSn8pybuT3FZVZ6vqSJJ/n+RLk9xdVfdW1c9tck4AAIDr2hVXzrr78EUOn9yELAAAADvWLK7WCAAAwAYpZwAAAANQzgAAAAagnAEAAAxAOQOAdaqqO6vqwaq674JjP1VVH6mq36mqX6qqJ08YEYa0tLSUAwcOZNeuXTlw4ECWlpamjgRDUM4AYP3uSnL7mmN3JznQ3V+b5PeSvGqrQ8HIlpaWsrCwkOPHj+fhhx/O8ePHs7CwoKBBlDMAWLfuvifJ+TXH3tndj64+fE+SW7c8GAxscXExJ0+ezKFDh3LDDTfk0KFDOXnyZBYXF6eOBpNTzgBg87w0ya9f7ImqOlpVZ6rqzLlz57Y4FkxneXk5Bw8efMKxgwcPZnl5eaJEMA7lDAA2QVUtJHk0ydsu9nx3n+ju+e6e37t379aGgwnNzc3l9OnTTzh2+vTpzM3NTZQIxqGcAcCMVdWLkzwvyQu7uyeOA0NZWFjIkSNHcurUqTzyyCM5depUjhw5koWFhamjweR2Tx0AAK4nVXV7klckeU53/8XUeWA0hw8fTpIcO3Ysy8vLmZuby+Li4uPHYSdTzgBgnapqKck3J7mlqs4meU1Wrs7415LcXVVJ8p7u/qHJQsKADh8+rIzBRShnALBO3X2xf12e3PIgAFwXfOcMAABgAMoZAADAAJQzAACAAShnAAAAA1DOAAAABqCcAQAADEA5AwAAGIByBgAAMADlDAAAYADKGQAAwACUMwAAgAEoZwAAAAPYPXUAAAC2r6qaZNzunmRc2EzKGQAA67aRklRVShZcwLZGAACAAShnAAAAA1DOAAAABqCcAQAADEA5AwAAGIByBgAAMADlDAAAYADKGQAAwACUMwAAgAEoZwAAAAO4Yjmrqjur6sGquu+CYzdX1d1V9fur/92zuTEBAACub1ezcnZXktvXHHtlkt/s7r+V5DdXHwMAALBOVyxn3X1PkvNrDj8/yVtWf35Lku+ZbSwAGJ/dJQDM0nq/c/aU7v7k6s8PJHnKjPIAwHZyV+wuAWBGNnxBkO7uJH2p56vqaFWdqaoz586d2+hwADAMu0sAmKX1lrM/qaqnJsnqfx+81IndfaK757t7fu/evescDgC2DbtLAFiX9Zaz/57kB1Z//oEk/202cQDg+nG53SV2lgCw1tVcSn8pybuT3FZVZ6vqSJLXJvm2qvr9JN+6+hgAuMrdJXaWALDW7iud0N2HL/HUc2ecBQCuB4/tLnlt7C4B4Bps+IIgALBT2V0CwCxdceUMALg4u0sAmCUrZwAAAANQzgAAAAagnAEAAAxAOQMAABiAcgYAADAA5QwAAGAAyhkAAMAAlDMAAIABKGcAAAADUM4AAAAGsHvqALDVbr755jz00ENbOmZVbel4e/bsyfnz57d0TAAANkY5Y8d56KGH0t1Tx9hUW10GAQDYONsaAQAABqCcAQAADEA5AwAAGIByBgAAMADlDAAAYADKGQAAwACUMwAAgAEoZwAAAANQzgAAAAagnAEAAAxAOQMAABiAcgYAADAA5QwAAGAAyhkAAMAAlDMA2ARV9eNV9eGquq+qlqrqi6bOBMDYlDMAmLGqelqSH00y390HkuxK8oJpUwEwOuUMADbH7iRfXFW7k9yY5I8nzgPA4JQzAJix7v5Ektcl+ViSTyb5s+5+57SpABidcgYAM1ZVe5I8P8kzknxFki+pqhetOedoVZ2pqjPnzp2bIiYAg1HOAGD2vjXJH3X3ue5+JMk7kvzdC0/o7hPdPd/d83v37p0kJABjUc4AYPY+luTZVXVjVVWS5yZZnjgTAINTzgBgxrr7vUnenuT9ST6Ulfn2xKShABje7qkDAMD1qLtfk+Q1U+cAYPvY0MqZG2wCAADMxrrLmRtsAgAAzM5Gv3PmBpsAAAAzsO5y5gabAAAAs7ORbY1XvMHm6nlusgkAAHAFG9nWeMUbbCZusgkAAHA1NlLO3GATAABgRjbynTM32AQAAJiRDd2E2g02AQAAZmND5Qy2pTvvSL355VOn2Fx33jF1AgAArpFyxs7z0p9Od0+dYlNVVfKS100dAwCAa7DRm1ADAAAwA8oZAADAAGxrBAAgN998cx566KEtH3fljkxbY8+ePTl//vyWjQfXSjkDACAPPfTQzvhONgzMtkYAAIABKGcAAAADUM4AAAAGoJwBAAAMQDkDAAAYgHIGAAAwAOUMAABgAMoZAADAAJQzAACAAShnAAAAA1DOAAAABqCcAcAmqKonV9Xbq+ojVbVcVd8wdSYAxrZ76gAAcJ16Y5Lf6O7vraovTHLj1IEAGJtyBgAzVlVPSvJNSV6cJN39uSSfmzITAOOzrREAZu8ZSc4leXNVfaCq3lRVXzJ1KADGZuUMAGZvd5JnJTnW3e+tqjcmeWWSn3zshKo6muRokuzbt2+SkPAEd96RevPLp06xue68Y+oEcFnKGQDM3tkkZ7v7vauP356Vcva47j6R5ESSzM/P99bGg4t46U+n+/r+X7Gqkpe8buoYcEm2NQLAjHX3A0k+XlW3rR56bpLfnTASANuAlTMA2BzHkrxt9UqNf5jkJRPnAWBwyhkAbILuvjfJ/NQ5ANg+bGsEAAAYgHIGAAAwAOUMAABgAMoZAADAAJQzAACAAShnAAAAA1DOAAAABqCcAQAADEA5AwAAGIByBgAAMADlDAAAYAAbKmdV9eSqentVfaSqlqvqG2YVDAAAYCfZvcHXvzHJb3T391bVFya5cQaZAAAAdpx1l7OqelKSb0ry4iTp7s8l+dxsYgEAAOwsG1k5e0aSc0neXFV/J8n7krysuz974UlVdTTJ0STZt2/fBoaD2amqqSNsqj179kwdAQCAa7SR75ztTvKsJD/b3V+X5LNJXrn2pO4+0d3z3T2/d+/eDQwHs9HdW/pnijHPnz8/8d8yAADXaiPl7GySs9393tXHb89KWQMAAOAarbucdfcDST5eVbetHnpukt+dSSoAAIAdZqNXazyW5G2rV2r8wyQv2XgkAACAnWdD5ay7700yP5soAAAAO9eGbkINAADAbChnAAAAA1DOAAAABqCcAQAADEA5AwAAGIByBgAAMADlDAAAYADKGQBskqraVVUfqKpfnToLAONTzgBg87wsyfLUIQDYHpQzANgEVXVrku9M8qapswCwPeyeOgAAXKfekOQVSb70Yk9W1dEkR5Nk3759W5cKLqOqpo6wqfbs2TN1BLgs5QwAZqyqnpfkwe5+X1V988XO6e4TSU4kyfz8fG9dOri47q3/37CqJhkXRmVbIwDM3jcm+e6quj/JLyb5lqr6+WkjATA65QwAZqy7X9Xdt3b3/iQvSPJb3f2iiWMBMDjlDAAAYAC+cwYAm6i735XkXRPHAGAbsHIGAAAwAOUMAABgAMoZAADAAJQzAACAAShnAAAAA1DOAAAABqCcAQAADEA5AwAAGIByBgAAMADlDAAAYADKGQAAwACUMwAAgAEoZwAAAANQzgAAAAagnAEAAAxAOQMAABiAcgYAADAA5QwAAGAAyhkAAMAAlDMAAIABKGcAAAAD2HA5q6pdVfWBqvrVWQQCAADYiWaxcvayJMszeB8AAIAda0PlrKpuTfKdSd40mzgAAAA700ZXzt6Q5BVJ/u+lTqiqo1V1pqrOnDt3boPDAQAAXJ/WXc6q6nlJHuzu913uvO4+0d3z3T2/d+/e9Q4HAABwXdvIytk3Jvnuqro/yS8m+Zaq+vmZpAKAbayqnl5Vp6rqd6vqw1X1sqkzATC+dZez7n5Vd9/a3fuTvCDJb3X3i2aWDAC2r0eT3NHdX5Pk2Ul+uKq+ZuJMAAzOfc4AYMa6+5Pd/f7Vnz+dlasaP23aVACMbvcs3qS735XkXbN4LwC4nlTV/iRfl+S9E0cBYHBWzgBgk1TVTUn+a5If6+4/X/OcqxkD8ATKGQBsgqq6ISvF7G3d/Y61z7uaMQBrKWcAMGNVVUlOJlnu7p+ZOg8A24NyBgCz941Jvi8rt5m5d/XPd0wdCoCxzeSCIADA/9fdp5PU1DkA2F6snAEAAAxAOQMAABiAcgYAADAA5QwAAGAAyhkAAMAAlDMAAIABKGcAAAADUM4AAAAGoJwBAAAMQDkDAAAYgHIGAAAwAOUMAABgALunDgDbRVVt+Wu7e91jAsBW2Mj8uJHXmyO5HilncJVMAgDwV5kfYXZsawQAABiAcgYAADAA5QwAAGAAyhkAAMAAlDMAAIABKGcAAAADUM4AAAAGoJwBAAAMQDkDAAAYgHIGAAAwAOUMAABgANXdWzdY1bkkH92yAWEMtyT51NQhYIt9ZXfvnTrEdmF+ZAczR7ITXXKO3NJyBjtRVZ3p7vmpcwDAaMyR8ES2NQIAAAxAOQMAABiAcgab78TUAQBgUOZIuIDvnAEAAAzAyhkAAMAAlDPYJFV1Z1U9WFX3TZ0FAEZijoSLU85g89yV5PapQwDAgO6KORL+CuUMNkl335Pk/NQ5AGA05ki4OOUMAABgAMoZAADAAJQzAACAAShnAAAAA1DOYJNU1VKSdye5rarOVtWRqTMBwAjMkXBx1d1TZwAAANjxrJwBAAAMQDkDAAAYgHIGAAAwAOUMAABgAMoZAADAAJQz2ARV9fSq+qOqunn18Z7Vx/snjgYAk6qqz1fVvVV1X1X9SlU9eepMMArlDDZBd388yc8mee3qodcmOdHd908WCgDG8Jfd/czuPpDkfJIfnjoQjEI5g83z+iTPrqofS3IwyeumjQMAw3l3kqdNHQJGsXvqAHC96u5HquqfJfmNJN/e3Y9MnQkARlFVu5I8N8nJqbPAKKycweb6B0k+meTA1EEAYBBfXFX3JnkgyVOS3D1tHBiHcgabpKqemeTbkjw7yY9X1VOnTQQAQ/jL7n5mkq9MUvGdM3hcdffUGeC6U1WV5H8m+RfdfXdVHUvy7O5+4cTRAGBSVfWZ7r5p9eevS/LLSb6qux+dNBgMwMoZbI5/nORj3f3YVo3/mGSuqp4zYSYAGEp3fyDJ7yQ5PHUWGIGVMwAAgAFYOQMAABiAcgYAADAA5QwAAGAAyhkAAMAAlDMAAIABKGcAAAADUM4AAAAGoJwBAAAM4P8Bh7BehHG8aS0AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1080x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "chart = XR_ControlChart()\n",
    "chart.fit(data_controle)\n",
    "chart.ControlChart(A2 = 0.729,D3 = 0 ,D4 = 2.282)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "id": "SiriS5CuAGKL",
    "outputId": "eb8bf457-18fc-4c2e-956a-db1b08c18dbe"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 1080x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data1_controle = np.array(data1[['P1','P2','P3','P4']])\n",
    "chart = XR_ControlChart()\n",
    "chart.fit(data1_controle)\n",
    "chart.ControlChart(A2 = 0.729,D3 = 0 ,D4 = 2.282)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "id": "-caxZ2YvmCby",
    "outputId": "29ac0922-1fba-480c-8100-6652f46fdda0"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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aY89ZOVDYNPp2VqsVtWrVYnFGRERERIZRSmHx4sWIj49Hw4YN0axZM7z66quoXbs29uzZA39//2tfsbGxRba3fv16tGjRAi1btkRoaChmzZoFPz8/AMDTTz+NhIQEAMArr7yClStXonHjxoiPj8crr7yi63GWFnvOyoHk5GR4e3ujdu3ahe4XHByMlJQUB2VFRERERHSrunXr4vvvv79le1ZWVonbGjZsGIYNG5bvY1988cW176tVq4ZVq1aVuH1HY89ZOZCUlITGjRsXeWMj1zojIiIiIjIvFmflQFHT6NsFBwfj4MGDpboqQURERERE+iqyOFNKzVVKnVBK7bxum59SaqVSKjnv36r6pkkFuXr1KlJSUgq938wuKCgINpsNBw8edEBmRERERERUEsXpOfsSwL03bXsFwCoRaQxgVd7/yQApKSmw2WzF7jkDOGMjEREREZEZFVmcich6AKdv2jwEwPy87+cDCNE2LSqu4szUaGcvzjgpCBERERGR+ZT2nrNaInI07/tjAGpplA+VUHHWOLOrW7cu3N3d2XNGRERERGRCZZ4QREQEgBT0uFIqXCmVoJRKSE9PL2s4uklSUhL8/PyuredQGBcXFwQGBrI4IyIiIiJDeHt757v9q6++QvPmzXHnnXeiVatW+OijjwAATzzxBOLi4kocJyUlBR06dECjRo3w4IMP4urVq/nu9+6776JRo0a4/fbbsWLFihLH0Vppi7PjSqk6AJD374mCdhSR2SLSVkTa1qhRo5ThqCDFnanRLigoiMUZEREREZnGL7/8gujoaPz666/YsWMHNm3aBF9f3zK1+fLLLyMyMhJ79+5F1apVMWfOnFv2+fvvv/Htt99i165dWL58OZ599lnk5OSUKW5ZlbY4+xHA43nfPw7gB23SoZKyr3FWXFyImoiIiIjM5N1338VHH32EunXrAgA8PDwwatSoUrcnIli9ejVCQ0MBAI8//jiWLFlyy34//PADhg8fDg8PDwQFBaFRo0bYsmVLqeNqwbWoHZRS/wbQHUB1pVQagDcAvAfge6XUSACpAB7QM0nKX0ZGBtLS0krUcxYcHIzTp0/j7NmzqFKlin7JEREREREVw86dO9GmTZti73/hwgV07do138e++eYb1KxZE1WqVIGra26p4+/vj8OHD9+y7+HDh9GxY8dr/y9oP0cqsjgTkYcKeKiXxrlQCe3duxdA8SYDsbt+xsZWrVrpkhcRERERmVxEBJCYqG2bLVsC0dHatpkPHx8fJBaS+8mTJ3XPQS9FFmdkXiWZRt/u+rXOWJwRERERkdGaNWuGbdu2oWfPnsXav6ies6ZNm+Ls2bPIzs6Gq6sr0tLSUK9evVv2rVevHg4dOnTt/wXt50gszpyYfRr9khRnQUFBALgQNREREVGF5oAeruJ69dVX8eKLL2Lp0qWoXbs2rl69iq+++gpPP/10vvsX1XMGAD169EBcXByGDx+O+fPnY8iQIbfsM3jwYDz88MN47rnncOTIESQnJ6N9+/ZaHFKplXkqfTJOUlIS6tSpU+CUpPnx9fWFn58fJwUhIiIiIofLyMiAv7//ta8pU6ZgwIABGDduHHr37o1mzZqhdevWOH/+/LXnjB49+tr+nTp1Klac999/H1OmTEGjRo1w6tQpjBw5EgDw448/4vXXXweQ22P3wAMP4I477sC9996LGTNmwMXFRfuDLgGVu0yZY7Rt21YSEhIcFq+869KlC1xdXbF27doSPa9du3aoVq0ali9frk9iRERERGQ6u3fvRtOmTY1Oo0LJ7zVXSm0Tkbb57c+eMydW0mn07YKDgzmskYiIiIjIZFicOamzZ88iPT29RDM12gUFBeHAgQOGL7JHRERERET/w+LMSZVmMhC74OBgZGVlGb6OAxERERER/Q+LMydlL85K03N2/VpnRERERFRxOHK+iYquNK81izMnlZSUBKXUtUKrJK5f64yIiIiIKgZPT0+cOnWKBZoDiAhOnToFT0/PEj2P65w5qaSkJAQEBJT4Bw4A9evXh4uLC4szIiIiogrE398faWlpSE9PNzqVCsHT0xP+/v4leg6LMyeVnJxcqiGNAODm5ob69euzOCMiIiKqQNzc3BAUFGR0GlQIDmt0QiJS6mn07YKDg3nPGRERERGRibA4c0Lp6ek4f/58qXvOAK51RkRERERkNizOnFBSUhKA0k2jbxccHIzjx4/j0qVLWqVFRERERERlwOLMCZVlGn07+3hjDm0kIiIiIjIHFmdOKCkpCa6urggICCh1G5xOn4iIiIjIXFicOaHk5GQ0bNgQrq6ln2yTC1ETEREREZkLizMnVNaZGgGgWrVq8PHxYc8ZEREREZFJsDhzMjabDXv37i3T/WYAoJTijI1ERERERCbC4szJHD58GJcvXy5zzxmQOykIizMiIiIiInNgceZktJip0c6+ELWIlLktIiIiIiIqGxZnTkaLNc7sgoODcfnyZRw/frzMbRERERERUdmwOHMySUlJ8PLyQr169crcFqfTJyIiIiIyDxZnTiY5ORmNGzeGxVL2Hx2LMyIiIiIi82Bx5mS0mEbfzr6INYszIiIiIiLjsThzItnZ2di/f78mk4EAgKenJ+rVq8fijIiIiIjIBFicOZEDBw4gOztbs54z4H8zNhIRERERkbFYnDkRLafRt+NC1ERERERE5sDizIloOY2+XVBQEA4fPozMzEzN2iQiIiIiopJjceZEkpOT4evrixo1amjWZnBwMEQEqampmrVJREREREQlx+LMidhnalRKadamfTp93ndGRERERGQsFmdOJDk5WdP7zQCudUZEREREZBZlKs6UUpFKqV1KqZ1KqX8rpTy1SoxulJmZidTUVE3vNwOA2rVrw9PTk8UZEREREZHBSl2cKaXqAZgAoK2INAfgAmC4VonRjfbv3w8R0bznTCmFoKAgFmdEJhYTE4PAwEBYLBYEBgYiJibG6JSIyhX+jhGRWbhq8HwvpVQWACuAI2VPifKjx0yNdpxOn8i8YmJiEB4ejoyMDABAamoqwsPDAQAjRowwMjWicoG/Y0RkJqXuORORwwA+AnAQwFEA50TkV60SoxvpXZylpKRARDRvm4jKZtKkSdc+NNplZGRg0qRJBmVEVL7wd4yIzKQswxqrAhgCIAhAXQCVlFKP5LNfuFIqQSmVkJ6eXvpMK7jk5GTUrFkTVapU0bzt4OBgnD9/HqdPn9a8bSIqm4MHD5ZoOxGVDH/HiMhMyjIhSG8AKSKSLiJZABYB6HzzTiIyW0TaikhbLdfnqmjs0+jrISgoCABnbCQyowYNGpRoOxGVDH/HiMhMylKcHQTQUSllVbkLb/UCsFubtOhmekyjb8fp9InMa+LEibdss1qtmDx5sgHZEJU/kydPhru7+w3bvLy8+DtGRIYoyz1nmwHEAdgOYEdeW7M1youuc+HCBRw9epQ9Z0QVUGpqKpRSqFevHoDcGVZnzpzJiQqINDJixAg0adIELi4uyL3WDDz++OP8HSMiQ5RpnTMReUNEmohIcxF5VESuaJUY/c/evXsBQLeeM29vb9SsWRMpKSm6tE9EpXP+/HnMnTsXDz/8MNLS0rB06VKICDhEnEg7Z86cwd9//43nnnsOOTk5qF+/Po4c4eTTRGSMMhVn5Bh6ztRox+n0icxnzpw5uHDhAiIjIwEAvXv3hq+vL2JjYw3OjKj8+OGHH5CdnY3Q0FAopTBs2DCsWLEC58+fNzo1IqqAWJw5geTkZABAo0aNdIvBhaiJzCUnJwfTpk1D165d0aZNGwCAu7s7hgwZgiVLluDq1asGZ0hUPsTFxaFBgwZo164dACAsLAxXrlzBzz//bHBmRFQRsThzAklJSfD394fVatUtRnBwMA4ePIjs7GzdYhBR8f3www84cOAAIiIibtgeGhqKs2fPYvXq1cYkRlSOnD17Fr/++uu1XjMA6NixI+rVq8ceaiIyBIszJ6DnTI12wcHByMnJwaFDh3SNQ0TFExUVhcDAQAwZMuSG7X369IGPjw/i4uIMyoyo/Pjpp5+QlZWFsLCwa9ssFguGDRuGX375BRcuXDAwOyKqiFicOQE91ziz43T6ROaRkJCA3377DRMmTICLi8sNj3l6emLw4MFYvHgxsrKyDMqQqHyIjY2Fv78/2rdvf8P20NBQXLlyBUuXLjUoMyKqqFicmdypU6dw+vRph/ScASzOiMwgOjoaPj4+GDlyZL6Ph4aG4vTp01i7dq1jEyMqR86fP48VK1YgNDQUFsuNH4fuvvtu1KlThz3URORwLM5Mzj4ZiN7FWb169eDm5sbijMhghw8fxnfffYeRI0eicuXK+e7Tr18/eHt7854YojL46aefcPXqVYSGht7ymMViwf33349ly5bh0qVLBmRHRBUVizOTc8Q0+gDg4uKCgIAAFmdEBps5cyZycnIwfvz4Avfx8vLCoEGDsHjxYk7iQ1RKcXFxqFu3Ljp16pTv42FhYbh8+TKWLVvm4MyIqCJjcWZyycnJcHFxQVBQkO6xgoODuRA1kYEyMjIwa9YshISEXBtqXJCwsDCcPHkS69atc1B2ROXHhQsX8Msvv2DYsGG3DGm069KlC2rWrMkeaiJyKBZnJpeUlITAwEC4u7vrHosLURMZ6+uvv8bp06evLTpdmHvvvRdWq5X3xBCVwtKlS3HlypUbZmm8mYuLC+6//34sXboUGRkZDsyOiCoyFmcm54hp9O2CgoJw6tQpnDt3ziHxiOh/bDYboqOj0bp1a3Tp0qXI/a1WKwYNGoRFixYhJyfHARkSlR9xcXGoXbs2OnfuXOh+YWFhyMjIwPLlyx2UGRFVdCzOTExEHDKNvp19GBWHNhI53q+//or//ve/iIyMvLYYblFCQ0Nx4sQJbNiwQefsiMqPS5cuYdmyZRg2bNgtS1Xc7J577kH16tU5tJGIHIbFmYkdO3YMly5dcljPGafTJzJOVFQU6tSpgwceeKDYzxkwYAC8vLw4tJGoBJYtW4bLly/nO0vjzVxdXXH//ffj559/xuXLlx2QHZlRTEwMAgMDYbFYEBgYiJiYmHIRy9HK87FpicWZiTlqpkY79pwRGWPXrl349ddfMXbs2BLdX1qpUiUMGDAACxcu5NBGomKKjY1FzZo10bVr12LtHxoaiosXL2LFihU6Z0ZmFBMTg/DwcKSmpkJEkJqaivDwcF0KC0fGcrTyfGxaczU6ASqYo9Y4s6tSpQqqVq3KnjMiB5s6dSo8PT0xevToEj83LCwMCxcuxB9//FHsD5tEFVVGRgaWLl2Kxx57rMghjXbdu3dHtWrVEBcXh5CQEH0TJNOZNGnSLRPCZGRkYPz48Thx4oSmsd566618Y02aNAkjRozQNJajFfQ6lodj0xqLMxNLSkqCu7s76tev77CYQUFBLM6IHOjkyZP4+uuv8eijj6J69eolfv6AAQPg6emJ2NhYFmdERfjll1+QkZFRrCGNdm5ubggJCcH333+PzMxMeHp66pghmc3Bgwfz3X7mzBk899xzhubgTAo6hvJwbFrjsEYTS05ORqNGjYp9dU8LnE6fyLE+++wzZGZmIiIiolTP9/Hxwb333ouFCxfCZrNpmxxRORMXF4fq1aujW7duJXpeWFgYLly4gJUrV+qUGZlVgwYN8t1ev359nD17VtOvgi7G16hRQ89D1N3mzZsLXE+woNe3ImNxZmKOnKnRLjg4GAcOHOCHPCIHuHr1KmbMmIF+/frhjjvuKHU7YWFhOHLkCDZu3KhhdkTly+XLl/HTTz9h6NChcHUt2cChnj17omrVqpy1sQKaPHnyLe8Xq9WKd999F76+vpp+vfvuu7BarTfEUkrhxIkTeO2115zu3mIRwbRp09C1a1dUqVLlll5nLy8vTJ482aDszIvFmUnl5ORg7969DrvfzC44OBhXr17FkSNHHBqXqCL6/vvvcfTo0VL3mtkNGjQIHh4enLWRqBArVqzApUuXCl14uiD2oY0//vgjrly5okN2ZFb9+/eHUgqVKlWCUgoBAQGYPXu2LvdJjRgxArNnz0ZAQMC1WHPmzMGTTz6Jt99+G3369MGxY8c0j6uHc+fOISwsDBMnTsS9996L5ORkfPHFF9eOTSmF4OBgPPzww0anajoszkzq0KFDuHr1qsOLs6CgIACcTp9IbyKCqKgoNG3aFP369StTW5UrV0a/fv0QFxfHXm+iAsTGxsLPzw/du3cv1fNDQ0Nx7tw5xMfHa5sYmdrnn3+OrKws/PHHH7DZbDhw4ICuE1iMGDHi2gimAwcO4Mknn8TcuXMxd+5cbNq0Ca1atcLatWt1i6+FP//8E23atMGSJUvw0Ucf4YcffkDVqlVvOLYZM2Zg165d+OKLL4xO13RYnJmUo6fRt+NaZ0SOsWHDBmzfvh0RERHFXnS6MKGhoUhLS8OWLVs0yI6ofMnMzLw2pNHNza1UbfTu3Ru+vr7soa5AsrKyMH36dPTs2RMtWrQwNJcnn3wSmzdvhq+vL3r16oV33nnHdBfjRASzZ89Gp06dkJmZiXXr1uH555/P92/c6NGj0b17dzz//PM4dOiQAdmaF4szk3L0NPp2DRo0gMViYXFGpLPo6Gj4+fnhkUce0aS9wYMHw83NjffEEOVj5cqVuHDhQolmabyZu7s7hgwZgiVLluDq1asaZkdmtXDhQqSlpSEyMtLoVAAAd955J7Zu3YoHH3wQkyZNwsCBA3Hy5Emj0wIAXLx4EY8++ui1ouvPP//E3XffXeD+FosFc+bMQU5ODsLDwyEiDszW3FicmVRSUhK8vb1Ru3Zth8a1T93PhaiJ9LN//34sWbIEY8aMueXm79Ly9fVF3759ERcXxz9yRDeJjY1F1apV0atXrzK1ExoairNnz2L16tUaZUZmZR963rhxYwwYMMDodK7x8fFBTEwMZs2ahdWrV6NVq1b4448/DM1p165daNeuHf7973/j7bffxrJly4o1w2RwcDDeffddLF++HPPnz3dAps6BxZlJJScno3HjxpoMdyopTqdPpK9p06bBxcUFzz77rKbthoWF4eDBg9i6daum7RI5sytXruDHH3/EkCFDSj2k0a5v377w8fHh0MYKYNOmTdiyZQsmTpxY4DTwRlFKYfTo0di4cSPc3d3RrVs3fPzxx4ZcmJs/fz7atWuHM2fOID4+HpMmTSrR6zVu3Dh06dIFkZGRnIwuj7nebXSNEdPo23EhaiL9nD9/HnPnzsWDDz6IevXqadq2fWgjPzgS/U98fPy1mePKysPDA4MHD8bixYuRlZWlQXZkVlFRUahSpQoef/xxo1MpUOvWrbF9+3YMHjwYL7zwAoYOHYozZ844JPbly5fx9NNP44knnkCHDh2QmJiIHj16lLgdi8WCuXPnIjMzE2PGjOHID7A4M6WrV6/iwIEDDr/fzC44OBjHjh1DRkaGIfGJyrM5c+bgwoULutzDULVqVfTu3RuxsbH8A0eUJy4uDr6+vujdu7cm7YWFheH06dOmnzGPSi81NRULFy7EqFGj4O3tbXQ6hbJPUhMdHY2lS5eiTZs2SEhI0DVmUlISOnbsiDlz5uCf//wnVq5cWabbcBo3boy3334bP/30E7755hsNM3VOLM5MKCUlBTk5OYb1nNlnbOR9Z0TaysnJwbRp09ClSxe0adNGlxihoaE4cOAAtm/frkv7RM7k6tWrWLJkCYYMGQJ3d3dN2uzbty+8vb05+U45Nn36dCilMH78eKNTKRalFCZOnIgNGzYgJycHd999N2bMmKHLRbrvvvsObdq0weHDh/HLL7/grbfeKvGi7vmJiIhAx44dMWHCBKdZy00vLM5MyKiZGu1YnBHp44cffsCBAwd0nfkrJCQErq6uHNpIBGD16tU4e/ZsmWZpvJmXlxfuu+8+LF68GNnZ2Zq1S+Zw8eJFfP755wgNDUX9+vWNTqdEOnbsiO3bt6NPnz4YN24chg8fjvPnz2vS9pUrV6612aJFC/z555+49957NWkbAFxcXDB37lxcunQJ48aN06xdZ8TizISMWuPMjmudEekjKioKgYGBGDJkiG4x/Pz80LNnTw5tJELuLI0+Pj7o27evpu2Ghobi5MmTWLdunabtkvG+/PJLnDt3DhEREUanUirVqlXDjz/+iPfffx8LFy5E27Zt8Z///KdMbaakpFzrjXvhhRewdu1aXQrXpk2b4s0338TChQsrdM80izMTSk5Ohp+fH6pVq2ZI/OrVq6NSpUoszog0lJCQgN9++w0TJkyAi4uLrrHCwsKwb9++Mv9BJnJmWVlZWLJkCQYPHgwPDw9N2+7fvz8qVarEHupyxmazYerUqejYsSM6duxodDqlZrFY8NJLL2H16tW4ePHitfvDSnPB7ocffkCrVq2wb98+LFmyBB9++GGZZz0tzAsvvIC2bdti7NixSE9P1y2OmbE4MyEjZ2oEcscuczp9Im1FR0fDx8cHI0eO1D1WSEgIXFxcKvSVR6I1a9bg9OnTmszSeDMvLy8MHDgQixYtQk5OjubtkzF+/vln7N271zSLTpfVPffcg8TERHTp0uXazIqXLl0q1nOzsrLw/PPPIyQkBI0bN8b27dt1HfVh5+rqinnz5uHs2bOYMGGC7vHMiMWZCSUlJRl2v5kdizMi7Rw+fBjfffcdnnrqKVSuXFn3eNWrV0f37t05tJEqtLi4OHh7e2s+pNEuLCwMJ06cwIYNG3RpnxwvOjoa9evXx/333290KpqpWbMmli9fjjfffBNff/01OnTogN27dxf6nEOHDqFbt26YMmUKxo0bh99++w1BQUEOyhho3rw5XnvtNXz77bdYsmSJw+KaRZmKM6VUFaVUnFLqv0qp3UqpTlolVlFlZGQgLS3NFMVZSkoKP9gRaWDmzJnIyclx6FXAsLAwJCcnY8eOHQ6LSWQW2dnZWLx4MQYNGgQvLy9dYvTv3x9eXl7soS4nEhMTsWbNGowfP16T2QfNxMXFBW+88QZ+/fVXnDhxAu3atUNMTEy++y5fvhytWrXCzp078d133+GTTz7RfFhwcbzyyiu46667MGbMGJw+fdrh8Y1U1p6zqQCWi0gTAHcBKLwUN5mYmBgEBgbCYrEgMDCwwDeqI+3duxeAcZOB2AUFBSEjIwMnTpwwNA8jmfH94Wz4GuZecJk1axZCQkKuTbbjCEOHDoXFYuE9MXn4XtSGs7yO69atw8mTJ3UZ0mhXqVIlDm28ibO8P/IzdepUWK1WPP3000anopvevXsjMTERbdq0wSOPPILRo0fjyy+/vPYz8/X1Rf/+/VGvXj0kJCTggQceMCxXNzc3zJs3D6dOnXLayVlKTURK9QXAF0AKAFXc57Rp00bMYsGCBWK1WgXAtS+r1SoLFiwwNK+4uDgBINu3bzc0j59//lkAyB9//GFoHkYx6/vDmfA1zDVr1iwBIOvWrXN47B49ekiTJk3EZrM5PLaZ8L2oDWd6HceMGSNWq1UuXbqka5xvv/3WsN9vs3Gm98fNjh49Ku7u7jJ27FijU3GIrKwsefXVVwWAKKVu+Jm5uLjI3LlzjU7xmn/+858CQH7++WejU9EUgAQpqMYq6IGivgC0BLAFwJcA/gTwBYBKhT3HTMVZQEDADW9G+1dAQICheb3zzjsCQM6fP29oHn///bcAcIqTqh7M+v5wJnwNRXJycqRJkybSunVrQwqkGTNmCADZuXOnw2ObCd+L2nCW1zE7O1tq1qwpDzzwgO6xLly4IJ6enjJ+/HjdY5mds7w/8vP6668LAElKSjI6FYeqUaOG6X9mmZmZ0qxZM6lbt66cOXPG6HQ0U1hxVpZhja4AWgP4VERaAbgE4JWbd1JKhSulEpRSCWaaEvPgwYMl2u4oycnJqFOnDnx8fAzNIzAwEEDFXevMrO8PZ8LXEPj111/x3//+F5GRkVBKOTz+/fffD6VUhb8nhu9FbTjL67hhwwacOHFC04WnC+Lt7Y3+/ftj4cKFsNlsusczM2d5f9wsMzMTn376KQYNGmT4LSWOdvLkyXy3m+ln5uHhgXnz5uHYsWN4/vnnjU7HIcpSnKUBSBORzXn/j0NusXYDEZktIm1FpG2NGjXKEE5bDRo0KNF2RzF6Gn07Ly8v1K1bFykpKUanYoiC3gfVq1d3cCbOy6y/Y44UHR2NOnXqGDZuv3bt2ujatWuFv++M70VtOMvrGBsbCy8vLwwYMMAh8UJDQ3HkyBFs3LjRIfHMqk6dOvluN9v742bffPMN0tPTy830+SXhLL/T7dq1w4svvoi5c+dixYoVRqeju1IXZyJyDMAhpdTteZt6Afhbk6wcYPLkybBarTds8/LywuTJkw3KKFdycrLhMzXaBQUFVdies+eee+6WbUoppKen4+WXX0ZWVpYBWTmXyZMn3zLjlbu7u+G/Y47y999/Y8WKFRg7dizc3d0NyyMsLAy7du0qcurk8mzy5Mm3zNhnhvO9s5k8efItC6i7urqa6nXMycnBokWLMGDAAFSqVMkhMQcNGgQPD48KfRHEZrPlO+LHzc3NVO+Pm4kIoqOj0aJFC/To0cPodBwuv8/CVqvVlD+zN998E02aNMGoUaNw/vx5o9PRVVlnaxwPIEYp9Rdy70F7p8wZOciIESMwe/ZsBAQEXBtu9NBDD2HEiBGG5XTu3DmcOHHCFD1nQMVe6+zIkSMAgHr16kEphYCAAMydOxdjxozBBx98gJ49e+Lw4cMGZ2luAwcOhMViQaVKlaCUgqurK+rUqYOHH37Y6NQcIjo6Gp6enhg9erShediHNlbkD44jRozA+PHjb9gWGhpq6PneGYWEhMBiscDb2xtKKfj4+CA7O7vAHhMj/P777zh27JiuszTerHLlyujXrx/i4uIq7NDGGTNmYM+ePQgPD7/2ucrLyws2mw2tW98yqMo0Vq9ejR07diAiIsKQoedGu/mzcEBAAGbPnm3Kc6Onpyfmzp2LtLQ0vPTSS0ano6+CbkbT48tME4Jcz2azSevWraVp06aGzmq2detWASCLFy82LIfrvfHGG6KUkszMTKNTcaiLFy9K1apVJTQ0NN/HY2JipFKlSlK9enVZsWKFg7NzHh999JEAkG3btomIyGeffVZhZjVLT08XT09PGTVqlNGpiIhIly5d5M477zQ6DUO98MIL4u7uLhcvXpTmzZtL165djU7J6Xz//fcCQNauXSsiIpcuXZJGjRpJUFCQXLhwweDsco0fP148PT0dns/XX38tAGTjxo0OjWsG+/btE6vVKv3797/hM9SxY8fEz89POnbsKNnZ2QZmWLCBAwdKzZo15fLly0anQsX03HPPCQBZtWqV0amUCfSYrbE0X2YtzkREvvrqKwEgy5cvNyyHmJgYU82sNn/+/Ao5e5F9hrvff/+9wH12794tzZo1E6WUvP7666b9w2OUrKwsadCggdxzzz3Xtl26dEn8/PwkJCTEwMwc4+233xYAsmvXLqNTERGR6OhoASD//e9/jU7FMK1atZLu3buLiMi//vUvUUrJkSNHDM7KuYSFhUmtWrVuON+tX79elFKmmK0wJydH6tatK0OHDnV47LNnz4q7u7s899xzDo9tpJycHOnRo4f4+PjIwYMHb3l8wYIFAkA+/vhjA7Ir3J49ewSAvPHGG0anQiVgvygUGBhomotCpcHirBiuXLkitWvXln79+hmWw5tvvilKKdNcwdmwYYPhBauj5eTkyG233Sbt27cvshf10qVL8sQTTwgA6dmzpxw7dsxBWZpfbGxsvr3A//jHP0QpJfv27TMmMQe4cuWK1KlTR/r27Wt0KtccOnRIAMjkyZONTsUQ6enpAkDeeustERHZtWuXAJDp06cbnJnzuHTpklitVnnmmWdueWz8+PECQNavX29AZv/z22+/CQCJiYkxJP6gQYOkQYMGFWpdwU8//VQAyOzZs/N93GazyX333Seenp6mu9D77LPPiru7O/92OyH7RaFx48YZnUqpsTgrprfeesvQq90PP/ywBAYGGhI7P2lpaQJAZs6caXQqDmNffPubb74p9nPmzp0rXl5eUrt27WvDfSq6zp07S3Bw8C09imlpaeLq6ioTJ040JjEHsA9v+uWXX4xO5QadOnWSli1bGp2GIezD8a4fcnbHHXdIt27djEvKycTFxRU4lOjixYsSFBQkjRo10n3R58JMnDhRPDw85Ny5c4bE//LLLwWAbN682ZD4jpaamire3t7Su3fvQgvSw4cPS5UqVaRr166Sk5PjwAwLdurUKbFarfLEE08YnQqVklkuCpUWi7Nist8nEh4ebkj8tm3bSp8+fQyJnZ+cnBzx8PCQF154wehUHKZ3797i7+8vV69eLdHz/vrrL7ntttvEYrHIO++8Y5o/QEbYvHmzAJDo6Oh8Hx8xYoT4+PgY9gFKT2a5fzU/H3/8sQCQ5ORko1NxuPDwcKlcubJkZWVd2/b666+LUopXzYtp+PDhUqNGjRtew+utXr1aABg2rC8nJ0f8/f1l8ODBhsQXETl9+rS4ubnJiy++aFgOjmKz2aRv375SqVIlSUlJKXL/efPmCQCZNm2a/skVw/vvvy8AJDEx0ehUqJTMclGotFiclcCoUaPE09NT0tPTHRrXZrOJr6+vjB071qFxi9KkSRO5//77jU7DIf766y8BIO+9916pnn/+/HkZPny4AJD+/fvLyZMnNc7QOTz00ENSuXJlOX/+fL6PJyQkCACZMmWKgzPT37p16wSAzJo1y+hUbpGamioA5N133zU6FYdr2LDhLR/ad+zYIQDk008/NSgr55GRkSGVKlUq8sLlmDFjRCllyKQYGzduFADy9ddfOzz29fr37y+BgYGmuzijtTlz5ggAmTFjRrH2t9ls0r9/f7FarYYPa7969ar4+/tLz549Dc2Dym7VqlWGXhQqCxZnJbBz505D7s04fvx4ob0NRhkwYIC0atXK6DQc4qmnnhKr1SqnTp0qdRs2m01mzpwp7u7uUr9+ffnjjz80zND8Dh06JK6urhIZGVnofl26dJHAwMByN5HK0KFDxc/Pz7RX8dq3by/OcB7W0v79+/O9Ym+z2eT222/nB7RiWLx4sQCQlStXFrrfuXPnpH79+tKkSROH3zv93HPPibu7u5w9e9ahcW9mL1oSEhIMzUNPaWlp4uvrK926dSvRKJGDBw+Kj4+P9OjRw9DRJf/+978FgPz444+G5UDaGT16tCilnO7zFouzEurbt6/UqVNHrly54rCY9huZly1b5rCYxTF27FipXLlyub8KePz4cfHw8Mj3ZvfSSEhIkKCgIHF1dZUpU6aU+9fP7pVXXhGLxSL79+8vdL+FCxcKAFm4cKGDMtPfvn37RCkl//jHP4xOpUAffvihADD8yrUjff755wXeSzxp0iSxWCxy4sQJAzJzHg8//LBUq1atwCGN11u+fLkAkFdeecUBmeWy2WzSoEEDGTRokMNiFuTUqVPi6uoqL7/8stGp6MJms8nAgQPFy8urVEOkZ8+ebXiPdYcOHaRx48YV+vaD8sTIi0JlweKshJYtWyYAZMGCBQ6LOXfuXFPeD2K/T6UsvUnO4F//+pfmU42fOXNGQkJCBICEhITImTNnNGvbjOzrwxVnGGx2drYEBgZKly5dHJCZY0ycOFFcXV0lLS3N6FQKZO9F+uCDD4xOxWGGDx8uderUyfcCSWJiogCQzz77zIDMnMPly5fFx8dHnn766WI/56mnnhIXFxfZunWrjpn9j/0+1y+//NIh8YrSt29fadiwYbm8KGdfdigqKqpUz7fZbNK7d2/x9vaWAwcOaJtcMfzxxx+cqbUcsl8UcqaLIizOSignJ0eaNGkibdq0cdjJ9dVXXxVXV9diXZl0JPtwFkf9kTVCZmam1KpVSwYMGKB52zabTaKiosTV1VWCgoLK9VCXmTNnCgDZsGFDsfafMmVKuXlvnTt3Tnx8fGTEiBFGp1Kktm3bSrt27YxOwyFycnKkRo0a8sgjj+T7uM1mk0aNGplqIiaz+eGHH0q8pMqZM2ekbt260rx5c8nMzNQxu1wvvviiuLm5yenTp3WPVRz23to///zT6FQ0deTIEalatap07ty5TEPSU1JSpFKlStKnTx+HF7APPPCAVKlSxanXx6L8PfXUU2KxWGTLli1Gp1IshRVnFtAtLBYLIiIisG3bNvz2228OiZmUlITg4GC4uro6JF5xBQcHAwD2799vcCb6+fbbb3H8+HFERkZq3rZSChEREdiwYQOys7PRuXNnfPrpp7lXRsoRm82GqVOnom3btrj77ruL9ZyRI0fCx8cH0dHR+ibnAHPmzMGFCxcQERFhdCpFCg0NxdatW5Gammp0KrrbuXMn0tPT0bt373wfV0ohLCwMq1evxsmTJx2cnXOIi4tD1apV0bNnz2I/p0qVKpg9ezZ27tyJyZMn65hd7gXm2NhY9O7dG1WrVtU1VnGFhITAxcUFsbGxRqeiGRHBs88+i8uXL2Pu3LlwcXEpdVuBgYF4//33sXLlSsydO1fDLAt38OBBLFy4EKNGjYK3t7fD4pJjfPzxx6hduzaefPJJXLlyxeh0yqagqk2PL2fpORPJXXDTz8/PYTMVtmjRwhTj5W92/vz5Ms1gaHY2m03uuusuad68ue5X8E6ePCn9+/cXADJ8+PACZzN0RkuXLi3VUGBnGApYFGcborl3714BIB999JHRqejOPiz70KFDBe6zbds2ASBffPGFAzNzDpmZmeLr6ytPPvlkqZ7/6KOPiqurq649SPbZX+fMmaNbjNLo3bu3NG7cuNwMbbRPoqHVkOicnBzp1q2bVK5cudDfTy298MIL4uLiIqmpqQ6JR45nX6v2n//8p9GpFAkc1lg6r776arEmNyirnJwc8fLyKnKGO6NUr17dsLXf9LZmzRqHfjDLycmRd955RywWi9x2223y119/OSSu3vr06SN169Yt8SQ6zjCJRlGccXKTVq1aSceOHY1OQ3cDBgyQ22+/vdB9bDabBAcHS79+/RyUlfOwf9BZunRpqZ5/6tQpqV27trRs2bLEa0cW18svvyyurq6muy961qxZAkD+85//GJ1KmR0/flyqVasm7du313SG3eTkZPHy8pIBAwboXsReuHBBfH195YEHHtA1Dhnv0UcfFRcXF9m+fbvRqRSqsOKMwxoLMXbsWFgsFkybNk3XOEeOHMHly5dx22236RqntIKDg8vtsMaoqChUr14dDz/8sEPiWSwWvPrqq1i9ejXOnz+P9u3bY968eYiJiUFgYCAsFgsCAwMRExPjkHy0sHPnTqxcuRLjxo2Du7t7iZ4bHByMkJAQzJo1CxkZGTplqA/7z2zYsGFwcXHBpUuXjE6p2MLCwrBp0yYcOnTI6FR0c/XqVaxbt67AIY12SimEhoZi1apVOH36tIOycw5xcXHw9fUt8jUsiJ+fHz799FMkJibivffe0zi73IvLcXFx6NmzJ/z8/DRvvyyGDh0Ki8WCuLg4o1Mps3HjxuHChQuYN29emYYz3qxRo0Z45513sGzZMixYsECzdvPz5Zdf4ty5c7rcvkDmEh0djRo1amDIkCEICAhwys9V7DkrwsMPPyw+Pj5y7tw53WLYF9GLj4/XLUZZDB8+XIKDg41OQ3PJycmilJLXXnvNkPjHjh2TXr16CQBxcXERANe+rFarQ2cLLYuRI0eKl5dXqRfdNvPCzQVZsGCBWK1Wp/2ZJSUllWnGNWewfv16ASCLFi0qct+tW7cKAJk7d64DMnMOV65ckSpVqshjjz1W5raGDx8ubm5umo8U2L59uwCQzz//XNN2tdKjRw9p0qSJUw9tjIuL03Xt1+zsbOncubNUrVpVjhw5okuMnJwcadSokXTo0EGX9sl8IiIibvj7bMa/0Sik50yJAycmaNu2rSQkJDgsXnFERACJiQU/fuHCBWzfvg0NGzaCv7+/LjkcOXIEyclJ6NixIzw8PHWJURYpKftx8OAh3HPPPVBKGZ2OZvbuTcaRI0fQsWOnEvf4aEVE8PvvvyMnJ/uWxzw8PNGxY0cDsiq+rKyr2LhxE2rXrl2Gnl/Btm3bkJNjQ/v27QCY/z22adMmXLmSect2Z/iZ2SUkJMDFxYJWrVobnYouDhw4gNTUA7j77rvh6upWxN6CTZs2o1IlK+68s4VD8jO706dPY8eOv9C8+Z2oVq1amdrKysrC1q1b4OHhidatW2v2d8T+t6lz585wcyvqZ+x4R44cRnJyMtq2bYdKlSoZnU6J/e/n5pH3c9NnsFVGRgYSEhLg5+eH5s2bQeu/AadOncTOnTvRtOkdqFmzpqZtkznd+Dc6EUBuj2lAQAAOHDhgUFY3UkptE5G2+T3GYY1F8PHxQeXKvjh8OE23GfYuX86AxWKBh4eHLu2XlaenFwBx/tlvrpOdnY2jR4+hZs2ahhVmQO6QqvwKMwD5fvg3myNHjkDEBn//emVoRcHf3x+XL2fg9OkzmuWmp4J+Ns7wM7OrUaMGzp8/X65+r6935swZ+Pj4FKMwAwCFGjVq4MyZM8jOzv/3saJJTz8BFxcXTWZAdHNzQ+PGjXHx4gUNh9IK0tPTUaVKFVMWZgBQvXoNAEB6errBmZTO3r3JyMrKRpMmTXQrzADAarUiKCgQp06dxIkT2r9WaWlpcHf3QI0a1TVvm8ypoL/FBw8edHAmpVRQl5oeX844rFHkf936xRkeUxqDBg2SO++8U5e2tWAfdrlq1SqjU9HMhx9+aJp1aAICAm7pfgcgAQEBRqdWKPv6cPfee2+Z27py5YrUqVNH+vbtq0Fm+mvQoIFT/syut3v3bgEg06ZNMzoVzZ0/f15cXV3l1VdfLfZzNm3aJABk/vz5OmbmHK5evSp+fn4Frg9XGjabTe6//35xd3eXv//+u8zt/ec//3GK4dDdunWTZs2aGZ1GidnXt3vjjTccEi87O1vat28v1apVk+PHj2vWrn2h+ffff1+zNsn8nOFzFTghSNmEhIQgMDAQUVFRurSfnJxs2slAgPK31ll2djY++eQTdO/eHS1btjQ6HUyePBlWq/WGbR4eHrqvD1RW3333nWbrw7m7u2Ps2LH49ddfsWvXLg2y01f79u1v2Wa1Wk3/M7tekyZN0Lx583K1FpPd+vXrkZ2djV69ehX7Oe3bt0f9+vXLxQQOZbVmzRqcPn0aoaGhmrWplMLMmTPh7e2Np556Cjk5OWVqLy4uDhaLBUOHDtUoQ32EhoZi165d2L17t9GpFNuZM2cwZswYtGjRAv/4xz8cEtPFxQXz5s3DhQsXMG7cOM3ajY6OhtVqxahRozRrk8wvv89VTvU3uqCqTY8vZ+05E/nfejkJCQmatpuVlSWurq7yyiuvaNquluw5luQqtJl9//33AkCWLFlidCrXLFiwQAICAkQpJa6uruLn52fqddBsNpu0bNlS7rjjDs1udk9PTxdPT08ZNWqUJu3pZefOneLu7i4dOnS49jMLCAgw1Y3GxfXmm2+KUkq3G/GNEhkZKZ6ennL58uUSP8/d3V3Onj2rU2bOYdSoUeLt7V3i1684FixYUOZ19mw2mzRp0kR69OihYWb6OHz4sCil5P/+7/+MTqXYnnjiCXFxcZFt27Y5PPbkyZMFgMTFxZW5raNHj4q7u7s8++yzGmRGzub6z1Vm/BsNrnNWdmfPnhVvb29Nh3mI/G9BWLPPEtawYUMZPny40WloonPnztKwYUNN12vR0h9//CFKKRkzZozRqRRo7dq1AkBmz56tabujRo0ST09PSU9P17RdrWRlZUm7du2kevXqcuLECaPTKbNdu3YJAJk+fbrRqWjqzjvvlN69e5f4eb///nupFlMvT7KysqR69ery0EMP6dK+zWaT++67Tzw9PWXPnj2lamPnzp0CQGbOnKlxdvro0qWLqW9duN6yZcsEgGFrT169elVat24tNWvWLPPfgTfeeEMAlPp9RqSnwoozDmssJl9fXzz11FP49ttvceTIEc3aTUpKAgA0btxYszb1EBQUVC6GNW7ZsgV//PEHJkyYoOl6LVrq1KkTIiMjMWvWLKxevdrodPIVFRWFatWq4ZFHHtG03YkTJyIzMxOfffaZpu1qZcqUKdi6dSumT5+OGjVqGJ1Omd1xxx1o2rRpuRrKd/z4cezYsaNEQxrtOnbsiHr16pXLoZ7FtW7dOpw8eRJhYWG6tK+UwqxZs+Dp6YmRI0fCZrOVuI3Y2FgopUw/pNEuNDQUO3bswJ49e4xOpVDnzp1DeHg47rjjDrz++uuG5ODm5oZ58+bhzJkzmDhxYqnbyczMxMyZMzFo0CBT3zZClK+CqjY9vpy550wkt5dLKSWTJk3SrM2pU6cKAE1vgNVDeHi4VK9e3eg0ymz48OFSuXJlUw8ZFBG5dOmSNGrUSIKCguTChQtGp3MD+/pwWv4eXK9v375Sp04duXLlii7tl9bu3bvFw8NDhg4d6tTrFt3s9ddfF4vFIseOHTM6FU188803AkC2bt1aqudPmDBBPDw8TH+O0Mvo0aOlUqVKkpGRoWucefPmCQCZOnVqiZ/brFkz6datm/ZJ6eTQoUO6rhWmlVGjRonFYpHNmzcbnYq8+eabAkB++OGHUj1/zpw5pl4/lggc1qidkJAQqVatmmZ/uMaOHSuVK1c2/Ye99957TwDouhi33g4dOiQuLi7y/PPPG51Ksaxfv16UUjJ+/HijU7nBhAkTxM3NTQ4fPqxL+7/88osAkK+//lqX9ksjOztbOnXqJFWrVpWjR48anY6m/vrrLwEgn376qdGpaOKpp56SKlWqlHrY8oYNGwSAfPPNNxpnZn7Z2dlSo0YNefDBB3WPZbPZpH///mK1WmXv3r3Fft7ff/8tAOSTTz7RMTvtderUSVq2bGl0GgVauXKlAJAXX3zR6FREJHcG3xYtWkidOnXk9OnTJXquzWaTO++8U+68807Tf7aiiquw4ozDGksoIiICp06dwoIFCzRpzz5To9kXd7bP2JiSkmJwJqU3ffp0iIimM0HpqWvXrhg3bhw++eQTbNiwweh0AOQOe5k7dy4efPBB1K1bV5cYffv2RZMmTRAVFZV7BckEpk2bho0bN2Lq1KmoXbu20eloqnnz5rj99tvLxVA+EUF8fDx69uxZ6mHLnTt3Rp06dcrVUM/iWr9+PdLT0zWdpbEgSil89tlncHFxwdNPP13s4Y1xcXFQSuH+++/XOUNthYWFITExEXv37jU6lVtcuHABTz/9NG677Tb861//MjodALkz+M6bNw8nTpwo8YzAq1evxo4dOxAREWH6z1ZE+SqoatPjqzz0nNlsNmnVqpVms9QFBgbqduO1lhISEgSALF682OhUSuXixYtStWpVCQ0NNTqVErl48aIEBQVJo0aN5NKlS0anc23WUr1n8Zo1a5YAkPXr1+sapziSk5PFy8tLBg4cWG6vwk6aNEksFovTT3KSnJwsAGTGjBllamfcuHHi6elpuiHFenv22WfFy8tLLl686LCYs2fPLtHkHnfeead06dJF56y0l5qaKgDk3XffNTqVWzz77LOilJLff//d6FRu8Y9//EMAyLJly4r9nEGDBknNmjV1mW2USCvgsEZtzZ8/XwDI8uXLy9ROZmamKKUctshjWZw6dUoAyMcff2x0KqUyc+ZMASC//fab0amU2OrVqwWAPPfcc4bmkZWVJQEBAXLPPffoHuvSpUvi5+cnQ4cO1T1WYXJycuSee+4RX19fSUtLMzQXPdkXav3ss8+MTqVMPv30U01mZ7PPRvrdd99plJn5ZWdnS61atRx+Actms0nv3r3F29tbDhw4UOi+//3vf0t9n5oZdOjQQcz2OWjNmjUCQCIiIoxOJV+ZmZlyxx13iL+/f7GWuNizZ49DF88mKq3CijMOayyF4cOHo3bt2oiOji5TO/v27YOImH6mRgCoWrUqfH19nXLGRpvNhujoaLRr1w6dO3c2Op0S69GjB8aMGYOoqChs3LjRsDyWLFmC1NRURERE6B7LarVi9OjRWLJkiaHvuZkzZ2L9+vWYMmUK6tWrZ1geemvRogUaNWrk9EP5Vq1ahfr165f5nNqlSxfUqlWrXAz1LK7ff/8dx48fd8iQxusppfD5559DRDBq1KhChzLb35/ONqTRLjQ0FNu2bTPN39FLly5h5MiRaNiwoWkX5/Xw8MC8efNw5MgRvPjii0XuP3XqVLi7u+OZZ55xQHZEOimoatPjy2xXjMrirbfeEgDy999/l7qNxYsXCwDZsmWLhpnpp1WrVtK/f3+j0yixpUuXOv0N/ufPn5cGDRpIkyZNDBuqcffdd0tQUJDD1odLS0sTV1dXw67o7t+/XypVqiT9+vUrt8MZr/fqq6+Ki4uLadeYK0pOTo74+fnJE088oUl7zzzzjFitVocO8TOS0UM5p0+fLgDkiy++KHCfli1bSufOnR2YlbZSUlIEgHzwwQdGpyIiIhMnThQAsnbtWqNTKdKLL74oAGTlypUF7nP69GmxWq2anQOI9AQOa9TeiRMnxMPDQ8LDw0vdxgcffCAA5MyZM9olpqNhw4bJ7bffbnQaJda7d2+pV6+eXL161ehUymTFihUCQF5++WWHx96yZYsAkKioKIfGffjhh8XHx8fhs4TabDbp2bOn+Pj4SGpqqkNjG2Xbtm1Ffjg2M3v+Wi0gbR9OHBsbq0l7ZpaTkyN16tQxdBhxTk6OdOvWTSpXriyHDh265XH7/YRTpkwxIDvttG3bVtq1a2d0GvLbb7+JUkqeffZZo1MployMDLntttskICCgwGUu3n//fQEgiYmJDs6OqOQKK844rLGUatSogUcffRRfffUVTp06Vao2kpKSUKNGDVSpUkXb5HQSFBSEAwcOlGrRUKPs2LED8fHxGDduHNzc3IxOp0z69u2LkSNH4sMPP8TWrVsdGjsqKgo+Pj546qmnHBo3MjISFy5cwJw5cxwa9/PPP8fq1avx4YcfokGDBg6NbZRWrVohODjYaYfyxcfHAwB69uypSXtdu3ZFjRo1nH6oZ3Fs3LgRR48e1W3h6eKwWCz44osvkJWVhdGjR98yvNH+cxg2bJgR6WkmLCwMW7duRWpqqmE5XL58GU899RQaNGiA999/37A8SsLLywvz5s3DwYMH8corr9zyeFZWFj755BP06NEDd911lwEZEmmooKpNj6/y1HMmIrJz584yLSzZrVs3ufvuuzXOSj/2STWcaWKEkSNHipeXl5w6dcroVDRx9uxZqVevnjRv3lwyMzMdEvPQoUPi6uoqkZGRDol3sy5dukhgYKDDhlOmpqaKj4+P9OzZs0IMZ7zeSy+9JK6urk75+9K3b19p1qyZpm06akFmo02cONE0C29HRUUJAJk/f/4N29u0aSMdOnQwKCvt7N27VwDIRx99ZFgOL7zwQpFDBM0qIiJCAMiaNWtu2P7tt98KAPnxxx+NSYyohMBhjfrp06eP1K1bV65cuVLi59apU8epxkYvX77cNNObF8fx48fFw8NDxowZY3QqmrLfQ/faa685JN4rr7wiFotF9u/f75B4N4uLixMAsnDhQt1j2Ww26devn1SqVMmw4zWSffjqvHnzjE6lRC5fvixeXl4yYcIETdu1L8y7aNEiTds1k5ycHPH395chQ4YYnYqI5M4a2blzZ6lSpYocOXJERET27dsnAOTDDz80ODtttGrVSjp27GhI7E2bNonFYpFRo0YZEr+sLl26JA0bNpTg4OAb7gft0KGDNGrUSHJycgzMjqj4CivOyjysUSnlopT6Uyn1c1nbckaRkZE4cuRIiYcCXbx4EUePHsVtt92mU2basy9EbZaZpooya9YsXLlyBRMnTjQ6FU0NGDAAjz32GN59910kJibqGisjIwOfffYZQkJCEBQUpGusgoSEhCAwMLDMs6MWx5dffokVK1bgvffeM+x4jdS2bVsEBAQ43dDGjRs34vLly+jdu7em7Xbv3h3VqlUr10MbN2/ejLS0NIfP0lgQFxcXzJ07F5mZmXjmmWcgIli4cCEAmCbHsgoLC8OmTZtw6NAhh8bNzMzEk08+ibp16+LDDz90aGytWK1WzJkzB/v378ekSZMAAJs2bcLmzZsxceJEWCy8W4ecnxbv4okAdmvQjlPq168fbr/9dkRFRd0yRr4wycnJAOAU0+jbBQQEQCmFlJQUo1Mp0pUrVzBz5kz0798fTZo0MTodzUVFRaF69ep48sknkZWVpVucr776CmfOnHHI9PkFcXFxwfjx47FhwwZs27ZNtziHDx9GZGQk7rnnHjz77LO6xTEzpRSaNWuGZcuWwWKxIDAwEDExMUanVaRVq1bBxcUF3bp107RdV1dXDB06FD/99BMyMzM1bdss4uLi4O7ujvvuu8/oVK65/fbb8X//93/44YcfULNmTbz00ktwd3fH77//bnRqmrAXmXfddZdDfs9iYmIQGBgILy8v7N69Gw899BB8fX11i6e3bt26YezYsZg6dSpq166NTp06QSkFq9VqdGpEmihTcaaU8gcwEMAX2qTjfCwWCyIiIrBt27YS/eGwF2fO1HPm7u4Of39/p+g5+/bbb3H8+HFERkYanYou/Pz88OmnnyIxMRHvvfeeLjHs68O1adMGXbp00SVGcY0cORLe3t6IiorSpX0RwZgxY3D16lXMmTOnwl59jYmJwerVqwHkviapqakIDw83fYEWHx+P9u3bo3Llypq3HRoaigsXLuDXX3/VvG2jiQji4uLQt29f031Yr127NiwWC06ePAkAuHr1qlO8F4tjy5YtUErhzJkzuv+excTEIDw8/IYJSGbMmOH0r2Pr1q2hlMLx48cB5L6Xx48f7/THRQQAqiS9Pbc8Wak4AO8C8AHwgogMKmz/tm3bSkJCQqnjmVVGRgb8/f3Ro0ePa8MvivL222/jtddew6VLl5zqak/37t2RnZ2N3377zehUCiQiaN26NbKysrBjxw4opYxOSTcPPfQQFi5ciG3btuHOO+/UtO1ffvkFAwYMwIIFCzBixAhN2y6NiIgIzJgxA6mpqahbt66mbS9YsACPPvoopkyZUm4L+uIIDAzMdxa5gIAAHDhwwPEJFcO5c+fg5+eHSZMm4f/+7/80bz8rKwu1atXCwIED8fXXX2vevpG2bNmCDh06YP78+XjssceMTucGzvheLK6Cjs1qtWLAgAGaxlq2bBkyMjJu2e7sr2N5fn9QxaCU2iYibfN7zLUMjQ4CcEJEtimluheyXziAcADldkpqq9WK0aNH44MPPkBKSkqx7lVJTk6Gv7+/UxVmQO59Z8uXLzc6jUKtW7cOiYmJ+Pzzz8t1YQYAn3zyCVatWoUnn3wSmzZtgqtrqX+lbxEVFYU6deoYOr329caPH49p06ZhxowZmDx5smbtHjt2DBMmTECnTp0wYcIEzdp1RgcPHizRdjNYu3YtbDYbevXqpUv7bm5uCAkJwcKFC3HlyhV4eHjoEscIsbGxcHNzw+DBg41O5RbO+F4sroKOISMjA3///bemsfIrzArLwVmU5/cHUalnXkRuj1kagAMAjgHIALCgsOeUx9ka7Uo63XjHjh2lR48eOmelvbfeeksAmHpq6cGDB0v16tVNnaOWvv/+ewEg7777rmZt7tixo0zLROglJCRE/Pz85NKlS5q0Z7PZZOjQoeLh4SG7d+/WpE1nFhAQIABu+QoICDA6tQKNHz9erFarrktLLFu2TADITz/9pFsMR7PZbBIYGCgDBgwwOpV8OeN7sbgceWzl9XUsr8dFFQf0mK1RRF4VEX8RCQQwHMBqEXmktO05O39/f4SFheGLL77A+fPni9w/OTnZqe43s7P3Cpp12MDevXvx008/YcyYMfDy8jI6HYcICwvDsGHD8MYbb2D3bm3m5pk6dSo8PT0RHh6uSXtaiYiIwOnTp7FgwQJN2vv++++xePFi/Otf/yqXE8eU1OTJk2/pzffy8tK0p1Jr8fHx6Nq1q649Wr169UKVKlXK1ayN27Ztw4EDB0w7A2J+70Wr1Wrq92JxOfLYyuvrWF6PiwiANuucAegO4Oei9ivPPWci/1sjKDo6utD9Tp48KQDk448/dlBm2vnjjz8EgPz8889Gp5Kv8ePHi5ub27X1cSqKY8eOSbVq1aRjx45lXqz5xIkT4uHhIeHh4Rplpx2bzSatWrWSpk2blnmB6BMnTkj16tWlXbt2kpWVpVGGzm/BggUSEBAgSikBII899pjRKRUoLS3NYetfPf7441KlSpVSrWlpRi+//LLpFxy//r0YEBAgCxYsMDolzTjy2Mrr61hej4sqBnARase5++67JSgoqNAPyBs3bnTaleyPHTsmAGTatGlGp3KLM2fOSKVKlUz9YVJPMTExAkA++uijMrVjH7q6a9cujTLT1ldffSUAZPny5WVq58EHHxQ3NzfZsWOHRpmVPx07djT1wq7298Kff/6pe6yffvpJAMiyZct0j6U3m80mwcHB0q9fP6NTISKqkAorzirmfNE6ioiIQEpKCn788ccC93HGafTtatasCavVasrp9OfMmYNLly4ZuiaXkR566CEMHjwY//znP5GUlFSqNq5cuYIZM2agX79+uOOOOzTOUBsPPvggateuXaZp9RcvXozvvvsOr7/+Opo3b65hduVLREQE9u7di6VLlxqdSr7i4+NRvXp1tGjRQvdYffr0QeXKlZ1uge78JCYmYv/+/aYd0khEVJGxONNYSEgIAgICEB0dXeA+SUlJsFgsxZrV0WyUUggODjZdcZadnY1p06ahW7duaNWqldHpGEIphVmzZsHT0xMjR46EzWYrcRvfffcdjh07Zurp5N3d3TF27FisWLGiVDObnTp1Cs888wxatWqFl19+WYcMy49hw4ahfv36uq0vVxYiglWrVqFnz54OWZfOw8MDgwcPxpIlS3Rd+N0RYmNj4eLigpCQEKNTISKim7A405irqysmTJiA9evXY/v27fnuk5ycjKCgILi7uzs4O20EBQUhJSXF6DRusGTJEhw8eNDURYUj1KlTB9HR0fjtt98wffr0Ej1XRBAdHY2mTZuib9++OmWojdGjR8PT0xNTp04t8XMjIiJw6tQpzJs3D25ubjpkV364urpi/PjxWLNmDRITE41O5wZ79uzB4cOHdZtCPz9hYWE4c+bMtYW6nZGIIDY2Fj169ED16tWNToeIiG7C4kwHI0eOhLe3d4FXm5OSktC4cWMHZ6Ude8+ZlGEBc61FRUUhODgYgwYVug56hfDYY4+hf//+ePXVV7Fv375iP2/9+vX4888/ERERYfr14WrUqIFHHnkEX331FU6ePFns5/38889YsGAB/vGPf+Cuu+7SMcPy4+mnn4bVai1VIaynVatWAQB69+7tsJh9+/aFt7e3U8/a+Ndff2Hv3r2mWb+QiIhuxOJMB76+vnjqqafw3Xff4ciRIzc8JiJOO42+XXBwMC5duoT09HSjUwEAbNmyBX/88QcmTpwIFxcXo9MxnFIKs2fPhqurK55++uliD2+MiopCtWrV8Oijj+qcoTYiIiKQmZmJzz77rFj7nz17FqNHj8add96JSZMm6Zxd+VG1alU8+eST+Oabb3Ds2DGj07kmPj4egYGBCA4OdlhMT09P3HfffVi8eDGys7MdFldLcXFxsFgsHNJIRGRSLM50MmHCBGRnZ2PmzJk3bD927BguXrzo9D1nAExz31l0dDQqV66MJ5980uhUTMPf3x8ff/wx1q5di9mzZxe5/759+/Djjz9i9OjRTrM+XLNmzdCnTx/MmDEDV69eLXL/5557DsePH8e8efOcdkixUSZOnIirV69i1qxZRqcCIPce0zVr1ji018wuLCwMp06dwtq1ax0eu6zsQxq7d++OmjVrGp0OERHlg8WZTho2bIjBgwdj1qxZuHz58rXtzjxTo529ODPDfWdpaWmIjY3F008/DR8fH6PTMZWRI0eiT58+ePHFF5GamlrovtOmTYOrqyvGjh3roOy0ERkZiaNHj+L7778vdL/ly5dj3rx5eOmll9CmTRsHZVd+NG7cGIMGDcLMmTORmZlpdDrYvn07zp07Z0hxdu+996JSpUpOObRx165d2LNnD2dpJCIyMRZnOoqMjMSpU6ewYMGCa9vsU5w7c89ZYGAgAHP0nE2fPh02mw3jx483OhXTUUrh888/BwCMGjWqwHsEz507h7lz5+LBBx9E3bp1HZlimfXr1w9NmjRBVFRUgcd3/vx5jBo1Ck2bNsXrr7/u4AzLj8jISKSnp+Obb74xOhXEx8cDAHr27Onw2F5eXhg0aBAWLVrkdEMb4+LioJTC/fffb3QqRERUABZnOrrnnnvQsmVLREdHX/vgmJycDHd3dzRo0MDg7ErParWidu3ahhdnly5dwuzZszF06NBrBSPdKCAgAO+//z5WrlyJuXPn5rvPnDlzcPHiRadcH85isWDixInYvn07fvvtt3z3eemll3DkyBHMmzcPnp6eDs6w/OjRowdatGhxw/nMKKtWrcJdd92FGjVqGBI/NDQU6enp2LBhgyHxSys2Nhb33HMPatWqZXQqRERUABZnOlJKITIyEn///TdWrlwJILfnrGHDhk4/cYUZ1jr76quvcObMmQo/fX5RxowZg+7du+O5555DWlraDY/Z14fr2rWr0w73e+yxx1C1atV8Z0ddvXo1PvvsM0RGRqJDhw4GZFd+KKUQERGBHTt2GDqV/OXLl/H77787dAr9mw0YMABWq9WpFqT++++/8ffff3OWRiIik2NxprMHH3wQtWrVuvbB0dlnarQzujiz2WyYOnUq2rZti86dOxuWhzOwWCz44osvkJ2djdGjR9/Q6/HDDz8gNTXVKXvN7KxWK0aPHo0lS5bc8J68ePEiRo4cicaNG+Ott94yMMPy46GHHkLNmjUNXZT6999/x5UrVwy538zOarViwIABWLRoEXJycgzLoyQ4pJGIyDmwONOZh4cHxo4di+XLl2Pnzp3Yu3dvuSjOgoKCkJaWVqxZ8vSwfPly7NmzB5GRkaZfk8sMGjZsiHfeeQfLli3D119/fW17VFQUgoKCMGTIEAOzK7tx48bBxcUFn3zyybVtr776KlJTUzF37lynmYHS7Dw9PfHMM89g6dKl1+6fdbT4+Hi4urqia9euhsS3CwsLw/HjxwscTms2cXFx6NKlC+rUqWN0KkREVAgWZw4wZswYeHh44IUXXsCVK1ecejIQu+DgYNhsNhw8eNCQ+FFRUahbty6H6JTA+PHjcffdd2PixIk4evQotm7dit9//x0TJkxw+mG29erVwwMPPIA5c+bg/PnzWL9+PaZPn47x48ejS5cuRqdXrjzzzDNwd3c3bFHq+Ph4dOrUCd7e3obEtxswYAA8PT2dYtbGPXv2YMeOHZylkYjICbA4c4AaNWqgY8eOWLFiBQDgtddeQ0xMjMFZlY1Ra53FxMSgbt26iI+PR0ZGRpFTqNP/WCwWzJ07FxcvXkTDhg3Rvn17KKUM/5CrlYiICFy4cAEBAQHo1q0bXF1dcddddxmdVrlTq1YtjBgxAl9++SXOnDnj0NinT5/G9u3bDR3SaOft7Y0BAwZg4cKFxV7o3Sj2AnLYsGEGZ0JEREVhceYAMTEx2Lx587X/Hz9+HOHh4U5doBlRnMXExCA8PBxHjx4FAJw9e9bpX0dH27p1K5RS19beExFMnDixXLyGSUlJsFgsOHv2LIDcyU7Gjx9fLo7NbCZOnIiMjIxrSzU4ypo1ayAihk4Gcr3Q0FAcPXoUf/zxh9GpFCo2NhadO3dGvXr1jE6FiIiKoBw5JXLbtm0lISHBYfHMIjAwMN9FgAMCAnDgwAHHJ6QBm80GLy8vTJw4ER988IFDYpbH19HRyvNrWJ6PzYx69eqFpKQk7N+/H25ubg6J+eyzz+Lrr7/G6dOnHRazMBcuXECNGjUwevRow4Z5FsU+CdWUKVM4sy0RkUkopbaJSNv8HmPPmQMUdF+WUfdracFisSAwMBApKSkOiXf58uV8P3gDzv06Olp5fC/aledjM6OIiAikpaVh0aJFDosZHx+Pbt26maIwAwAfHx/ce++9ph7ayCGNRETOhcWZAxS04LQzL0QNOG46/aSkJHTs2LHAx539dXSk8vpeBMr3sZnRwIED0bhxY4dNq3/w4EEkJyeb4n6z64WGhuLw4cM3DF03k7i4OHTo0IG/B0REToLFmQNMnjwZVqv1hm1WqxWTJ082KCNtOKI4+/7779G2bVscPnwYL774Yrl8HR2pvL4XgfJ9bGZksVgwceJEbN68GZs2bdI93qpVqwDAdMXZfffdB3d3d1MuSL1//35s376ds9oSETkRFmcOMGLECMyePRsBAQFQSiEgIACzZ8/GiBEjjE6tTIKDg3H27FldZmy7cuUKxo8fjwcffBDNmzfHn3/+iQ8++KBcvo6OVF7fi0D5Pjazevzxx1GlShWH9J7Fx8ejVq1aaNasme6xSsLX1xd9+/ZFXFwcHHkPd3FwSCMRkfPhhCBUaosWLcKwYcOQkJCANm3aaNZuSkoKHnjgASQkJOD555/Hu+++a5p7TIjoRi+99BKmTJmC/fv36zZ0TkRQp04d9OrVy5Szb3711Vd4/PHHsWnTJnTo0MHodK5p164dlFLYsmWL0akQEdF1OCEI6cI+nb6Wk4L88MMPaN26NZKTk7FkyRJ89NFHLMyITGzcuHEAgOnTp+sWY9euXTh+/LhpptC/2eDBg+Hm5maqBakPHDiAhIQELjxNRORkWJxRqQUFBQHQZq2zrKwsvPDCCwgJCUHDhg2xfft2DBkypMztEpG+GjRogGHDhmH27Nm4ePGiLjHMer+ZXZUqVdCnTx/ExsaaZmijvVBkcUZE5FxYnFGp+fr6olq1amUuzg4dOoRu3brh448/xtixY/H7779f65UjIvOLjIzEuXPn8OWXX+rSfnx8PBo1amTqGQdDQ0ORmpqKbdu2GZ0KgNzirHXr1jyXEhE5GRZnVCZlnbFx+fLlaNWqFXbs2IFvv/0W06dPh4eHh4YZEpHeOnbsiA4dOmDq1Kmar/eVlZWFdevWmbbXzG7IkCFwdXU1xayNBw8exObNmzlLIxGRE2JxRmUSFBRUqnvOsrOz8c9//hMDBgxA3bp1sW3bNjz44IM6ZEhEjhAZGYm9e/di6dKlmra7detWXLhwwfTFmZ+fH3r16mWKWRsXLlwIgEMaiYicEYszKpPg4GAcOHAAOTk5xX7O0aNH0adPH0yePBlPPfUUNm/ejNtuu03HLIlIb8OGDUP9+vURHR2tabvx8fFQSqFHjx6atquHsLAw7N+/H3/++aehecTFxaFly5Zo1KiRoXkQEVHJsTijMgkODkZ2djbS0tKKtf+aNWvQqlUrbN68GV9++SW++OILeHl56ZwlEenN1dUV48aNw+rVq/Gf//xHs3ZXrVqF1q1bw8/PT7M29TJkyBC4uLgYOmtjWloa/vjjD/aaERE5KRZnVCb2m82Luu/MZrPh7bffRu/evVG1alVs2bIFjz/+uCNSJCIHGTVqFKxWq2a9Z5cuXcLGjRtNO4X+zapXr46ePXsaOmvjokWLAID3mxEROSkWZ1QmxSnO0tPTMWDAALz22msYPnw4tm7diubNmzsqRSJykKpVq+LJJ5/EN998g+PHj5e5vQ0bNiArK8v095tdLzQ0FHv37sVff/1lSPzY2FjceeedHCpOROSkWJxRmdSvXx8uLi4FTgry+++/o1WrVli7di0+++wzLFiwAN7e3g7OkogcZcKECbh69So+/fTTMrcVHx8Pd3d33H333Rpk5hghISGwWCyGDG08cuQIfv/9dw5pJCJyYizOqExcXV3RoEGDW3rORAQfffQRunXrBk9PT2zcuBHh4eFQShmUKRE5wm233YZBgwbh008/RWZmZpnaWrVqFe6++25YrVaNstNfzZo10b17d0OGNi5atAgiwiGNREROrNTFmVKqvlJqjVLqb6XULqXURC0TI+dx81pnZ86cQUhICF588UWEhIRg27ZtaNWqlYEZEpEjRURE4MSJE/j3v/9d6jbS09ORmJjoVEMa7UJDQ7Fnzx7s2rXLoXHj4uJwxx13oGnTpg6NS0RE2ilLz1k2gOdF5A4AHQGMVUrdoU1a5ExsNhu2bt0Ki8WCOnXq4LbbbsMvv/yCqVOnIjY2Fr6+vkanSEQO1LNnT7Ro0QJRUVGl7j1avXo1ADjNZCDXu//++wEAXbp0gcViQWBgIGJiYnSLFxMTg/r162PdunU4fPiwrrGIiEhfpS7OROSoiGzP+/4CgN0A6mmVGDmHmJgY/Pbbb7DZbBARHDt2DKdOncKkSZMwYcIEDmMkqoCUUoiIiMCOHTuwZs2aUrWxatUq+Pr6ok2bNhpnp7/4+HhYLBacO3cOIoLU1FSEh4frUjTFxMQgPDz82nIm586d0y0WERHpT2kxJl4pFQhgPYDmInK+oP3atm0rCQkJZY5H5hEYGIjU1NRbtgcEBODAgQOOT4iITCEzMxMBAQFo3749fvrppxI/Pzg4GC1atMCSJUu0T05nBZ0XfX198fzzz2sa6+OPP8a5c+du2c5zMBGReSmltolI23wfK2txppTyBrAOwGQRWZTP4+EAwgGgQYMGbfL7g0XOy2Kx5DtsSSkFm81mQEZEZBZvvvkm/vWvf2HPnj0lmtp9//79aNiwIT755BOMGzdOxwz1UdB50ZF4DiYiMq/CirMyzdaolHIDsBBATH6FGQCIyGwRaSsibWvUqFGWcGRCDRo0KNF2Iqo4nnnmGbi7u2PatGklet6qVasAOOf9ZkDh58Xs7GxNv3gOJiIqX8oyW6MCMAfAbhGZol1K5EwmT558yzTXVqsVkydPNigjIjKLWrVq4eGHH8a8efNw5syZYj9v1apVqFu3Lpo0aaJjdvop6Lz4zjvvwMXFRdOvd955h+dgIqJypCw9Z3cDeBRAT6VUYt7XAI3yIicxYsQIzJ49GwEBAVBKISAgALNnz8aIESOMTo2ITCAiIgIZGRn44osvirW/zWbDqlWr0Lt3b6edUMiR50Weg4mIyhdNJgQpLk4IQkRU8fTs2RN79+7F/v374erqWui+iYmJaNWqFebPn4/HHnvMQRkSERE5jm73nBERERUlMjIShw4dwsKFC4vc19nvNyMiIioLFmdERKSrgQMHolGjRoiOji5y3/j4eDRp0gT16nHZTCIiqnhYnBERka4sFgsmTpyITZs2YdOmTQXud/XqVaxfvx69e/d2YHZERETmweKMiIh098QTT8DX1xdRUVEF7rNp0yZkZGRwSCMREVVYLM6IiEh33t7eGDVqFBYuXIiDBw/mu8+qVatgsVjQvXt3xyZHRERkEizOiIjIIcaPHw8AmD59er6Px8fHo127dqhSpYoDsyIiIjIPFmdEROQQDRo0wLBhw/D555/j4sWLNzx2/vx5bN68mUMaiYioQmNxRkREDhMREYGzZ89i/vz5N2xfv349cnJyOBkIERFVaCzOiIjIYTp16oQOHTpg6tSpsNls17bHx8fD09MTnTp1MjA7IiIiY7E4IyIih4qMjERycjKWLVt2bduqVavQtWtXeHp6GpgZERGRsVicERGRQ91///3w9/e/Nq3+sWPHsHPnTt5vRkREFR6LMyIicig3NzeMHz8eq1evxl9//YXVq1cDAO83IyKiCo/FGREROdyoUaNgtVoRHR2N+Ph4+Pn5oWXLlkanRUREZChXoxMgIqKKp2rVqujcuTPmzZsHAPDy8sK3336LESNGGJwZERGRcdhzRkREDhcTE4Pffvvt2v8vX76M8PBwxMTEGJgVERGRsVicERGRw02aNAmZmZk3bMvIyMCkSZMMyoiIiMh4LM6IiMjhDh48WKLtREREFQGLMyIicrgGDRqUaDsREVFFwOKMiIgcbvLkybBarTdss1qtmDx5skEZERERGY/FGREROdyIESMwe/ZsBAQEQCmFgIAAzJ49m7M1EhFRhaZExGHB2rZtKwkJCQ6LR0REREREZCZKqW0i0ja/x9hzRkREREREZAIszoiIiIiIiEyAxRkREREREZEJsDgjIiIiIiIyARZnREREREREJsDijIiIiIiIyARYnBEREREREZkAizMiIiIiIiITYHFGRERERERkAizOiIiIiIiITIDFGRERERERkQmwOCMiIiIiIjKBMhVnSql7lVJ7lFJ7lVKvaJUUERERERFRRVPq4kwp5QJgBoD+AO4A8JBS6g6tEiMiIiIiIqpIXMvw3PYA9orIfgBQSn0LYAiAv7VIzGEiIoDERKOzICIiIiIiLbVsCURHG51FiZRlWGM9AIeu+39a3rYbKKXClVIJSqmE9PT0MoQjIiIiIiIqv8rSc1YsIjIbwGwAaNu2regdr8ScrJomIiIiIqLyqSw9Z4cB1L/u//5524iIiIiIiKiEylKcbQXQWCkVpJRyBzAcwI/apEVERERERFSxlHpYo4hkK6XGAVgBwAXAXBHZpVlmREREREREFUiZ7jkTkWUAlmmUCxERERERUYVVpkWoiYiIiIiISBsszoiIiIiIiEyAxRkREREREZEJsDgjIiIiIiIyARZnREREREREJsDijIiIiIiIyARYnBEREREREZmAEhHHBVMqHUCqwwIWX3UAJxnLqeIxFmOZJR5jMZZZ4jGWc8VydDzGYiyzxCuvsUoiQERq5PeAQ4szs1JKJYhIW8ZynniMxVhmicdYjGWWeIzlXLEcHY+xGMss8cprLK1wWCMREREREZEJsDgjIiIiIiIyARZnuWYzltPFYyzGMks8xmIss8RjLOeK5eh4jMVYZolXXmNpgvecERERERERmQB7zoiIiIiIiEygQhdnSql7lVJ7lFJ7lVKv6BxrrlLqhFJqp55x8mLVV0qtUUr9rZTapZSaqGMsT6XUFqXUf/Ji/UuvWNfFdFFK/amU+lnnOAeUUjuUUolKqQQ9Y+XFq6KUilNK/VcptVsp1UmnOLfnHZP967xSKkKPWHnxIvPeGzuVUv9WSnnqGGtiXpxdehxTfr/HSik/pdRKpVRy3r9VdYwVlndsNqWUZrNPFRDrw7z34l9KqcVKqSo6xnorL06iUupXpVRdvWJd99jzSilRSlXXK5ZS6k2l1OHrftcGaBGroHh528fn/dx2KaU+0CuWUuq7647rgFIqUcdYLZVSm+znYqVUex1j3aWU2ph37v9JKVVZo1j5/l3W4/xRSCzNzx+FxNL8/FFILL3OH4V+ltLyHFLIsWl+DinsuLQ+fxRyXJqfPwqJpcv5Q1ciUiG/ALgA2AcgGIA7gP8AuEPHePcAaA1gpwOOrQ6A1nnf+wBI0uvYACgA3nnfuwHYDKCjzsf3HIBvAPysc5wDAKrr/fO6Lt58AE/nfe8OoIoDYroAOIbc9Tb0aL8egBQAXnn//x7AEzrFag5gJwArAFcA8QAaaRzjlt9jAB8AeCXv+1cAvK9jrKYAbgewFkBbnY+rLwDXvO/f1/m4Kl/3/QQAs/SKlbe9PoAVyF13U5Pf8QKO600AL2j5HiwiXo+8971H3v9r6vk6Xvf4xwBe1/G4fgXQP+/7AQDW6hhrK4Bued8/BeAtjWLl+3dZj/NHIbE0P38UEkvz80chsfQ6fxT4WUrrc0ghx6b5OaSQWJqfPwp7Da/bR5PzRyHHpcv5Q8+vitxz1h7AXhHZLyJXAXwLYIhewURkPYDTerV/U6yjIrI97/sLAHYj90OyHrFERC7m/dct70u3GxmVUv4ABgL4Qq8YRlBK+SL3g8IcABCRqyJy1gGhewHYJyJ6Lg7vCsBLKeWK3MLpiE5xmgLYLCIZIpINYB2A+7UMUMDv8RDkFtbI+zdEr1gisltE9mjRfjFi/Zr3OgLAJgD+OsY6f91/K0Gjc0gh590oAC9pFaeIWLooIN4zAN4TkSt5+5zQMRYAQCmlADwA4N86xhIA9h4sX2h0Dikg1m0A1ud9vxLAMI1iFfR3WfPzR0Gx9Dh/FBJL8/NHIbH0On8U9llK03OIgz+3FRRL8/NHUcel5fmjkFi6nD/0VJGLs3oADl33/zTo9ItgJKVUIIBWyO3R0iuGS16X9AkAK0VEt1gAopF7QrTpGMNOAPyqlNqmlArXOVYQgHQA81TukM0vlFKVdI4JAMOh0Yeq/IjIYQAfATgI4CiAcyLyq07hdgLoqpSqppSyIvcKWX2dYl2vlogczfv+GIBaDojpaE8B+EXPAEqpyUqpQwBGAHhdxzhDABwWkf/oFeMm4/KGXM3VYshaEW5D7u/AZqXUOqVUO53jAUBXAMdFJFnHGBEAPsx7f3wE4FUdY+3C/y7UhkGHc8hNf5d1PX844jNAMWJpfv64OZbe54/r4+l9DsnnddTtHHJTLF3PHwW8P3Q5f9wUKwKOO39ooiIXZ+WeUsobwEIAETddWdKUiOSISEvkXhlrr5RqrkccpdQgACdEZJse7eeji4i0BtAfwFil1D06xnJF7vCaT0WkFYBLyB3iohullDuAwQBidYxRFbkfdIIA1AVQSSn1iB6xRGQ3cofP/ApgOYBEADl6xCokB4GOPcdGUEpNApANIEbPOCIySUTq58UZp0eMvKL9H9Cx+LvJpwAaAmiJ3IsTH+sczxWAH4COAF4E8H3elWk9PQQdL/DkeQZAZN77IxJ5Iwx08hSAZ5VS25A7NOqqlo0X9ndZ6/OHoz4DFBZLj/NHfrH0PH9cHw+5x6LbOSSfY9PtHJJPLN3OH4W8FzU/f+QTy5HnD01U5OLsMG68Iuaft61cUEq5IffNGSMiixwRM28Y3hoA9+oU4m4Ag5VSB5A7DLWnUmqBTrHsvT72rv3FyB0Kq5c0AGnX9TrGIbdY01N/ANtF5LiOMXoDSBGRdBHJArAIQGe9gonIHBFpIyL3ADiD3DHnejuulKoDAHn/ajKUzAyUUk8AGARgRN4HR0eIgUZDyfLRELkXCv6Tdx7xB7BdKVVbj2Aicjzv4pUNwOfQ9xwC5J5HFuUNN9+C3BEGmkx4kp+8ocr3A/hOrxh5HkfuuQPIvZik2+soIv8Vkb4i0ga5Hxr3adV2AX+XdTl/OPIzQEGx9Dh/FOO4ND1/5BNPt3NIfsem1zmkgNdRl/NHIe8Pzc8fBcRy2PlDKxW5ONsKoLFSKiivB2E4gB8NzkkTeVc65gDYLSJTdI5VQ+XNwqSU8gLQB8B/9YglIq+KiL+IBCL357VaRHTphVFKVVJK+di/R+7NzbrNtCkixwAcUkrdnrepF4C/9YqXxxFXvA8C6KiUsua9L3shdxy4LpRSNfP+bYDck/43esW6zo/IPfkj798fHBBTd0qpe5E7hHiwiGToHKvxdf8dAv3OITtEpKaIBOadR9KQewP5MT3i2T905xkKHc8heZYg96Z+KKVuQ+7EQid1jNcbwH9FJE3HGEDuPSLd8r7vCUC3IZTXnUMsAP4JYJZG7Rb0d1nz84eDPwPkG0uP80chsXQ5f+QXT69zSCHHpvk5pJD3xxJofP4o4r2o6fmjkFgOO39oRkwwK4lRX8i9JyUJuVfGJukc69/I7ZLOQu4v80gdY3VB7tCIv5A7tCsRwACdYrUA8GderJ3QaMauYsTtDh1na0TuLJ7/yfvapff7Iy9mSwAJea/lEgBVdYxVCcApAL4OOK5/IfeP5U4AXyNvJiidYm1AblH7HwC9dGj/lt9jANUArELuCT8egJ+OsYbmfX8FwHEAK3SMtRe59+XazyFazYCWX6yFee+PvwD8hNyb/HWJddPjB6DdbI35HdfXAHbkHdePAOro/F50B7Ag77XcDqCnnq8jgC8BjNHqmAo5ri4AtuX9Xm8G0EbHWBOR+7kgCcB7AJRGsfL9u6zH+aOQWJqfPwqJpfn5o5BYep0/ivwspdU5pJBj0/wcUkgszc8fhb2G0Pj8Uchx6XL+0PNL5R0QERERERERGagiD2skIiIiIiIyDRZnREREREREJsDijIiIiIiIyARYnBEREREREZkAizMiIiIiIiITYHFGRERERERkAizOiIiIiIiITIDFGRERERERkQn8P3OoViNezV0mAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 1080x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "data2_controle = np.array(data2[['P1','P2','P3','P4']])\n",
    "chart = XR_ControlChart()\n",
    "chart.fit(data2_controle)\n",
    "chart.ControlChart(A2 = 0.729,D3 = 0 ,D4 = 2.282)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "Awzmofujpfx4",
    "outputId": "82376f5b-1718-44d2-d9c1-0e7c1284c55b"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Ttest_indResult(statistic=9.316093371146462, pvalue=6.844397713125599e-13)"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from scipy import stats\n",
    "\n",
    "stats.ttest_ind(data1['Média'],data2['Média'])\n",
    "\n",
    "\n",
    "stats.ttest_ind(data1['Média'],data2['Média'], equal_var=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Exercício:**\n",
    "\n",
    "Represente no mesmo gráfico todos os dados com os limites de controle de antes e depois.\n",
    "\n",
    "Dica: Você pode usar como exemplo o que foi apresentado em https://www.youtube.com/watch?v=3WoX_s274JE"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "collapsed_sections": [],
   "name": "Formação_continuada",
   "provenance": []
  },
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}