english-to-german-translation.ipynb

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     "text": [
      "/kaggle/input/english-to-german/_about.txt\n",
      "/kaggle/input/english-to-german/deu.txt\n"
     ]
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   "source": [
    "# This Python 3 environment comes with many helpful analytics libraries installed\n",
    "# It is defined by the kaggle/python Docker image: https://github.com/kaggle/docker-python\n",
    "# For example, here's several helpful packages to load\n",
    "\n",
    "import numpy as np # linear algebra\n",
    "import pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n",
    "\n",
    "# Input data files are available in the read-only \"../input/\" directory\n",
    "# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n",
    "\n",
    "import os\n",
    "for dirname, _, filenames in os.walk('/kaggle/input'):\n",
    "    for filename in filenames:\n",
    "        print(os.path.join(dirname, filename))\n",
    "\n",
    "# You can write up to 20GB to the current directory (/kaggle/working/) that gets preserved as output when you create a version using \"Save & Run All\" \n",
    "# You can also write temporary files to /kaggle/temp/, but they won't be saved outside of the current session"
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   "source": [
    "from wordcloud import WordCloud\n",
    "from tensorflow.keras.preprocessing.sequence import pad_sequences\n",
    "from tensorflow.keras.preprocessing.text import Tokenizer\n",
    "from tensorflow.keras.layers import Dense, LSTM, Embedding, Input, TimeDistributed, Concatenate, RepeatVector, Dropout\n",
    "from tensorflow.keras.callbacks import EarlyStopping, ReduceLROnPlateau, ModelCheckpoint\n",
    "from tensorflow.keras.models import Model, load_model, Sequential\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "import warnings, re\n",
    "warnings.filterwarnings('ignore')\n",
    "import tensorflow as tf\n",
    "from tqdm.notebook import tqdm\n",
    "tqdm.pandas()\n",
    "from tensorflow.keras import backend as K\n",
    "logger = tf.get_logger()\n",
    "from tensorflow.keras.utils import plot_model\n",
    "from sklearn.model_selection import train_test_split\n",
    "from nltk.translate.bleu_score import sentence_bleu, SmoothingFunction"
   ]
  },
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    "plt.rcParams['figure.figsize'] = (12,8)"
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>English</th>\n",
       "      <th>German</th>\n",
       "      <th>Source</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Go.</td>\n",
       "      <td>Geh.</td>\n",
       "      <td>CC-BY 2.0 (France) Attribution: tatoeba.org #2...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Hi.</td>\n",
       "      <td>Hallo!</td>\n",
       "      <td>CC-BY 2.0 (France) Attribution: tatoeba.org #5...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Hi.</td>\n",
       "      <td>Grüß Gott!</td>\n",
       "      <td>CC-BY 2.0 (France) Attribution: tatoeba.org #5...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Run!</td>\n",
       "      <td>Lauf!</td>\n",
       "      <td>CC-BY 2.0 (France) Attribution: tatoeba.org #9...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Run.</td>\n",
       "      <td>Lauf!</td>\n",
       "      <td>CC-BY 2.0 (France) Attribution: tatoeba.org #4...</td>\n",
       "    </tr>\n",
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      "text/plain": [
       "  English      German                                             Source\n",
       "0     Go.        Geh.  CC-BY 2.0 (France) Attribution: tatoeba.org #2...\n",
       "1     Hi.      Hallo!  CC-BY 2.0 (France) Attribution: tatoeba.org #5...\n",
       "2     Hi.  Grüß Gott!  CC-BY 2.0 (France) Attribution: tatoeba.org #5...\n",
       "3    Run!       Lauf!  CC-BY 2.0 (France) Attribution: tatoeba.org #9...\n",
       "4    Run.       Lauf!  CC-BY 2.0 (France) Attribution: tatoeba.org #4..."
      ]
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   ],
   "source": [
    "df = pd.read_csv('../input/english-to-german/deu.txt',delimiter='\\t',header=None)\n",
    "df.columns = ['English','German','Source']\n",
    "df.head()"
   ]
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       "(221533, 2)"
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     "data": {
      "text/plain": [
       "English    0\n",
       "German     0\n",
       "dtype: int64"
      ]
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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "wc = WordCloud(width=600,height=300).generate(' '.join(df.English))\n",
    "plt.imshow(wc);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "1178cf00",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:10.199571Z",
     "iopub.status.busy": "2022-10-28T21:39:10.199252Z",
     "iopub.status.idle": "2022-10-28T21:39:17.638202Z",
     "shell.execute_reply": "2022-10-28T21:39:17.637315Z"
    },
    "papermill": {
     "duration": 7.45551,
     "end_time": "2022-10-28T21:39:17.642506",
     "exception": false,
     "start_time": "2022-10-28T21:39:10.186996",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "wc = WordCloud(width=600,height=300).generate(' '.join(df.German))\n",
    "plt.imshow(wc);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "fea48620",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:17.673658Z",
     "iopub.status.busy": "2022-10-28T21:39:17.673341Z",
     "iopub.status.idle": "2022-10-28T21:39:17.789044Z",
     "shell.execute_reply": "2022-10-28T21:39:17.788044Z"
    },
    "papermill": {
     "duration": 0.134094,
     "end_time": "2022-10-28T21:39:17.791582",
     "exception": false,
     "start_time": "2022-10-28T21:39:17.657488",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "df['eng_len'] = df.English.apply(len)\n",
    "df['ger_len'] = df.German.apply(len)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "c82a5c54",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:17.822490Z",
     "iopub.status.busy": "2022-10-28T21:39:17.821871Z",
     "iopub.status.idle": "2022-10-28T21:39:20.076938Z",
     "shell.execute_reply": "2022-10-28T21:39:20.075946Z"
    },
    "papermill": {
     "duration": 2.272874,
     "end_time": "2022-10-28T21:39:20.079090",
     "exception": false,
     "start_time": "2022-10-28T21:39:17.806216",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='ger_len', ylabel='Density'>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(nrows=1,ncols=2,figsize=(10,4))\n",
    "sns.distplot(df.eng_len,ax=axes[0])\n",
    "sns.distplot(df.ger_len,ax=axes[1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "1bc3b528",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:20.110965Z",
     "iopub.status.busy": "2022-10-28T21:39:20.110194Z",
     "iopub.status.idle": "2022-10-28T21:39:20.140709Z",
     "shell.execute_reply": "2022-10-28T21:39:20.139050Z"
    },
    "papermill": {
     "duration": 0.048913,
     "end_time": "2022-10-28T21:39:20.142961",
     "exception": false,
     "start_time": "2022-10-28T21:39:20.094048",
     "status": "completed"
    },
    "tags": []
   },
   "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>eng_len</th>\n",
       "      <th>ger_len</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>221533.000000</td>\n",
       "      <td>221533.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>31.719974</td>\n",
       "      <td>37.005629</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>13.111863</td>\n",
       "      <td>15.787624</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>3.000000</td>\n",
       "      <td>4.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>23.000000</td>\n",
       "      <td>26.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>29.000000</td>\n",
       "      <td>34.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>38.000000</td>\n",
       "      <td>45.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>537.000000</td>\n",
       "      <td>481.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             eng_len        ger_len\n",
       "count  221533.000000  221533.000000\n",
       "mean       31.719974      37.005629\n",
       "std        13.111863      15.787624\n",
       "min         3.000000       4.000000\n",
       "25%        23.000000      26.000000\n",
       "50%        29.000000      34.000000\n",
       "75%        38.000000      45.000000\n",
       "max       537.000000     481.000000"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "74d32511",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:20.174329Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "max_eng_len = 40\n",
    "max_ger_len = 40"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "0fc577d9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:20.211602Z",
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     "status": "completed"
    },
    "tags": []
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   "outputs": [],
   "source": [
    "def clean_text(text):\n",
    "    text = text.lower()  \n",
    "    pattern = re.compile('\\W')\n",
    "    text = re.sub(pattern,' ',text).strip()\n",
    "    return text"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "b08117e3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:20.249912Z",
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     "exception": false,
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "29e60c8727bf45bca59ccce2e1139f7c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/221533 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e5bd1983dbbd43f2ad26e25052da6184",
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       "version_minor": 0
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       "  0%|          | 0/221533 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df.English = df.English.progress_apply(clean_text)\n",
    "df.German = df.German.progress_apply(clean_text)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "2219a2a8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:22.972666Z",
     "iopub.status.busy": "2022-10-28T21:39:22.972330Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "df.German = df.German.apply(lambda x: '<START> ' + x + ' <END>')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "1f83b24b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:23.078704Z",
     "iopub.status.busy": "2022-10-28T21:39:23.077681Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "eng_tokenizer = Tokenizer()\n",
    "eng_tokenizer.fit_on_texts(df.English)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "e76da331",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:25.850549Z",
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "15928"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eng_vocab_size = len(eng_tokenizer.word_index) + 1\n",
    "eng_vocab_size"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "352267da",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:25.893994Z",
     "iopub.status.busy": "2022-10-28T21:39:25.893257Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "eng_sequences = eng_tokenizer.texts_to_sequences(df.English)\n",
    "eng_pad_sequences = pad_sequences(eng_sequences,maxlen=max_eng_len,dtype='int32',padding='post',truncating='post')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "7a64fcb1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:29.296868Z",
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   },
   "outputs": [],
   "source": [
    "ger_tokenizer = Tokenizer()\n",
    "ger_tokenizer.fit_on_texts(df.German)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "dde6f073",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:32.806833Z",
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "35055"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ger_vocab_size = len(ger_tokenizer.word_index) + 1\n",
    "ger_vocab_size"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "e6cd39a8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:32.846727Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "ger_sequences = ger_tokenizer.texts_to_sequences(df.German)\n",
    "ger_pad_sequences = pad_sequences(ger_sequences,maxlen=max_ger_len,dtype='int32',padding='post',truncating='post')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "ed68ac10",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:36.440043Z",
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   "outputs": [],
   "source": [
    "class AttentionLayer(tf.keras.layers.Layer):\n",
    "    \"\"\"\n",
    "    This class implements Bahdanau attention (https://arxiv.org/pdf/1409.0473.pdf).\n",
    "    There are three sets of weights introduced W_a, U_a, and V_a\n",
    "     \"\"\"\n",
    "\n",
    "    def __init__(self, **kwargs):\n",
    "        super(AttentionLayer, self).__init__(**kwargs)\n",
    "\n",
    "    def build(self, input_shape):\n",
    "        assert isinstance(input_shape, list)\n",
    "        # Create a trainable weight variable for this layer.\n",
    "\n",
    "        self.W_a = self.add_weight(name='W_a',\n",
    "                                   shape=tf.TensorShape((input_shape[0][2], input_shape[0][2])),\n",
    "                                   initializer='uniform',\n",
    "                                   trainable=True)\n",
    "        self.U_a = self.add_weight(name='U_a',\n",
    "                                   shape=tf.TensorShape((input_shape[1][2], input_shape[0][2])),\n",
    "                                   initializer='uniform',\n",
    "                                   trainable=True)\n",
    "        self.V_a = self.add_weight(name='V_a',\n",
    "                                   shape=tf.TensorShape((input_shape[0][2], 1)),\n",
    "                                   initializer='uniform',\n",
    "                                   trainable=True)\n",
    "\n",
    "        super(AttentionLayer, self).build(input_shape)  # Be sure to call this at the end\n",
    "\n",
    "    def call(self, inputs):\n",
    "        \"\"\"\n",
    "        inputs: [encoder_output_sequence, decoder_output_sequence]\n",
    "        \"\"\"\n",
    "        assert type(inputs) == list\n",
    "        encoder_out_seq, decoder_out_seq = inputs\n",
    "\n",
    "        logger.debug(f\"encoder_out_seq.shape = {encoder_out_seq.shape}\")\n",
    "        logger.debug(f\"decoder_out_seq.shape = {decoder_out_seq.shape}\")\n",
    "\n",
    "        def energy_step(inputs, states):\n",
    "            \"\"\" Step function for computing energy for a single decoder state\n",
    "            inputs: (batchsize * 1 * de_in_dim)\n",
    "            states: (batchsize * 1 * de_latent_dim)\n",
    "            \"\"\"\n",
    "\n",
    "            logger.debug(\"Running energy computation step\")\n",
    "\n",
    "            if not isinstance(states, (list, tuple)):\n",
    "                raise TypeError(f\"States must be an iterable. Got {states} of type {type(states)}\")\n",
    "\n",
    "            encoder_full_seq = states[-1]\n",
    "\n",
    "            \"\"\" Computing S.Wa where S=[s0, s1, ..., si]\"\"\"\n",
    "            # <= batch size * en_seq_len * latent_dim\n",
    "            W_a_dot_s = K.dot(encoder_full_seq, self.W_a)\n",
    "\n",
    "            \"\"\" Computing hj.Ua \"\"\"\n",
    "            U_a_dot_h = K.expand_dims(K.dot(inputs, self.U_a), 1)  # <= batch_size, 1, latent_dim\n",
    "\n",
    "            logger.debug(f\"U_a_dot_h.shape = {U_a_dot_h.shape}\")\n",
    "\n",
    "            \"\"\" tanh(S.Wa + hj.Ua) \"\"\"\n",
    "            # <= batch_size*en_seq_len, latent_dim\n",
    "            Ws_plus_Uh = K.tanh(W_a_dot_s + U_a_dot_h)\n",
    "\n",
    "            logger.debug(f\"Ws_plus_Uh.shape = {Ws_plus_Uh.shape}\")\n",
    "\n",
    "            \"\"\" softmax(va.tanh(S.Wa + hj.Ua)) \"\"\"\n",
    "            # <= batch_size, en_seq_len\n",
    "            e_i = K.squeeze(K.dot(Ws_plus_Uh, self.V_a), axis=-1)\n",
    "            # <= batch_size, en_seq_len\n",
    "            e_i = K.softmax(e_i)\n",
    "\n",
    "            logger.debug(f\"ei.shape = {e_i.shape}\")\n",
    "\n",
    "            return e_i, [e_i]\n",
    "\n",
    "        def context_step(inputs, states):\n",
    "            \"\"\" Step function for computing ci using ei \"\"\"\n",
    "\n",
    "            logger.debug(\"Running attention vector computation step\")\n",
    "\n",
    "            if not isinstance(states, (list, tuple)):\n",
    "                raise TypeError(f\"States must be an iterable. Got {states} of type {type(states)}\")\n",
    "\n",
    "            encoder_full_seq = states[-1]\n",
    "\n",
    "            # <= batch_size, hidden_size\n",
    "            c_i = K.sum(encoder_full_seq * K.expand_dims(inputs, -1), axis=1)\n",
    "\n",
    "            logger.debug(f\"ci.shape = {c_i.shape}\")\n",
    "\n",
    "            return c_i, [c_i]\n",
    "\n",
    "        # we don't maintain states between steps when computing attention\n",
    "        # attention is stateless, so we're passing a fake state for RNN step function\n",
    "        fake_state_c = K.sum(encoder_out_seq, axis=1)\n",
    "        fake_state_e = K.sum(encoder_out_seq, axis=2)  # <= (batch_size, enc_seq_len, latent_dim\n",
    "\n",
    "        \"\"\" Computing energy outputs \"\"\"\n",
    "        # e_outputs => (batch_size, de_seq_len, en_seq_len)\n",
    "        last_out, e_outputs, _ = K.rnn(\n",
    "            energy_step, decoder_out_seq, [fake_state_e], constants=[encoder_out_seq]\n",
    "        )\n",
    "\n",
    "        \"\"\" Computing context vectors \"\"\"\n",
    "        last_out, c_outputs, _ = K.rnn(\n",
    "            context_step, e_outputs, [fake_state_c], constants=[encoder_out_seq]\n",
    "        )\n",
    "\n",
    "        return c_outputs, e_outputs\n",
    "\n",
    "    def compute_output_shape(self, input_shape):\n",
    "        \"\"\" Outputs produced by the layer \"\"\"\n",
    "        return [\n",
    "            tf.TensorShape((input_shape[1][0], input_shape[1][1], input_shape[1][2])),\n",
    "            tf.TensorShape((input_shape[1][0], input_shape[1][1], input_shape[0][1]))\n",
    "        ]"
   ]
  },
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   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2022-10-28 21:39:36.660672: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:36.661661: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.097446: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.098777: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.099964: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.101156: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.103908: I tensorflow/core/platform/cpu_feature_guard.cc:142] This TensorFlow binary is optimized with oneAPI Deep Neural Network Library (oneDNN) to use the following CPU instructions in performance-critical operations:  AVX2 AVX512F FMA\n",
      "To enable them in other operations, rebuild TensorFlow with the appropriate compiler flags.\n",
      "2022-10-28 21:39:37.388900: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.390093: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.391189: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.392227: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.393229: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:37.394310: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:42.574052: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:42.574965: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:42.575775: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:42.576586: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:42.577351: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:42.578000: I tensorflow/core/common_runtime/gpu/gpu_device.cc:1510] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 13789 MB memory:  -> device: 0, name: Tesla T4, pci bus id: 0000:00:04.0, compute capability: 7.5\n",
      "2022-10-28 21:39:42.584016: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n",
      "2022-10-28 21:39:42.584704: I tensorflow/core/common_runtime/gpu/gpu_device.cc:1510] Created device /job:localhost/replica:0/task:0/device:GPU:1 with 13789 MB memory:  -> device: 1, name: Tesla T4, pci bus id: 0000:00:05.0, compute capability: 7.5\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Model: \"model\"\n",
      "__________________________________________________________________________________________________\n",
      "Layer (type)                    Output Shape         Param #     Connected to                     \n",
      "==================================================================================================\n",
      "input_1 (InputLayer)            [(None, 40)]         0                                            \n",
      "__________________________________________________________________________________________________\n",
      "embedding (Embedding)           (None, 40, 100)      1592800     input_1[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "lstm (LSTM)                     [(None, 40, 300), (N 481200      embedding[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "input_2 (InputLayer)            [(None, None)]       0                                            \n",
      "__________________________________________________________________________________________________\n",
      "lstm_1 (LSTM)                   [(None, 40, 300), (N 721200      lstm[0][0]                       \n",
      "__________________________________________________________________________________________________\n",
      "embedding_1 (Embedding)         (None, None, 100)    3505500     input_2[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "lstm_2 (LSTM)                   [(None, 40, 300), (N 721200      lstm_1[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "lstm_3 (LSTM)                   [(None, None, 300),  481200      embedding_1[0][0]                \n",
      "                                                                 lstm_2[0][1]                     \n",
      "                                                                 lstm_2[0][2]                     \n",
      "__________________________________________________________________________________________________\n",
      "attention_layer (AttentionLayer ((None, None, 300),  180300      lstm_2[0][0]                     \n",
      "                                                                 lstm_3[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "concat_layer (Concatenate)      (None, None, 600)    0           lstm_3[0][0]                     \n",
      "                                                                 attention_layer[0][0]            \n",
      "__________________________________________________________________________________________________\n",
      "time_distributed (TimeDistribut (None, None, 35055)  21068055    concat_layer[0][0]               \n",
      "==================================================================================================\n",
      "Total params: 28,751,455\n",
      "Trainable params: 28,751,455\n",
      "Non-trainable params: 0\n",
      "__________________________________________________________________________________________________\n"
     ]
    }
   ],
   "source": [
    "K.clear_session()\n",
    "\n",
    "latent_dim = 300 \n",
    "embedding_dim = 100 \n",
    "\n",
    "encoder_inputs = Input(shape=(max_eng_len,))\n",
    "encoder_emb = Embedding(eng_vocab_size, embedding_dim, trainable=True)(encoder_inputs)\n",
    "\n",
    "encoder_lstm1 = LSTM(latent_dim, return_sequences=True, return_state=True, dropout=0.3, recurrent_dropout=0.2)\n",
    "encoder_output1, state_h1, state_c1 = encoder_lstm1(encoder_emb)\n",
    "\n",
    "encoder_lstm2 = LSTM(latent_dim, return_sequences=True, return_state=True, dropout=0.3, recurrent_dropout=0.2)\n",
    "encoder_output2, state_h2, state_c2 = encoder_lstm2(encoder_output1)\n",
    "\n",
    "encoder_lstm = LSTM(latent_dim, return_sequences=True, return_state=True, dropout=0.3, recurrent_dropout=0.2)\n",
    "encoder_outputs, state_h, state_c = encoder_lstm(encoder_output2)\n",
    "encoder_states = [state_h,state_c]\n",
    "\n",
    "decoder_inputs = Input(shape=(None,))\n",
    "decoder_emb = Embedding(ger_vocab_size, embedding_dim, trainable=True)(decoder_inputs)\n",
    "\n",
    "decoder_lstm = LSTM(latent_dim, return_sequences=True, return_state=True, dropout=0.3, recurrent_dropout=0.2)\n",
    "decoder_outputs, decoder_fwd_state, decoder_bwd_state = decoder_lstm(decoder_emb, initial_state=encoder_states) \n",
    "\n",
    "attn_layer = AttentionLayer(name='attention_layer') \n",
    "attn_outputs, attn_states = attn_layer([encoder_outputs, decoder_outputs]) \n",
    "\n",
    "decoder_concat_outputs = Concatenate(axis=-1,name='concat_layer')([decoder_outputs, attn_outputs])\n",
    "\n",
    "decoder_dense = TimeDistributed(Dense(ger_vocab_size,activation='softmax'))\n",
    "decoder_outputs = decoder_dense(decoder_concat_outputs)\n",
    "\n",
    "model = Model([encoder_inputs, decoder_inputs], decoder_outputs)\n",
    "model.summary()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "84ed21ac",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:44.212860Z",
     "iopub.status.busy": "2022-10-28T21:39:44.212496Z",
     "iopub.status.idle": "2022-10-28T21:39:46.335410Z",
     "shell.execute_reply": "2022-10-28T21:39:46.334086Z"
    },
    "papermill": {
     "duration": 2.142726,
     "end_time": "2022-10-28T21:39:46.338187",
     "exception": false,
     "start_time": "2022-10-28T21:39:44.195461",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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BGrQAgDrl6+ur4cOHy8fn5jdxtG7dWj169KijVAAAAAAAWIMCLQCgzo0YMUJlZWWV7vfx8dE///M/y2az1WEqAAAAAADqHkscAADqXHl5udq0aaO8vLxK23z77be677776jAVAAAAAAB1jytoAQB1zsvLS6NGjXK5zIHNZlPHjh0pzgIAAAAAGgUKtAAAS1S2zIGXl5f+5V/+pe4DAQAAAABgAZY4AABY5he/+IVyc3N1/Z8im82m3NxctWvXzsJkAAAAAADUDa6gBQBYZtSoUfLy+r8/RV5eXurWrRvFWQAAAABAo0GBFgBgmdGjR+vq1atO25KSkixKAwAAAABA3WOJAwCApbp06aLvvvtO5eXl8vLy0smTJ9WqVSurYwEAAAAAUCe4ghYAYCn7FbNeXl7q06cPxVkAAAAAQKNCgRYAYKkRI0ZIksrLy1neAAAAAADQ6PhYHaA+SU9PV2ZmptUxAKDRadGihc6cOaOtW7fqiy++sDoOADQqwcHBeuedd6yOUa+dPHlSM2fOtDoGAACNXnx8vIYPH251jBpHgfY627Zt04YNG3TPPfdYHQWNUE5Ojlq1aqWIiAirozQqeXl5On36tGJiYqyO0qgFBgbqypUr+v77762OAgCNysmTJ/XTTz9RoL2F8+fPa9myZbr33nsVFBRkdRygQTt48KC8vb3Vvn17q6M0KkVFRTpw4IDuv/9++fn5WR0HcCknJ0ehoaEUaBuD2NhYbdu2zeoYaIRatGihX//610pJSbE6SqMyd+5cvf3221w9b7Hz589rx44dSkxMtDoKADQq9r+DqJp3331XPXv2tDoG0KAlJCQoJCREH374odVRGpUtW7aof//+Wr9+vaKioqyOA7jUkC+oZA1aAIDlmjVrRnEWAAAAANAoUaAFAAAAAAAAAItQoAUAAAAAAAAAi1CgBQAAAAAAAACLUKAFAAAAAAAAAItQoAUAoJYcPXpUgwYNUlFRkSTp7Nmzstlsjp/Y2FiVlJRU6HdjO5vNpm7dutV1/DozaNAg2Ww2paam3rRddna2Bg4cqLCwMAUHB+vRRx/Vjh07aiSDMUY7duzQ+PHj1bFjR/n7+6tly5bq1auXVqxYIWNMjWWqap9p06ZpzZo1NTI+AACA2rBixQqn96xBQUEu213/vpj3xA3zc8HN3rtOmzbNaQw9evSo43T1HwVaoAG6ePGifvGLXygxMdHqKECjlZ2drW7duik+Pl4hISGSpObNm8sYo6ysLEeb5OTkCn3t7TIzMxUeHi5jjHbt2lWn+evK8uXLtWHDhlu2+/rrr/XQQw8pODhY+/bt0+HDh9W+fXv16dNHf/3rX6ud4x//+Id69eqlAwcOaO3atSosLNTOnTt1xx13KCkpSVOnTq2RTO70eeGFF5SSkqKZM2dWe3wAADRGfC6qO4sXL5YxRhcvXqyw78b3xbwnbpifC2723vXNN9+UMUbGGHl7e1uQrv6jQAs0QMYYlZeXq7y83OooVRYUFKRevXpZHQOoEUVFRXr88cf15JNP6qWXXnLZxt/fX+Hh4VqyZIk++OCDOk5YP5w8eVLJyclKSkq6abvy8nI9//zzCgsL0x/+8AdFRkaqefPmWrx4sTp06KAxY8aotLS02nl8fHyUkZGh+++/X02aNFH79u31xz/+UeHh4VqwYIHTOTzJ5G6fDh06aN26dZozZ44yMjKqPT4AABobPhdZ71bvi3lP3HAeA967Vg8FWqABCg4OVm5urj7++GOrowCN0rx585SXl6fXXnut0jZNmjTRypUr5eXlpbFjx+rAgQN1mLB+eOGFFzRs2DDFx8fftN327du1d+9ePfXUUwoICHBs9/b21ogRI3Ts2DFt3LixWlk6d+6sK1euqFmzZk7b/fz8FBUVpdLSUqfbzjzJ5EmfmJgYPfXUU5o8ebLKysqqNUYAABobPhdZ71bvi3lP3LAeA967eo4CLQAANcgYo/T0dD344INq3br1TdsmJCRoxowZunDhgoYNG+Zy3amGatmyZdq7d6/S0tJu2fazzz6TJJfrbdm3bd26tWYD/n8FBQU6ePCgYmNjFRoaWq1Mno5jyJAhOn78uDZt2uThKAAAAOpeVd8XN+b3xHYN6THgvatnKNACDcz69eudFt+2v7DfuP3IkSMaPny4wsLCFB4ersTEROXm5jodKy0tzdG+bdu2ysrKUr9+/RQcHKymTZuqb9++Tl9sk5qa6mh//W05n3zyiWN78+bNXZ6juLhYO3bscLTz8fGpxUcJqD05OTk6ffq0YmJiqtR+1qxZio+P17fffquXX365Sn3OnTunSZMmqUOHDvLz81OzZs00YMAA/e1vf3Nq58nvvSSdOXNGEyZM0J133ik/Pz+1aNFCQ4cOVXZ2dpXy3crx48c1efJkLVu2TMHBwbdsv3//fklS27ZtK+xr06aNJNX4lQZFRUXasWOHBg0apIiICC1fvrzamTwdR5cuXSRJW7ZscXcYAAA0WpV9LnK171bvkdz9XCS5/9moIX4ucud9sSfviaWqvS/29D2xVPvvi6/XUD4X8N7VMxRogQbmiSeekDFGgwcPvun25ORkJScn68SJE1qzZo0+++wzjRgxwqnPlClTZIxRTEyMCgoKNHHiRKWmpiovL0/bt29Xfn6+4uLi9Pnnn0uSZsyYIWOMAgMDnY7Tv39/GWPUtWvXCnnt5wgMDNTDDz/sWDj8xtsh4uLiFB4erp07d1b7MQJq0549eyS5LsK54uXlpZUrVyoqKkrp6elauXLlTdvn5eWpe/fuWrVqlebPn6+zZ8/q66+/VtOmTdWvXz+lp6c72nrye3/q1Cl1795dGRkZWrRokfLz87Vt2zbl5+erZ8+eyszMdOfhcGnMmDEaOXKk4uLiqtS+oKBAkiq8tkhyfFPw+fPnq53LLjU1VaGhoerVq5e8vb21bt063XvvvdXO5Ok47MVb+9wCAAC3VtnnIlf7bvUeyd3PRZL7n40a4ucid94Xu/ueWKr6+2JP3hNLdfO+uDqPQX39XMB7V89QoAUaqTFjxqhnz54KDAzUo48+qoEDByorK0tnz5512b64uFiLFi1y9OnWrZtWrFihy5cva+LEibWet7y83PEmBajPTp06JUlOt8PfSvPmzZWRkSFfX1+NHTvWcaWlKykpKTp8+LDeeecdJSYmKiQkRB07dtSqVasUGRmpCRMm6PTp0y77VuX3PiUlRUePHtXbb7+txx57TEFBQYqOjtbq1atljHHrigZXli5dqoMHD2revHnVOo6d/TXBZrPVyPGkax+oSktLtW/fPnXu3FmxsbGaPXt2rWa6WZ+QkBDZbDbH3AIAADXLnc9GfC6qOnffF7vznljy/H1xVZ/v2n5f7EpD+FzAe1fPUKAFGqnu3bs7/TsqKkrStW9VdyUwMNBxq4Ldfffdp9atWysnJ6fWX3yv/586oD6z3z7n6+vrVr//x969h0VV7f8Dfw9yG26DggIi5aXUxELDTmLy4C3wgpIcLyXQtwy/HDPxkqaY2jl5yyLP8aSpaXYzs/I8+k1NzSy/JWAPmmhqJnkjRBRQEBBR9PP7o9/M13EGmCsbhvfreeYP1l5r7c/aswbWWsxeu3fv3khPT0dlZSVGjx6Nqqoqo/m2bNkCABg2bJheupubGwYOHIiqqqpabycy5XO/detWODk5ITY2Vi9vYGAgQkNDcejQIeTn55vVNq28vDzMnDkT69evN/ot0tr4+voC+HNCdC9tmjaPrbi6uqJr165YtWoVRowYgfnz5+Pbb7+1KiZr2uHs7FxrnyAiIiLrmDM34rzIdJaMi00dE5+ge6wAACAASURBVAOWj4tNfb/tOS6uiyPMCzh2NR8XaImaqXv/i+nq6grgz//IGlPbokGbNm0AAJcvX7ZhdERNl7u7OwDg1q1bZpdNTU3F2LFjcezYMbz00ksGx6urq1FWVgZ3d3eje7cGBAQA+PN2J2Pq+9xr679z5w40Go3ePlUqlQo///wzACA3N9fstgHAtm3bUFZWhn79+unVm5SUBACYN2+eLu3333/XlevatSsAGB0AXrhwAQDQuXNni2IyxfDhwwEA27dvtyoma9pRU1MDtVptbuhERERkAnPmRpwXmc7ScXF9Y2LAunGxKe+3vcfF9Wnq8wKOXc3HBVoiMklJSYnR22i0AxDtgAT4c++cmzdvGuTV7r9ojC1vTyZSUlBQEACgrKzMovLr1q1Dly5dsH79enzyySd6x9zc3KDRaHDjxg2Ul5cblNXewhQYGGjRud3c3ODr6wtnZ2fcunVLd/vcva/+/ftbVP+kSZOM1qdt54IFC3RpDzzwgK6c9nyHDh0yqFObNnDgQItiMoWbmxsA4MqVK1bFZGk7rl27BhHR9S0iIiJSjjnzIsD8uZEjzYusGRfXNSYGmv642BRNdV7AsatluEBLRCa5ceMGsrOz9dJ++eUXFBQUICwsTO+Xb1BQkO7bYFqFhYXIy8urtX4PDw+9gUuXLl3w3nvv2Sh6ooajfZiUpbc7eXl54T//+Q88PT3x7rvvGhwfOXIkAGDHjh166dXV1di7dy/UajViYmIsOjcAxMfHo6amxuBJxACwdOlS3HfffQYPq7C3qKgodOvWDZs3b9Z7AvPt27exadMmhISEGNzaZa4ZM2YgMTHR6LGdO3cC0L8VzJKYLG2H9vfpvQ8qIyIiooZnzrwIMH9u5EjzImvGxfWNiQHHHxc31XkBx66W4QItEZlEo9Fgzpw5yMrKQmVlJQ4ePIjExES4urpi+fLlenmjo6NRUFCAFStWoKKiAqdPn8aUKVMM/pt8t0cffRSnTp3CH3/8gaysLJw5cwaRkZG6403paaXUvIWFhaFNmzY4cuSIxXWEhoZizZo1Ro8tWbIEHTp0wNSpU7F9+3aUl5fj1KlTGDduHC5evIjly5frbmmyxJIlS9CpUyeMHz8eO3fuRFlZGa5cuYI1a9bg9ddfR3p6OpydnfXKJCYmQqVS4ezZsxafty5OTk54//33ceXKFTz//PMoLCxESUkJJk2ahNzcXKxdu1Z3C501MW3cuBGvv/46zp07h+rqapw7dw6zZs3Chg0bEB4ejuTkZKtisqQMAOTk5AD483crERERKcuceRFg/tzIkeZF1o6L6xoTA41vXGyPMXFTmxcAHLtaTEgnISFBoqKilA6Dmil/f39ZvHix1fVs2bJFAOi9EhISJCsryyD91VdfFRExSB82bJhenWFhYRIcHCwnTpyQmJgY8fb2FrVaLVFRUbJ//36DGEpLSyU5OVmCgoJErVZL3759JTs7W8LDw3XnmDVrll6ZkydPSmRkpHh6ekpISIisXLlS73hkZKS0bNlSMjMzrb5Gd1u8eLH4+/vbtE6iOXPmiLOzs1y4cEEvvaioyODzFh4eXms9EydOFD8/P4P04uJimTp1qnTo0EFcXFxEo9FITEyM7N27Vy+fpZ/7kpISmT59unTs2FFcXFykdevWEh0dLXv27DEa54ABA8TLy0tqampMvkYiIikpKQZxAJCYmBij+X/++WcZMmSI+Pj4iJeXlwwYMMDo7yBLYiorK5N169ZJTEyMtG/fXlxdXcXLy0vCw8NlyZIlcv36datjsrTM6NGjJTg4WG7evGlSW4jMwb+Dpjl27JgAsPk4hIgMRUdHy6hRo6yup7Z5kYjlYyRz50Ui5s+NlJoX7dq1SwBIXl6eWeU++eQTASCrVq0yetzYuNhWY2IR08bF1syFzRkXmzP+dNR5gUj9Y9cWLVrI448/Xuf1qc1DDz0k06ZNs6hsY6cSMbJ5SjOVmJiI/Px87Nu3T+lQqBlq3bo1pk+fjrS0NKVDMdCjRw8UFxfb5QmVSluyZAmWLVuGoqIipUMhB1JWVobQ0FDExsZi9erVSodjV6WlpWjbti0SEhKwdu1apcMB0DhjstSRI0fQs2dPbNy4EU8//bTS4ZAD4t9B0xw/fhzdu3dHZmZmk3hyOlFTFhMTAx8fH3z55ZdKh2LAkedFu3fvxuDBg5GXl4eQkBCTy23YsAFJSUlYtWoV/va3vxkcby7jYkcaf1rDlLGrs7MzevXqZdG3wLt164bBgwdj2bJl1oba6HCLAyIiIhvTaDTYtm0bNm/ejJUrVyodjt2ICFJTU+Hj44MFCxYoHQ6AxhmTpc6cOYP4+HikpaVxcZaIiIiapOYwLnak8ac1OHa1DhdorZCeng6VSgWVSoV27dopHY5dfP311+jcubPRfUWs4eXlpbt22ld6enq95W7fvo3Vq1ejT58+0Gg0cHFxQdu2bTF06FCsWLEC586d0+Xt0aOHwTnqei1cuBAVFRUG6VlZWfXGNXPmTIO6iKh569mzJw4ePIidO3fi2rVrSodjF5cuXcKZM2ewd+9ei58Qa2uNMSZLrVmzBosWLcKiRYuUDoWIyGRXr17F6tWrMWDAALRq1QpqtRoPPvggEhISrNqf/W6WziUaM0dsEzUvEydOhEqlgpeXl8ExRx8XO9L40xp1jV1nz56t+912+/ZtBaJr/LhAa4UZM2ZARBAWFqZ0KDZ3+vRpjBgxAmlpabh06ZLN66+oqMDhw4cBAHFxcRARzJgxo95ySUlJmDRpEp566ikcP34c5eXl+PHHH9GzZ0+kpqaiV69eevm//PJLiIjulZKSAuDPJ3LfnT527FgAfw6MREQXG4B6/wNWUlKiu1UjISEBIoK5c+eafjEaMe0/IY4cOYILFy5ApVI5TNuIGkL79u2xfft2+Pj4KB2KXQQGBmL//v0IDQ1VOhSdxhiTpZYuXcpvHxA1cRUVFXjwwQcRGxurdCgNZubMmZg8eTLi4uJw4sQJlJSUYP369cjJyUF4eDi2bt1q9TksnUs0Zo7YJkfCeVHtEhMT9ebWFRUVRvM58rjYkcaf1qhr7PrGG2/o9ZOm8JC7hsYF2kbCy8sLffv2VToMnXnz5qFPnz44dOgQvL29lQ4HAJCdnY3PPvsML7zwAl555RW0a9cO7u7u6NSpExYtWoSJEyfa9HxqtRr3338/du7ciYMHD9aa75///KdZe/Q0Jdp/Qtz94reDiYiIiEwjIrhz5w7u3LmjdCgmsdWcZPz48ZgyZQoCAwPh4eGByMhIbNy4Ebdv38Yrr7xig0ibpsY25yPTcV5ERPZm2/vWyWG8//77UKvVSoeh5/jx4wCALl26GD0+ZswYfP7557qfc3JyTK5706ZNBmlOTk6YPXs2Jk6ciIULFxr9b39paSlWrVqFZcuW4bnnnjP5fERERETk+Ly9vXH69Gmlw2hQ69atM5oeFhYGtVqN06dPQ0SgUqkaODIiIqLGi9+gJaMa2+IsAAQEBAAA9uzZY/R4VFQUiouLbXrO559/HsHBwfjqq69w9OhRg+P//ve/MXToUHTq1Mmm5yUiIiIiciSVlZWoqqpC9+7duThLRER0Dy7Q2kl1dTXmz5+Prl27wsPDA61atcLw4cPx1Vdf6W2IrN3LprKyEhkZGbpNk7UP5dq6daveRvHnz5/H2LFj4e3tDT8/PyQlJeHq1as4d+4chg8fDm9vbwQFBWHChAkoLy9Xqvl2ERkZicDAQOzevRtDhgzBvn377H67mJubG2bOnAkRMdjouqKiAu+88w7mzJlj1xiIiIiIqOm5dxx/48YNo+nnzp3D2LFj4evrCz8/P8TGxup96/beBxNnZ2dj4MCB8Pb2hoeHB/r374+MjAy9cy9cuFBX5u5b6nft2qVL9/f3NzhHbXMSW/jyyy8BAK+++qrN6ryXudcWMP/6mntt7z6Hra9vTU0NPv/8czz55JMIDAyEWq3Gww8/jOXLl+vmSaWlpUYfjqwtf3f6qFGj9OovKipCamoq2rdvD1dXV7Ru3Rrx8fF6dyree81/++03jBkzBn5+fro0W3+JhojIIQnpJCQkSFRUlNnlwsLCJDg4WC8tOTlZNBqNfPPNN3L9+nUpLCyUGTNmCAD5/vvvDerw9PSUJ554otZzxMXFCQCJj4+XgwcPSkVFhXz88ccCQIYMGSJxcXFy+PBhKS8vl9WrVwsAmTZtmtltMSY4OFhatGhRb77+/ftLq1atJCsry6R6Dx8+LAAkLi7O5Fh+/PFHCQkJEQACQNq0aSMJCQmyceNGqaysrLd8SkqKAJCdO3fWG5unp6eIiFy/fl0CAgLEyclJTpw4ocvzxhtvyJgxY3RxAZCEhAST23Ivf39/Wbx4scXlyTKLFy8Wf39/pcMgIiJSBP8OmubYsWMCQDIzM80uqx3HV1VVGU2Pi4uTzMxMqaiokD179oharZbHHnvMoJ6wsDDx9PSUiIgIXf7s7Gx55JFHxNXVVfbt22dQprY5Rnh4uPj5+Zmc31qFhYUSEBAgycnJteax5VzC3GsrYv71Nffa1lXGlDYZs23bNgEgixcvlitXrkhRUZH8+9//FicnJ5kxY4Ze3piYGHFycpLff//doJ6IiAj59NNP9dIKCgrk/vvvl4CAANmxY4eUl5fLsWPHJCoqStzd3Q0+C9prHhUVJd9//71UVlbKgQMHpEWLFlJUVGRSe7Sio6Nl1KhRZpUh6+3atUsASF5entKhENXqoYcestlaV2PDb9Dayd69exEaGoonn3wSarUaAQEBeOutt9C5c2er6n3hhRcQHh4OT09PJCUlITQ0FDt37sT06dPRo0cPeHl5ISUlBR06dMDXX39to9aY5s6dO7oN0+2lb9++yM3NxUcffYS4uDhUVVXh008/xbhx43DfffcZ3UvWWmq1GtOnT8edO3ewePFiAMD169fxz3/+067fACAiIiIix5ecnIyIiAh4enpi0KBBGDZsGLKzs41+67CyshLvvvuuLn+vXr2wYcMG3Lx5E1OmTFEg+vqVlJRg8ODB6NevH1avXl1rPnvMJcy5tkDTvL79+vVDWloaWrZsCX9/f0yePBnjxo3D8uXLce3aNV0+7Xxm2bJleuUzMjKQl5eH0aNH66WnpaXh/PnzWLZsGYYOHQovLy+EhoZi06ZNEBFMnjzZaDyzZs1Cv3794OHhgccffxw1NTUG3ygmIiJDfEiYnQwePBirVq3Cf//3f2P8+PF47LHH0KJFC/z2229W1durVy+9n9u2bYvjx48bpAcHB+PIkSNWnctc+/bta5DzuLm54dlnn8Wzzz6Lmpoa/PDDD1i7di02bdqExMREdOnSBT179rTpOV988UW8+eab+Oyzz/Daa69h27Zt6N27Nx555BGbneP27dvYuHEjfv75Z5vVSfU7efIkKioqDAalREREzcHJkyf1tt+ihvfYY4/p/RwSEgIAKCgoMFjY8vT0RI8ePfTSHn74YbRt2xZHjhzBxYsXERQUZN+AzVBZWYmYmBh069YNH3/8MVq0aFFrXnvMJcy5tkDTu76xsbGIjY01SA8LC8OGDRtw/PhxREREAACio6Px8MMP48MPP8Trr78OPz8/AMBbb72FyZMnw8XFRa+OrVu3wsnJyaD+wMBAhIaG4tChQ8jPz0e7du30jv/lL3+xul0iggMHDnB83sAuXboEAPjb3/4GDw8PhaMhMk7bTx0RF2jtZOXKlYiIiMBHH32EgQMHAvhzD9WUlBSMHDnS4np9fHz0fnZyckKLFi0MfoG2aNHC7vuzNgbOzs4YMGAABgwYgPvvvx9Lly7F5s2bbb5A6+XlhalTp2LevHl47bXXsG/fPvzP//yPTc8B/Ll38d3/6Sb7q66uhojwuhMRUbNUXV2tdAjNnkaj0fvZ1dUVAIyO5X19fY3W0aZNGxQUFODy5cuNZgGxpqYGo0ePRnBwMD766KM6F2ftxZxrCzSt6wsAZWVlePvtt7Flyxbk5+ejtLRU7/j169f1fp46dSpeeOEFvPvuu5g3bx5OnTqF7777Dh988IFevurqapSVlQEwvIZ3y83NNVig9fT0tKZJOrdu3eL4vIFp+0tFRQVqamoUjobIOEde5+ICrZ2oVCokJSUhKSkJt27dwr59+5Ceno74+Hi8/fbbmD59ukF+qltGRgbi4+Nr/Y9J//79sXTpUly9etUu5588eTLS09OxceNGDBkyxOBby9Zq0aIFnn/+eaSlpdm0XqrbkiVLsGzZMuzevVvpUIiIiBqc9u8gNQ0lJSUQEYO5w+XLlwH8uZB4NycnJ9y8edOgnnsX8rRsOSdJSUlBdXU1tmzZovcwrAceeAAbNmxA7969bXYuWzHn+pp7bQHbz/mGDx+OH3/8EcuXL8czzzwDf39/qFQq/Otf/8K0adMMtotISEjAnDlzsGLFCrzyyit4++238V//9V9o2bKlXj43Nzf4+vqioqICVVVVNn1YnClUKhUiIyN1D5ajhrF7924MHjwYGzZs0H3bnKix6datm9Ih2A33oLUTX19fnDx5EgDg4uKCJ598UveEyx07dhjk9/Dw0PsD36VLF7z33nsNFm9j5ezsrLuOIoLLly/jwIEDRvMePHgQAGz+7VktjUaD6dOnQ6PRYO7cuXY5BxERERFRbW7cuIHs7Gy9tF9++QUFBQUICwsz+HZnUFAQLly4oJdWWFiIvLw8o/Xbak7y97//HcePH8f//M//wM3NzezySjHn+pp7bQHbXF/t/Oj27dvIyMhAYGAgUlNT0bp1a90CcFVVldGybm5uePHFF3H58mW8/fbb+PTTT2vdWzc+Ph41NTXIyMgwOLZ06VLcd999/JYlEZENcYHWjv72t7/h6NGjqK6uxuXLl/Hmm29CRDBgwACDvI8++ihOnTqFP/74A1lZWThz5gwiIyMViNpyAwYMgJ+fX60LqLYyZswYbNy4EQUFBaiursa5c+eQnp6O119/HeHh4Xj22Wftdu758+ejtLQUffr0sds5iIiIiIiM0Wg0mDNnDrKyslBZWYmDBw8iMTERrq6uWL58uUH+6OhoFBQUYMWKFaioqMDp06cxZcoUg2/aatliTvLhhx/iH//4B3766Sd4e3tDpVLpvU6fPm20XEPNJepizvU199oCtp3ztWjRAv369UNhYSHeeustFBcXo6qqCt9//32dD2N78cUXoVarMXfuXAwaNAgPPPCA0XxLlixBp06dMH78eOzcuRNlZWW4cuUK1qxZg9dffx3p6ekN/s1aIiKHJqSTkJAgUVFRJud/6623BIDe69VXXxURkZycHElJSZGHHnpIPDw8pFWrVtK7d29Zu3at3Llzx6CukydPSmRkpHh6ekpISIisXLlSRESysrKMniM7O9sgfcmSJfLjjz8apL/22mtmX4tt27YZ1KN9rV271miZyMhIadmypWRmZtZbv6enZ6313/v69ddfRUTk9u3bsn//fpkxY4Y8/vjj0rZtW3F2dhZvb2/p1auXLF68WCorK42e74MPPjBad3l5eb2xxcTE1NkWY/W+88479V6De/n7+8vixYvNLkfWWbx4sfj7+ysdBhERkSL4d9A0x44dEwAmjXO1tmzZYjBGTEhIqHV8L2I4rhw2bJiuvrCwMAkODpYTJ05ITEyMeHt7i1qtlqioKNm/f7/RGEpLSyU5OVmCgoJErVZL3759JTs7W8LDw3XnmDVrli5/bXMScwwbNqze8X1WVpZBOWvnEm+99ZbF11bE/Otr7rUVqfv6WjI/KioqkpSUFAkJCREXFxcJCAiQ5557TmbPnq3LGx4ebhD7hAkTBID87//+b53XuaSkRKZPny4dO3YUFxcXad26tURHR8uePXt0eYxdc2uXGaKjo2XUqFFW1UHm27VrlwCQvLw8pUMhqtVDDz0k06ZNUzoMu1CJ3LMxTTOWmJiI/Px8uzxBlKg+rVu3xvTp07kHbQPT7r1XVFSkdChEREQNjn8HTXP8+HF0794dmZmZiIiIUCSGHj16oLi4GPn5+Yqc39E1p+v7wQcfYOXKlbot4hqbmJgY+Pj4cA/aBqbdgzYvL4970FKj1a1bNwwePNgh98/nFgdEREREREREzcTq1asNHlpNRETK4gItEZGZNmzYoLeXmpeXV615z58/jxEjRuDatWsoLi7WK9ezZ0/cuHHDoMy9+VQqFXr16mXPJilqxIgRUKlUWLhwYZ35cnJyMGzYMPj6+sLb2xuDBg0y+uAKS4gIMjIyMGnSJHTu3Blubm5o06YN+vbtiw0bNhg8BdmamEwtM3v2bHz++ec2ad+97u6XgGGfa45909I+AJjfD8zJb69+wD5gqCn2gdmzZ+u9F7179zav0UTULKxbtw4jR45ERUUFVq9ejatXr2LMmDFKh0UOwtS5EedF+hzxGnDMYh0u0DYj936ojb3+/ve/Kx0mUZOxatUqiAgqKiqMHs/JyUGvXr0QHR0NHx8f+Pv7Q0R0TwfOycnB1KlTDcpp82VlZcHPzw8i0mhvQbPWxx9/jG3bttWb76effkKfPn3g7e2NX3/9FWfPnkXHjh3Rr18/fPPNN1bH8dtvv6Fv3744deoUNm/ejLKyMhw4cAD33XcfkpKSMHPmTJvEZE6ZCRMmIC0tDfPmzbO6fXe7t18CYN+EZX0AML8fmJvfHv2AfcC4ptgH3njjDYgIRAQtWrSw/iJQo5Seng6VSoUjR47gwoULUKlUmDt3boPH4ahzicZyfe1t69ataNmyJVatWoVNmzbxAV9kc3XNjTgvMuSI14BjFis1yE63TYS5DwkjsqXG+pAwT09PeeKJJxw2BksejvLJJ58IAFm1alWtecrKyqRdu3aSkpJicCw7O1vc3NzEz89PAMjGjRuN1pGVlSV+fn5mxdaUXLhwQVq2bClJSUkCQBYsWGA03+3btyU0NFSCgoLk+vXruvSamhrp0qWLhISEyI0bN6yK5ddffxVnZ2e5cuWKXnp1dbX4+fmJm5ub3jksicmSMjk5OaJSqeTzzz+3qn1adfVLkebdN83tAyLmv6eW9mVb9gP2gdo19T7QokULefzxx81uNx8SZhpLHhJGRJZprA8Jc/R5kaUPCatvbsR5Ud0c7RrYc8wi4tgPCeM3aImI7ODNN99EYWEh5s+fb/S4u7s7Pv30Uzg5OSElJQWnTp1q4AiVN2HCBIwePRrR0dF15vvhhx9w/PhxjBo1Cmq1WpfeokULPPPMM/jjjz+wfft2q2Lp2rUrbt26hZYtW+qlu7q6IiQkBNXV1Xq3HFkSkyVlwsLCMGrUKLz88suoqamxqo1A/f0SaL5909w+AJj/nlral23ZD9gHatdc+gAREVFD4ryofo50DThmsRwXaImIbExEsG7dOjz++ONo27ZtrfliYmIwd+5clJeXY/To0Ub3HHJU69evx/Hjx5Genl5v3u+++w4AjO61pE3bu3evbQP8/0pLS5Gbm4uePXtCo9FYFZOl7Rg5ciTy8/OxY8cOC1vxJ1P7JdC8++a9ausDgPnvqTV92Rb9gH3AMo7UB4iIiBoS50Wmc6RrwDGLZbhAS9TElZSUYPr06ejUqRNcXV3RsmVLDBkyBN9//70uz8KFC3V7g/Xt21eXvmvXLl26v7+/Xr3a/bgqKyuRkZGhy6fdr0p7XKVSoV27dsjOzsbAgQPh7e0NDw8P9O/f3+CBJ+bGUV8MjdWRI0dw6dIlhIWF1Zv3tddeQ3R0NI4ePYrJkyebfA5T3vetW7fq7Qt37tw5jB07Fr6+vvDz80NsbCxOnz5ttP6ioiKkpqaiffv2cHV1RevWrREfH4+cnByTY6xNfn4+Xn75Zaxfvx7e3t715j958iQAoF27dgbHgoODAcDm/2W+du0aMjIyMGLECAQGBuLjjz+2OiZL29GjRw8AwO7du81thh5z+iVgWd80pV8ClvdNe/bLe9XXBwDz31Nr+rIt+gH7gHkcsQ8QETkyU/8G2XpOwnlR7TgvMo+jjL04ZrGQsjssNC7cg5aUZMketBcvXpQOHTpIQECAbNu2TcrKyuS3336T+Ph4UalUsnbtWr38te1ZFB4eXut+NvXtcxQWFiaenp4SEREhmZmZUlFRIdnZ2fLII4+Iq6ur7Nu3z+Q6a4vDlL2W+vfvL61atZKsrKw6893LHnvQao/X9n5mZ2eLRqPR/VxUVCQhISECQDZs2KBLr22fIXPf97i4OAEgcXFxuvdoz549olar5bHHHjOov6CgQO6//34JCAiQHTt2SHl5uRw7dkyioqLE3d3d6v33YmJi5MUXX9T9rL1ete1B++STTwoAOXDggMGx3NxcASCPPvqoVTHdbcGCBQJAAEi/fv3k6NGjNonJ0naUlZUJAImMjLSiVfX3SxHr+qa5/VLEvL5p7355N1P6gIj576k1fdkW/YB9wHRNsQ9wD1r74h60RA3Hkj1oLfkbZOs5SVOfF9ljD1rOi+rniGMve41ZRLgHLRE1UmlpaTh79iz+9a9/ITY2Fj4+PujcuTM2btyIoKAgpKam4tKlS3aPo7KyEu+++y4iIiLg6emJXr16YcOGDbh58yamTJli9/MDwJ07d3RPhVTaxYsXAcDgVtja+Pv744svvoCLiwtSUlJ037CqjaXve3Jysu49GjRoEIYNG4bs7GwUFxcb1H/+/HksW7YMQ4cOhZeXF0JDQ7Fp0yaIiFn/0b7X2rVrkZubizfffNPiOu6mfb9VKpVN6gOAuXPnorq6Gr/++iu6du2Knj17YsGCBXaNqa4yPj4+UKlUun5lKXP7JWBe37Tm95EpfdOe/fJe1vYBwPx+UF9+W/QD9gHTOWofICJyVJwX/R/Oi5rGvKg2jjD24pjFMlygJWrCtmzZAgAYNmyYXrqbmxsGDhyIqqqqBrmtwNPTU3cbg9bDDz+Mtm3b4siRIw3yi3nfvn24cuUKIiIi7H6u+mj3RVC7NwAAIABJREFUC3JxcTG5TO/evZGeno7KykqMHj0aVVVVtea19H1/7LHH9H4OCQkBABQUFOilb926FU5OToiNjdVLDwwMRGhoKA4dOoT8/HyT26aVl5eHmTNnYv369fD09DS5nK+vL4A/B7z30qZp89iKq6srunbtilWrVmHEiBGYP38+vv32W6tisqYdzs7OdfYJU1jSLwHT+6Y1v49M6Zv26pe1qa8PAOa/p9b2ZWv7AfuAeRyxDxAROSrOi/4P50WNf15UH0cYe3HMYj4u0BI1UdXV1SgrK4O7u7vRfTwDAgIAAIWFhXaPpbbJZJs2bQAAly9ftnsMjYm7uzsA4NatW2aVS01NxdixY3Hs2DG89NJLRvNY877f+59rV1dXAH/+l/3e+u/cuQONRqO3T5FKpcLPP/8MAMjNzTWrbQCwbds2lJWVoV+/fnp1JiUlAQDmzZunS/v999915bp27QoARv/4X7hwAQDQuXNns+Mx1fDhwwFA78nqlsRkTTtqamr0nvhuCUv7JVB/37T291F9fdOe/dIUxvoAYP57am1ftrYfsA9YzlH6ABGRI+K8qPHivMhyTX3sxTGL+bhAS9REubm5QaPR4MaNGygvLzc4rr2VITAwUJfm5OSEmzdvGuQtLS2t9Tym3JpZUlJi9BYa7QBEOyCxNA5b3r7eEIKCggAAZWVlZpddt24dunTpgvXr1+OTTz4xOG7J+24ONzc3+Pr6wtnZGbdu3dLdHnXvq3///mbXPWnSJKN1adu5YMECXdoDDzygK6c916FDhwzq1KYNHDjQkuaaxM3NDQBw5coVq2KytB3Xrl2DiOj6laWs6ZdA3X2zKfdLU88P6PcBwPz31Jq+bIt+wD5gOUfpA0REjsjSv0H2mJNwXqSP8yLrNNWxF8csluECLVETNnLkSADAjh079NKrq6uxd+9eqNVqxMTE6NKDgoJ039DRKiwsRF5eXq3n8PDw0Bs0dOnSBe+9955enhs3biA7O1sv7ZdffkFBQQHCwsIMfjGbG4cpMTQm3bt3B2D8G1L18fLywn/+8x94enri3XffNZrH3PfdXPHx8aipqTF42iwALF26FPfddx9qamosrt9cUVFR6NatGzZv3qy7TQoAbt++jU2bNiEkJMTgth5zzZgxA4mJiUaP7dy5E4D+bUCWxGRpO7SfFW2/spQ1/RKov2829X5pbh8AzH9PrenLtugH7AN1aw59gIjIUVnyN8gecxLOi/RxXmSdpjr24pjFQjZ62JhDSEhIkKioKKXDoGbK39+/zidrG3PvUxuvXbum99TG9957Ty//Sy+9JADknXfekfLycvn9999lzJgxEhwcbPSpmCIigwcPFo1GI3l5eZKZmSnOzs5y4sQJ3fGwsDDRaDQycOBAk59Wam4c9cUgYvnTSi15enVdTyoVEblz5460adOm1ies3vukTmM2bNggAEx6Wml977v2SZ1VVVV66bNmzRIAcvjwYb30S5cuSadOnaRjx47y9ddfS2lpqZSUlMjq1avFw8NDPv/8c738CQkJAkDOnDlTZ5tqo72eCxYsqDVPVlaWuLu7y9NPPy0XL16U4uJiSUlJEWdnZ9m1a5dBfnNjevnll0WlUsk//vEPOXv2rNy4cUPOnj0rr7zyigCQ8PBwuX79ulUxWVpm48aNAkC2bNliVTvr65ci1vVNc/uliHl909x+KWLe9bGkD4iY/55a0gdEau8H7APsA1qWPhHZkr+DzdGxY8cEgE2e2E1EdYuOjpZRo0aZVcaSv0G2npM09XnRrl27BIDk5eWZVa6uuRHnRfVztLGXiP3GLCIiDz30kEybNs2iso0dF2jvwgVaUpIlC7QiIsXFxTJ16lTp0KGDuLi4iEajkZiYGNm7d69B3tLSUklOTpagoCBRq9XSt29fyc7OlvDwcAEgAGTWrFl6ZU6ePCmRkZHi6ekpISEhsnLlSr3jYWFhEhwcLCdOnJCYmBjx9vYWtVotUVFRsn//fqMxmxtHfTGIiERGRkrLli3NnjjZY4FWRGTOnDni7OwsFy5c0KUVFRXp2qd9hYeH11rHxIkTa104N+V9z8rKMjjfq6++KiJikD5s2DC9+ktKSmT69OnSsWNHcXFxkdatW0t0dLTs2bPHIJYBAwaIl5eX1NTU1NoWY1JSUgziACAxMTFG8//8888yZMgQ8fHxES8vLxkwYECtfczcmMrKymTdunUSExMj7du3F1dXV/Hy8pLw8HBZsmSJ0UUZc2OytMzo0aMlODhYbt68aXU7jfVLEdv1TVN/H1naN83pl+ZeH0v7gIj576kl/aa2fsA+wD6gxQVa++ICLVHDsWSBVsS8eZGI7eckTX1eZI8FWhHOi2rjqGMvEfuNWUS4QNtscIGWlGTpAq3StAORpspeC7SlpaUSHBwsKSkp1obYqF29elXUarUkJycrHYpOY4zJUjk5OaJSqeSzzz4zOGZJO5tLvxRpHv2AfaBuzaEP3I0LtPbFBVqihmPpAq3Smvq8yF4LtM1l7OFI4w5r2HPMIuLYC7Tcg5aIyA40Gg22bduGzZs3Y+XKlUqHYxcigtTUVPj4+GDBggVKhwOgccZkqTNnziA+Ph5paWl4+umn9Y5Z2s7m0C+B5tEP2Afq1hz6ABERUVPQHMYejjTusAbHLNbhAi0RkYUmTpwIlUoFLy8vo8d79uyJgwcPYufOnbh27VoDR2d/ly5dwpkzZ7B3716Lnw5qa40xJkutWbMGixYtwqJFiwyOWdNOR++XQPPoB+wDdWsOfQAAZs+eDZVKBZVKhdu3bysQHRER0Z/qmhs5+tjDkcYd1uCYxToqERGlg2gsEhMTkZ+fj3379ikdCjVDrVu3xvTp05GWlqZ0KCZJT0/HzJkz9dJeffVVLFy4UKGILLNkyRIsW7YMRUVFSodCRETU4Ph30DTHjx9H9+7dkZmZiYiICKXDIXJoMTEx8PHxwZdffql0KCZxlHnR7t27MXjwYOTl5SEkJETpcIiM6tatGwYPHoxly5YpHYrNOSsdABE1TTNmzMCMGTOUDoOIiIiIiEgxnBcRkS1wiwMiIiIiIiIiIiIihXCBloiIiIiIiIiIiEghXKAlIiIiIiIiIiIiUggXaImIiIiIiIiIiIgUwgVaIiIiIiIiIiIiIoU4Kx1AY3P06FHExMQoHQY1Q+Xl5fjwww+xb98+pUNpVs6dO4fy8nJ+7omIqFk6e/as0iE0KdOmTYNGo1E6DCKHdvjwYbRo0YLj8wZWUlICJycnJCYmwt3dXelwiIzKy8tTOgS7UYmIKB1EY/HOO+/ghx9+UDoMIqJm59dff0VxcTEiIyOVDoWIqNnRaDRYt26d0mE0avn5+Zg2bZrSYRCRFXJzc5Gfn4/+/fsrHQoRWWH48OF49tlnlQ7D5rhAS0REinv55Zexa9cuHD9+XOlQiIiIiMgB/f3vf8f777+PP/74Q+lQiIgMcA9aIiIiIiIiIiIiIoVwgZaIiIiIiIiIiIhIIVygJSIiIiIiIiIiIlIIF2iJiIiIiIiIiIiIFMIFWiIiIiIiIiIiIiKFcIGWiIiIiIiIiIiISCFcoCUiIiIiIiIiIiJSCBdoiYiIiIiIiIiIiBTCBVoiIiIiIiIiIiIihXCBloiIiIiIiIiIiEghXKAlIiIiIiIiIiIiUggXaImIiIiIiIiIiIgUwgVaIiIiIiIiIiIiIoVwgZaIiIiIiIiIiIhIIVygJSIiIiIiIiIiIlIIF2iJiIiIiIiIiIiIFMIFWiIiIiIiIiIiIiKFcIGWiIiIiIiIiIiISCFcoCUiIiIiIiIiIiJSCBdoiYiIiIiIiIiIiBTCBVoiIiIiIiIiIiIihXCBloiIiIiIiIiIiEghXKAlIiIiIiIiIiIiUggXaImIiIiIiIiIiIgUwgVaIiIiIiIiIiIiIoVwgZaIiIiIiIiIiIhIIVygJSIiIiIiIiIiIlIIF2iJiIiIiIiIiIiIFMIFWiIiIiIiIiIiIiKFcIGWiIiIiIiIiIiISCFcoCUiIiIiIiIiIiJSCBdoiYiIiIiIiIiIiBTCBVoiIiIiIiIiIiIihXCBloiIiIiIiIiIiEghzkoHQEREzct3332H33//XS/t6NGjuHr1Kt577z29dHd3dzz77LMNGR4RERERNXH79+/HiRMn9NIOHTqEyspKg/FmixYtMH78eKhUqoYMkYhIj0pEROkgiIio+XjvvfeQkpJiUt6//vWv2Lx5s50jIiIiIiJHsmnTJjzzzDMm5X3yySfxzTff2DkiIqK6cYsDIiJqUKNHj4aLi4tJeceNG2fnaIiIiIjI0YwYMQJqtbrefCqViuNNImoUuEBLREQNqmXLloiOjoazc9277Hh6emLIkCENFBUREREROQoPDw+MHDmy3vGmi4sLnnrqqQaKioiodlygJSKiBpeQkICamppajzs7O2PMmDEmffOBiIiIiOhe48aNq3e8OWzYMPj6+jZgVERExnGBloiIGlxcXFydi681NTUm7xtGRERERHSvmJgYtGrVqtbjNTU1SEhIaMCIiIhqxwVaIiJqcB4eHnjqqadqve2sVatW6N+/fwNHRURERESOQntHVm3jTU9PTwwdOrSBoyIiMo4LtEREpIjabjtzdnZGQkJCvXuGERERERHV5ZlnnjE63nRxccFf//pXbqdFRI2GSkRE6SCIiKj5uXXrFlq3bo2ysjKDY5mZmYiIiFAgKiIiIiJyFCKCdu3aoaCgwODYrl27EBMTo0BURESG+A1aIiJShIuLC55++mmDb8q2bdsWvXv3VigqIiIiInIUKpXK6J1ZLVu2xMCBAxWKiojIEBdoiYhIMffedubs7IznnnsOKpVKwaiIiIiIyFEYG29yOy0iamy4xQERESnG2G1nv/zyC7p3765gVERERETkSLp06YLc3Fxolz8yMjLQp08fhaMiIvo//AYtEREpRqVSYdy4cXB2doZKpULXrl25OEtERERENpWQkAAnpz+XP9q2bctnHRBRo8MFWiIiUpT2tjMRQVJSktLhEBEREZGDGTduHG7fvg0AePbZZ7mdFhE1Otx05S4//fQTzp8/r3QYRETNTlBQEC5evAgfHx988cUXSodDRNSsuLu7Y8SIEXY9x3fffYfi4mK7noOIqC4dOnTA2bNn4efnx/EmESlq8ODB8PHx0UvjHrR3SUxMxKeffqp0GEREREREDcbf3x9FRUV2PUdERAQOHDhg13MQERERNQXHjh1DaGioXhq/QXuPvn37YseOHUqHQc1Qx44d8dJLL2H69OlKh9KsLFu2DCtWrMCZM2eUDqVZO3v2LL799ltMmDBB6VCIiJqVZcuWYeXKlQ1yrqSkJKxYsaJBzkVEzc9f/vIXDBo0CIsXLzZ6vLCwEJs2bcLUqVMbODLH9tFHHyE1NRVlZWVKh0LU6GVnZ2PQoEFGj3GB9h4tWrQw+JoxUUNQqVRwc3Nj/2tgbm5uUKlUvO4KCwsLQ+fOnaFWq5UOhYioWXFzc2uwc7m4uPDvLRHZjZOTE1xdXWv9PePj44OZM2dyvGlj2uvJ3+9E9fPw8Kj1GB8SRkREjQIHy0RERERkTxxvElFjxQVaIiIiIiIiIiIiIoVwgZaIiIiIiIiIiIhIIVygJSIiIiIiIiIiIlIIF2iJiIjs5Pz58xgxYgSuXbsGACguLoZKpdK9evbsiRs3bhiUuzefSqVCr169Gjr8BjNixAioVCosXLiwznw5OTkYNmwYfH194e3tjUGDBiEjI8MmMYgIMjIyMGnSJHTu3Blubm5o06YN+vbtiw0bNkBEbBaTqWVmz56Nzz//3CbtIyIiImquOCbX54jtd4RxMxdoiRxQRUUFHnzwQcTGxiodClGzlZOTg169eiE6Olr3VFt/f3+ICLKzs3V5pk6dalBWmy8rKwt+fn4QERw8eLBB428oH3/8MbZt21Zvvp9++gl9+vSBt7c3fv31V5w9exYdO3ZEv3798M0331gdx2+//Ya+ffvi1KlT2Lx5M8rKynDgwAHcd999SEpKwsyZM20SkzllJkyYgLS0NMybN8/q9hEREZHpOJ9yHByTG3LE9jvCuJkLtEQOSERw584d3LlzR+lQTObl5YW+ffsqHQaRTVy7dg3Dhw/HX//6V7z00ktG87i5ucHPzw9r1qzBZ5991sARNg4FBQWYOnUqkpKS6sx3584dvPDCC/D19cUHH3yAoKAg+Pv7Y9WqVejUqROSk5NRXV1tdTzOzs744osv8Mgjj8Dd3R0dO3bEhx9+CD8/P6xYsULvHJbEZG6ZTp06YcuWLVi0aBG++OILq9tHREREpuF8yjFwTF4/R2m/I4ybuUBL5IC8vb1x+vRpfP3110qHQtQsvfnmmygsLMT8+fNrzePu7o5PP/0UTk5OSElJwalTpxowwsZhwoQJGD16NKKjo+vM98MPP+D48eMYNWoU1Gq1Lr1FixZ45pln8Mcff2D79u1WxdK1a1fcunULLVu21Et3dXVFSEgIqqur9W79siQmS8qEhYVh1KhRePnll1FTU2NVG4mIiMg0nE85Bo7J6+dI7W/q42Yu0BIREdmQiGDdunV4/PHH0bZt2zrzxsTEYO7cuSgvL8fo0aON7v3kqNavX4/jx48jPT293rzfffcdABjd80qbtnfvXtsG+P+VlpYiNzcXPXv2hEajsSomS9sxcuRI5OfnY8eOHRa2goiIiKh54ZjcdI7U/qY8buYCLZGD2bp1q94m3tpfrvemnzt3DmPHjoWvry/8/PwQGxuL06dP69WVnp6uy9+uXTtkZ2dj4MCB8Pb2hoeHB/r376/3YJuFCxfq8t99e82uXbt06f7+/kbPUVlZiYyMDF0+Z2dnO14lIvs5cuQILl26hLCwMJPyv/baa4iOjsbRo0cxefJkk8qUlJRg+vTp6NSpE1xdXdGyZUsMGTIE33//vV4+Sz73AFBUVITU1FS0b98erq6uaN26NeLj45GTk2NSfPXJz8/Hyy+/jPXr18Pb27ve/CdPngQAtGvXzuBYcHAwANj8v/3Xrl1DRkYGRowYgcDAQHz88cdWx2RpO3r06AEA2L17t7nNICIiIjNxPuUYOCY3jyXtB0y7Bpa2HzD/GjTpcbOQTkJCgkRFRSkdBjVT/v7+snjxYpvVFxcXJwCkqqrKaHpcXJxkZmZKRUWF7NmzR9RqtTz22GNG6woLCxNPT0+JiIjQlcnOzpZHHnlEXF1dZd++fXr5PT095YknnjCoJzw8XPz8/Iyeo7YyWv3795dWrVpJVlZWfU03y+LFi8Xf39+mdVLz9sknnwiAOj/P2dnZotFodD8XFRVJSEiIAJANGzbo0rOysgw+MxcvXpQOHTpIQECAbNu2TcrKyuS3336T+Ph4UalUsnbtWoPzmfO5LygokPvvv18CAgJkx44dUl5eLseOHZOoqChxd3eXzMxMSy+NTkxMjLz44ou6n7XXbMGCBUbzP/nkkwJADhw4YHAsNzdXAMijjz5qdVxaCxYsEAACQPr16ydHjx61SUyWtqOsrEwASGRkpBWtIjKuof4O9u7dW8aPH2/38xBR8/XQQw/JtGnTbFYf51OmWbt2rTTGpSWOyetnTfstuQbmfnYsuQaNfdycmZkpAOTYsWMGx/gNWqJmKjk5GREREfD09MSgQYMwbNgwZGdno7i42Gj+yspKvPvuu7oyvXr1woYNG3Dz5k1MmTLF7vHeuXMHIgIRsfu5iKxx8eJFANC7Hb4+/v7++OKLL+Di4oKUlBTdNy2NSUtLw9mzZ/Gvf/0LsbGx8PHxQefOnbFx40YEBQUhNTUVly5dMlrWlM99Wloazp8/j2XLlmHo0KHw8vJCaGgoNm3aBBEx6z/qxqxduxa5ubl48803rapHS/s7QaVS2aQ+AJg7dy6qq6vx66+/omvXrujZsycWLFhg15jqKuPj4wOVSqXrW0RERKQ8zqcaN47JzWdO+7UxWnINTP3sWHINmvK4mQu0RM3UY489pvdzSEgIgD+fqm6Mp6en7nYBrYcffhht27bFkSNH7P4LcN++fbhy5QoiIiLseh4ia2lvg3NxcTGrXO/evZGeno7KykqMHj0aVVVVRvNt2bIFADBs2DC9dDc3NwwcOBBVVVW13tJjyud+69atcHJyQmxsrF7ewMBAhIaG4tChQ8jPzzerbVp5eXmYOXMm1q9fD09PT5PL+fr6AvhzYnMvbZo2j624urqia9euWLVqFUaMGIH58+fj22+/tSoma9rh7Oxca58gIiKihsf5VOPGMbllTG0/YPk1MPWzY+k1aKrjZi7QEjVT9/4n0dXVFcCf/1k1prZFgzZt2gAALl++bMPoiJoud3d3AMCtW7fMLpuamoqxY8fi2LFjeOmllwyOV1dXo6ysDO7u7kb3bg0ICAAAFBYWGq2/vs+9tv47d+5Ao9Ho7RWlUqnw888/AwByc3PNbhsAbNu2DWVlZejXr59evUlJSQCAefPm6dJ+//13XbmuXbsCgNEB2IULFwAAnTt3tigmUwwfPhwAsH37dqtisqYdNTU1UKvV5oZOREREdsL5VOPGMbnl6mv/3TFacg1M+exYcw2a6riZC7REZJKSkhKjt8NoBxLagQUAODk54ebNmwZ5S0tLa63flrcnEykpKCgIAFBWVmZR+XXr1qFLly5Yv349PvnkE71jbm5u0Gg0uHHjBsrLyw3Kam8hCgwMtOjcbm5u8PX1hbOzM27duqW7De7eV//+/S2qf9KkSUbr07ZzwYIFurQHHnhAV057vkOHDhnUqU0bOHCgRTGZws3NDQBw5coVq2KytB3Xrl2DiOj6FhERETU9nE81LI7JrVNX+7UxNsZr0JTHzVygJSKT3LhxA9nZ2Xppv/zyCwoKChAWFqb3CzAoKEj3bTCtwsJC5OXl1Vq/h4eH3iCkS5cueO+992wUPVHD6d69OwDj35I0hZeXF/7zn//A09MT7777rsHxkSNHAgB27Nihl15dXY29e/dCrVYjJibGonMDQHx8PGpqavSeKKy1dOlS3HfffaipqbG4fktERUWhW7du2Lx5s+52NQC4ffs2Nm3ahJCQEINbq8w1Y8YMJCYmGj22c+dOAPq3Y1kSk6Xt0P4+1fYtIiIiano4n2pYHJNbp772A43zGjTlcTMXaInIJBqNBnPmzEFWVhYqKytx8OBBJCYmwtXVFcuXL9fLGx0djYKCAqxYsQIVFRU4ffo0pkyZovdf4Xs9+uijOHXqFP744w9kZWXhzJkziIyM1B0fMGAA/Pz8cODAAbu1kcgWwsLC0KZNGxw5csTiOkJDQ7FmzRqjx5YsWYIOHTpg6tSp2L59O8rLy3Hq1CmMGzcOFy9exPLly3W3FFliyZIl6NSpE8aPH4+dO3eirKwMV65cwZo1a/D6668jPT0dzs7OemUSExOhUqlw9uxZi89bFycnJ7z//vu4cuUKnn/+eRQWFqKkpASTJk1Cbm4u1q5dq7uNzZqYNm7ciNdffx3nzp1DdXU1zp07h1mzZmHDhg0IDw9HcnKyVTFZUgYAcnJyAPz5u5WIiIiaJs6nGhbH5Narq/3aGBvbNWjS42YhnYSEBImKilI6DGqm/P39ZfHixVbXs2XLFgGg90pISJCsrCyD9FdffVVExCB92LBhenWGhYVJcHCwnDhxQmJiYsTb21vUarVERUXJ/v37DWIoLS2V5ORkCQoKErVaLX379pXs7GwJDw/XnWPWrFl6ZU6ePCmRkZHi6ekpISEhsnLlSr3jkZGR0rJlS8nMzLT6Gt1t8eLF4u/vb9M6iebMmSPOzs5y4cIFvfSioiKDz1t4eHit9UycOFH8/PwM0ouLi2Xq1KnSoUMHcXFxEY1GIzExMbJ37169fJZ+7ktKSmT69OnSsWNHcXFxkdatW0t0dLTs2bPHaJwDBgwQLy8vqampMfkaiYikpKQYxAFAYmJijOb/+eefZciQIeLj4yNeXl4yYMAAo7+DLImprKxM1q1bJzExMdK+fXtxdXUVLy8vCQ8PlyVLlsj169etjsnSMqNHj5bg4GC5efOmSW0hMkdD/R3s3bu3jB8/3u7nIaLm66GHHpJp06ZZXQ/nU+ZZu3atNNalJY7JjbNV+029BtZ8dsy9Bo193JyZmSkA5NixYwbHVCJGNkFpphITE5Gfn499+/YpHQo1Q61bt8b06dORlpamdCgGevTogeLiYrs8JVJpS5YswbJly1BUVKR0KORAysrKEBoaitjYWKxevVrpcOyqtLQUbdu2RUJCAtauXat0OAAaZ0yWOnLkCHr27ImNGzfi6aefVjocckAN9XcwIiIC3bp1w/vvv2/X8xBR89WtWzcMHjwYy5YtUzoUA448n1q3bh0mTJhgdH9dpXFM3rw0hXFzVlYW+vTpg2PHjiE0NFTvGLc4ICIisjGNRoNt27Zh8+bNWLlypdLh2I2IIDU1FT4+PliwYIHS4QBonDFZ6syZM4iPj0daWlqjHWQSERERNVYckzcfjjBu5gKtFdLT06FSqaBSqdCuXTulw7GZq1evYvXq1RgwYABatWoFtVqNBx98EAkJCVbt33I3Ly8v3bXTvtLT0+std/v2baxevRp9+vSBRqOBi4sL2rZti6FDh2LFihU4d+6cLm+PHj0MzlHXa+HChaioqDBIz8rKqjeumTNnGtRFRM1bz549cfDgQezcuRPXrl1TOhy7uHTpEs6cOYO9e/da/IRWW2uMMVlqzZo1WLRoERYtWqR0KETNhlLj+02bNunOa2wvaluVaay+/vprdO7c2WAvQWsZm3PU9jp48KBNzw2wPxE1BhyTNw+OMG7mAq0VZsyYARFBWFiY0qHY1MyZMzF58mTExcXhxIkTKCkpwfr165GTk4Pw8HBs3brV6nNUVFTg8OHDAIC4uDiICGbMmFFvuaSkJEyaNAlPPfUUjh8/jvLycvz444/o2bMnUlNT0atXL738X34VMv4jAAAgAElEQVT5JURE90pJSQHw5xO5704fO3YsgD8HcSKiiw1Avf+BKikp0d0ukZCQABHB3LlzTb8YjZh2UHnkyBFcuHABKpXKYdpG1BDat2+P7du3w8fHR+lQ7CIwMBD79+83uD1HSY0xJkstXbq0yX4DgKipUmp8//TTT0NEMHDgQJuUqaiowIMPPojY2Fhbhmlzp0+fxogRI5CWloZLly7ZvH5jcw5jL41GY/NzA+xPxPlUY8ExueNzhHEzF2gbCS8vL/Tt21fpMHTGjx+PKVOmIDAwEB4eHoiMjMTGjRtx+/ZtvPLKK4rElJ2djc8++wwvvPACXnnlFbRr1w7u7u7o1KkTFi1ahIkTJ9r0fGq1Gvfffz927txZ53/U//nPfyIkJMSm524stIPKu1/8djARERFR4yYiuHPnDu7cuaN0KHWaN28e+vTpg0OHDsHb21vpcKgWTaU/NUacTxGRqWx7Dwk5hHXr1hlNDwsLg1qtxunTpyEiUKlUDRrX8ePHAQBdunQxenzMmDH4/PPPdT/n5OSYXPemTZsM0pycnDB79mxMnDgRCxcuNPrN4dLSUqxatQrLli3Dc889Z/L5iIiIiIjsxdvbG6dPn1Y6jHq9//77UKvVSoeB0tJSpUNo1JpKfyIiasr4DVoyWWVlJaqqqtC9e/cGX5wFgICAAADAnj17jB6PiopCcXGxTc/5/PPPIzg4GF999RWOHj1qcPzf//43hg4dik6dOtn0vEREREREjk7pxdm+ffviww8/VDQGIiIigAu0dlNdXY358+eja9eu8PDwQKtWrTB8+HB89dVXuH37ti6fdk+ayspKZGRk6DZm126Qv3XrVr3N68+fP4+xY8fC29sbfn5+SEpKwtWrV3Hu3DkMHz4c3t7eCAoKwoQJE1BeXm7TNn355ZcAgFdffdWm9ZoqMjISgYGB2L17N4YMGYJ9+/bZ/TYbNzc3zJw5EyJisNl0RUUF3nnnHcyZM8euMRARERE1V0VFRUhNTUX79u3h6uqK1q1bIz4+Xu9OKXuOl0+ePIlhw4ZBo9HAw8MD/fv3R0ZGhsWx3l3vU089BY1GA09PT0RGRmL//v31xmJKmXuvx40bN4ymnzt3DmPHjoWvry/8/PwQGxtb67ck7z63h4cH/vKXv2D79u0YNGiQrr7k5OQ6428q2J/qvh7sT0REdiKkk5CQIFFRUWaXCwsLk+DgYL205ORk0Wg08s0338j169elsLBQZsyYIQDk+++/N6jD09NTnnjiiVrPERcXJwAkPj5eDh48KBUVFfLxxx8LABkyZIjExcXJ4cOHpby8XFavXi0AZNq0aWa3pTaFhYUSEBAgycnJtebp37+/tGrVSrKyskyq8/DhwwJA4uLiTI7jxx9/lJCQEAEgAKRNmzaSkJAgGzdulMrKynrLp6SkCADZuXNnvbF5enqKiMj169clICBAnJyc5MSJE7o8b7zxhowZM0YXFwBJSEgwuS338vf3l8WLF1tcniyzePFi8ff3VzoMIiIiRTTU38HevXvL+PHjzSpTUFAg999/vwQEBMiOHTukvLxcjh07JlFRUeLu7i6ZmZl6+W05Xg4LCxONRiP9+/eX/fv3S3l5uWRnZ8sjjzwirq6usm/fPotjzc3NFV9fXwkODpZvvvlGysvL5ejRoxIdHS3t27cXNzc3g3gsKaO9HlVVVf+PvXsPi6pc/8f/HmY4DwwIqIiYYltQKkT06wGMRBTPlh/NysPnyq2xK1NDTS3TUlMxtmV5SDF3ebZtHy0lM9FQOViIgWGe8pQnQEUQUEZgnt8f/pgcZoCZYWBxeL+uay4v1nrWeu611j0462bN8xhcPnz4cJGcnCwKCwvFgQMHhL29vejWrZtRfWdmZorw8HDh4eFhsG9zeHl5CblcXmUbU+83hPj7nqOy13/+8x+D2zGfDJ+P+pxPHTt2tOg9MBknNjZWsLREZJzk5GQBQGRmZuqt47voMZYs0LZr10706tVLr22HDh1qVKCNi4vTWe7v7y8AiMOHD+v17+vra8JRVO727duic+fOYvTo0aK0tLTSdqGhocLV1VXvw3JlzCnQCiFEcXGx+Prrr8Xw4cOFk5OT9sOVm5ub2LZtW5XbmlOgFUKI6OhoAUCMHTtWCCFEUVGRaNGihcjIyBBCsEDbkLFAS0RETVl9LtD+7//+rwAgtmzZorP85s2bwtbWVgQFBekst+Tn5YCAAAFArxB48uRJAUAEBASYHeuoUaMEALFz506dttevXxe2trYGC1TmbFNdQW3Pnj06y0eOHCkAiFu3bhnVd05OjnBwcKjTAq2p9xtCVH3PERwcXG2Blvn0SEPIJxZopcECLZHxqirQcpKwWjJgwACsWbMGr732GiZMmIBu3bpBLpfj7NmzNdpv165ddX5u1aoVTp06pbfcy8sLGRkZNeoLeDTubEREBDp16oSNGzdCLpdX2jYhIaHG/RnD1tYW48ePx/jx41FaWoojR44gNjYW27dvx9ixY+Hr64vAwECL9vnGG29g2bJl2LZtG+bPn489e/agR48eeOaZZyzWh0ajQWpqaqWTtFHtSE1NhVqt5nknIqImKTU1td7OzL57925YWVlhyJAhOstbtmwJf39/pKWl4dq1a2jdurXOekt9Xrazs0P37t11lj399NNo1aoVMjIycPPmTXh6epoc648//ggAiIiI0IuzQ4cOOHfunF4s5mxTnW7duun87O3tDQC4ceMG3N3dq+3bw8MDfn5+2ol860Jd3W88jvlknPqQTxqNBpmZmfxcX8eOHj0KoPLJxonob1VNuMgCbS1ZtWoVevbsia+//hp9+/YF8GgM1cjISLzwwgtm79fZ2VnnZysrK8jlcjg4OOgsl8vlNf6wXVpailGjRsHLywtff/11lcVZqSgUCoSFhSEsLAxPPPEEoqOjsXPnTosXaJVKJaZNm4b3338f8+fPR0JCAr777juL9qHRaLBr1y7s2rXLovul6ikUCkyaNEnqMIiIiCTh4uIidQh61Go18vPzAQAqlarSdufPn9cr0Frq87Kbm5vBiXGbN2+OGzduICcnB56enibF6uHhgYKCAtjZ2UGpVBrcd8XimFqtNnkbY1SM1cbGBgB0zkl1fbu6uprcb31S3TitAPPJWPUhn0pLS3HgwIFKJ5Wm2sX7KaKa4SRhtUQmk2HcuHGIj49HXl4edu/eDSEERowYgeXLlxtsX99ERkZCrVbjm2++0U5aBgBPPvkkjh07VufxJCUloUWLFpWu79OnDwDg7t27tdL/W2+9BZVKha1btyIgIEDvr+Y1pVAosHjxYohHQ4/wVUevxYsXw8XFRfI4+OKLL7744kuK1+LFi3U+59UXtra2cHFxgUKhQElJSaXxl3/+qw3lRbKKcnJyADwqZJkaq62tLZycnFBcXIzCwkK9fefm5uotM2cbS6mu7/JzQdVjPtV+PtnY2ODtt9+W/PdqU3vFxsYCgORx8MVXQ3glJydX+juMBdpa4uLigjNnzgAArK2t0a9fP+1Ml3FxcXrtHRwc8PDhQ+3Pvr6+WLduXZ3FW9EHH3yAU6dO4bvvvoOtra1kcSgUCu15FEIgJyen0uLw8ePHAcDiT8+WU6lUiIqKgkqlwty5c2ulDyIiIiJ6ZMSIESgtLTU4y310dDTatGmD0tLSWuu/sLBQ7yvrv//+O27cuIGAgADt19FNjXXgwIEA/v6qd7nbt29XOhyaOdtYSmV9Z2VlmfWkZX3UtWtXbN++vVb7YD5V3XdjyiciInOwQFuL/vWvf+HkyZNQq9XIycnBsmXLIIRAWFiYXtsuXbrg3LlzuHr1KlJSUnDx4kX07t1bgqiBr776Ch9++CF++eUXODk5QSaT6bwqGzMjLCwMbm5utf507YsvvoitW7fixo0bUKvVuHz5MmJiYrBgwQIEBQVh/Pjxtdb3vHnzkJeXh169etVaH0REREQELFmyBO3bt8eECROwb98+5OfnIzc3F2vXrsWCBQsQExNTq0//Ojo6YvLkyfjll19QVFSE48ePY+zYsbCxscGKFSvMjnXx4sVo1qwZpk2bhgMHDqCwsBB//PEHxo4da/Br3+ZuYymG+s7MzMSrr76Kli1b1mrfFdXV/UZtYD5V3rdU+UREVK8I0hozZowIDQ01uv3HH38sAOi83nvvPSGEEOnp6SIyMlJ07NhRODg4iGbNmokePXqI2NhYodFo9PZ15swZ0bt3b+Ho6Ci8vb3FqlWrhBBCpKSkGOwjNTVVb/mSJUvE0aNH9ZbPnz/fpPMwePBgvX1UfFWcgVQIIXr37m30rKqOjo7V9lH+On36tBBCiLKyMpGYmChmzJghunfvLlq1aiUUCoVwcnISXbt2FYsXLxZFRUUG+/vPf/5jcN8FBQXVxhYREVHlsRja7+eff17tOajI3d1dLF682OTtqGbqavZqIiKi+qiu/h/s0aOHmDBhgsnb3blzR0RFRQkfHx9hbW0tPDw8RP/+/cWBAwe0bSz5efnxz/deXl7i119/FX369BFKpVLY29uL0NBQkZiYaHas5c6ePSuef/554ezsLOzt7UW3bt3E3r17Rd++fbX9//Of/zRrm127dukd35gxYyo9T0Lof54dPHhwpX07ODiIXr16icOHD4vnnntOODg4mHxdy+3Zs6fSe4DY2Fi99qbcbwhh2j3Htm3bhBDMp4acTx07dhRvv/222duTeWJjYwVLS0TGSU5OFgBEZmam3jqZEEKAAABjx47FtWvXJJkdlMjDwwNRUVGYM2eO1KE0KUuWLMHy5ctx69YtqUMhIiKqc3X1/2DPnj3RqVMnfPnll7XaD9UtPz8/PHjwAFeuXJE6FGoEappPnTp1woABAwzO+UK1Z/369Zg0aRJYWiKqXkpKCnr16oXMzEz4+/vrrOMQB0RERERERGRQVlYWmjVrhpKSEp3lly9fxoULFwwO30ZUGeYTEZFhLNASEZlo8+bNOuMyVzVW15UrVzBs2DDcu3cPt2/f1tkuMDAQxcXFettUbCeTydC1a9faPCRJDRs2DDKZDIsWLaqyXXp6OgYPHgwXFxc4OTkhPDzc4OQZ5hBCICkpCW+++SY6dOgAW1tbNG/eHCEhIdi8eXOlTwSYE5Ox28yePRs7duywyPFV9HheAvo51xRz09wcAEzPA1Pa11YeMAf0NcQcmD17ts616NGjh2kHTWSku3fvIjIyElevXsX9+/fx66+/YvTo0XB2dsb7778vdXjUwDCf6HH8TKKrqR+/IT/88AM6dOhg1LjzDfX+DGCBtkmp+OY19Prggw+kDpOowVizZg2EECgsLDS4Pj09HV27dkX//v3h7OwMd3d3CCGQmpqqXT9t2jS97crbpaSkwM3NDUIIHD9+vFaPRSobN27Enj17qm33yy+/oFevXnBycsLp06dx6dIl+Pj44LnnnsNPP/1U4zjOnj2LkJAQnDt3Djt37kR+fj6OHTuGNm3aYNy4cZg5c6ZFYjJlm0mTJmHOnDkWv1GpmJcAmJswLwcA0/PA1Pa1kQfMAcMaYg4sXboUQggIISCXy2t+EogMaNmyJeLj45GXl4dnn30Wrq6uGDZsGP7xj3/g119/hY+Pj7Yt7zeoOqbkEzV+/Eyir6kf/+MuXLiAYcOGYc6cOcjOzq62fUO9P9OqrYFvGyJTJwkjsqT6OkmYo6OjCA4ObrQxmDM5yqZNmwQAsWbNmkrb5Ofni9atW4vIyEi9dampqcLW1la4ubkJAGLr1q0G95GSkiLc3NxMiq0huX79unB1dRXjxo0TAMTChQsNtisrKxP+/v7C09NT3L9/X7u8tLRU+Pr6Cm9vb1FcXFyjWE6fPi0UCoXIzc3VWa5Wq4Wbm5uwtbXV6cOcmMzZJj09XchkMrFjx44aHV+5qvJSiKadm6bmgBCmX1Nzc9mSecAcqFxDzwG5XC66d+9u8nHX90nCiIiMVV8nCWvs91PmThLGzyRVa+rHL4QQL7/8sliyZIkoKSkRXl5eQi6XV9q2odyfVTVJGJ+gJSKqBcuWLUNWVhbmzZtncL2dnR22bNkCKysrREZG4ty5c3UcofQmTZqEUaNGoX///lW2O3LkCE6dOoWRI0fC3t5eu1wul+Pll1/G1atXsXfv3hrF4ufnh5KSEri6uuost7Gxgbe3N9Rqtc5Xi8yJyZxtAgICMHLkSEyfPh2lpaU1Okag+rwEmm5umpoDgOnX1NxctmQeMAcq11RygIiIqD7gZ5LqNfXj//LLLzF79myjhjZoqPdnj2OBlojIwoQQWL9+Pbp3745WrVpV2i4iIgJz585FQUEBRo0aZXBsocZqw4YNOHXqFGJiYqpte+jQIQAwOKZS+bKDBw9aNsD/X15eHs6fP4/AwECoVKoaxWTucbzwwgu4du0a4uLizDyKR4zNS6Bp52ZFleUAYPo1rUkuWyIPmAPmaUw5QEREVB/wM4nxmvLxP140rU5DvD+riAVaogbuzp07iIqKQvv27WFjYwNXV1cMHDgQP//8s7bNokWLtON+hYSEaJf/+OOP2uXu7u46+42JiYFMJkNRURGSkpK07cr/elW+XiaToXXr1khNTUXfvn3h5OQEBwcH9OnTR29gbVPjqC6G+iojIwPZ2dkICAiotu38+fPRv39/nDx5Em+99ZbRfRhz3Xfv3q0z5tvly5cxevRouLi4wM3NDUOGDMGFCxcM7v/WrVuYMmUK2rZtCxsbG3h4eGDEiBFIT083OsbKXLt2DdOnT8eGDRvg5ORUbfszZ84AAFq3bq23zsvLCwAs/tfke/fuISkpCcOGDUPLli2xcePGGsdk7nF07twZALB//35TD0OHKXkJmJebxuQlYH5u1mZeVlRdDgCmX9Oa5LIl8oA5YJrGmANERKSP91N1j59JTNMU7xlN1RDvz/SYNWhCI8UxaElK5oxBe/PmTdGuXTvRokULsWfPHpGfny/Onj0rRowYIWQymYiNjdVpX9nYQ0FBQZWOW1PdeEUBAQHC0dFR9OzZUyQnJ4vCwkKRmpoqnnnmGWFjYyMSEhKM3mdlcRgzZlKfPn1Es2bNREpKSpXtKqqNMWjL11d2PVNTU4VKpdL+fOvWLeHt7S0AiM2bN2uXVzaekKnXffjw4QKAGD58uPYaHThwQNjb24tu3brp7f/GjRviiSeeEC1atBBxcXGioKBAZGZmitDQUGFnZyeSk5ONOk+ViYiIEG+88Yb25/LzVdkYtP369RMAxLFjx/TWnT9/XgAQXbp0qVFMj1u4cKEAIACI5557Tpw8edIiMZl7HPn5+QKA6N27dw2Oqvq8FKJmuWlqXgphWm7Wdl4+zpgcEML0a1qTXLZEHjAHjNcQc4Bj0BJRU2fOGLS8n/qbufdT5oxBy88k1Wvq94wVVTcGbUO5P+MYtESN1Jw5c3Dp0iV8+umnGDJkCJydndGhQwds3boVnp6emDJlilGzHdZUUVERVq9ejZ49e8LR0RFdu3bF5s2b8fDhQ0ydOrXW+wcAjUajnclaajdv3gQAva/CVsbd3R3ffPMNrK2tERkZqf1LXmXMve4TJ07UXqPw8HAMHjwYqampuH37tt7+r1y5guXLl2PQoEFQKpXw9/fH9u3bIYQw6a+2FcXGxuL8+fNYtmyZ2ft4XPn1lslkFtkfAMydOxdqtRqnT5+Gn58fAgMDsXDhwlqNqaptnJ2dIZPJtHllLlPzEjAtN2vy+8iY3KzNvKyopjkAmJ4H1bW3RB4wB4zXWHOAiIh08X7qb3V5P8XPJKZrSveMllZf788qYoGWqAHbtWsXAGDw4ME6y21tbdG3b188ePCgTr4K6ejoqH3Mv9zTTz+NVq1aISMjo05uJhMSEpCbm4uePXvWel/VKR8XyNra2uhtevTogZiYGBQVFWHUqFF48OBBpW3Nve7dunXT+dnb2xsAcOPGDZ3lu3fvhpWVFYYMGaKzvGXLlvD390daWhquXbtm9LGV++uvvzBz5kxs2LABjo6ORm/n4uIC4NEH14rKl5W3sRQbGxv4+flhzZo1GDZsGObNm4f4+PgaxVST41AoFFXmhDHMyUvA+Nysye8jY3KztvKyMtXlAGD6Na1pLtc0D5gDpmmMOUBERLp4P/W3uryf4mcS8zSFe0ZzNcT7s4pYoCVqoNRqNfLz82FnZ2dwHM8WLVoAALKysmo9lsp+aTVv3hwAkJOTU+sx1Cd2dnYAgJKSEpO2mzJlCkaPHo3MzExMnjzZYJuaXPeKf6G2sbEB8Oiv5RX3r9FooFKpdMYjkslkOHHiBADg/PnzJh0bAOzZswf5+fl47rnndPY5btw4AMD777+vXfbnn39qt/Pz8wMAg//BX79+HQDQoUMHk+Mx1tChQwFAZwZPc2KqyXGUlpaaNEi+IebmJVB9btb091F1uVmbeWkMQzkAmH5Na5rLNc0D5oD5GksOEBHR33g/JR1+JjFfY79nNFdDvD+riAVaogbK1tYWKpUKxcXFKCgo0Ftf/nWFli1bapdZWVnh4cOHem3z8vIq7ceYrwHcuXPH4Fdhyj9IlH+wMDcOS359vS54enoCAPLz803edv369fD19cWGDRuwadMmvfXmXHdT2NrawsXFBQqFAiUlJdqvOVV89enTx+R9v/nmmwb3VX6cCxcu1C578skntduV95WWlqa3z/Jlffv2NedwjWJrawsAyM3NrVFM5h7HvXv3IITQ5pW5apKXQNW52ZDz0tj+Ad0cAEy/pjXJZUvkAXPAfI0lB4iI6G+8n5IOP5PUTGO+ZzRXQ7w/q4gFWqIG7IUXXgAAxMXF6SxXq9U4ePAg7O3tERERoV3u6emp/UtQuaysLPz111+V9uHg4KDzn7+vry/WrVun06a4uBipqak6y37//XfcuHEDAQEBer+4TI3DmBjqk6eeegqA4b/EVUepVOLbb7+Fo6MjVq9ebbCNqdfdVCNGjEBpaanerLEAEB0djTZt2qC0tNTs/ZsqNDQUnTp1ws6dO7VfhwKAsrIybN++Hd7e3npf3THVjBkzMHbsWIPr9u3bB0D36z7mxGTucZS/V8rzylw1yUug+txs6Hlpag4Apl/TmuSyJfKAOVC1ppADRESki/dT0uBnkprhPaO+hnh/psfkKccasTFjxojQ0FCpw6Amyt3dvcpZLA2pODPjvXv3dGZmXLdunU77yZMnCwDi888/FwUFBeLPP/8UL774ovDy8qp01tEBAwYIlUol/vrrL5GcnCwUCoX4448/tOsDAgKESqUSffv2NXrWUVPjqC4GIcyfddSc2avLZx1ds2aNwfUajUY0b9680plSK87IacjmzZsFAKNm5KzuupfPyPngwQOd5bNmzRIAxG+//aazPDs7W7Rv3174+PiIH374QeTl5Yk7d+6IL774Qjg4OIgdO3botB8zZowAIC5evFjlMVWm/HwuXLiw0jYpKSnCzs5OvPTSS+LmzZvi9u3bIjIyUigUCvHjjz/qtTc1punTpwuZTCY+/PBDcenSJVFcXCwuXbok3nnnHQFABAUFifv379coJnO32bp1qwAgdu3aVaPjrC4vhahZbpqal0KYlpum5qUQpp0fc3JACNOvqTk5IETlecAcYA6Uk8vlonv37tUeZ0Xm/D9ojh49eogJEybUej9E1HR17NhRvP322yZtw/upv5l7PxUbGytMLS3xM0n1eM+oy8vLS8jl8irb1If7s+okJycLACIzM1NvHQu0j2GBlqRkToFWCCFu374tpk2bJtq1ayesra2FSqUSERER4uDBg3pt8/LyxMSJE4Wnp6ewt7cXISEhIjU1VQQFBQkAAoCYNWuWzjZnzpwRvXv3Fo6OjsLb21usWrVKZ31AQIDw8vISf/zxh4iIiBBOTk7C3t5ehIaGisTERIMxmxpHdTEIIUTv3r2Fq6urSE5ONun81UaBVggh3n33XaFQKMT169e1y27duqU9vvJXUFBQpft4/fXXK/2gZ8x1T0lJ0evvvffeE0IIveWDBw/W2f+dO3dEVFSU8PHxEdbW1sLDw0P0799fHDhwQC+WsLAwoVQqRWlpaaXHYkhkZKReHABERESEwfYnTpwQAwcOFM7OzkKpVIqwsLBKc8zUmPLz88X69etFRESEaNu2rbCxsRFKpVIEBQWJJUuWGCzKmBqTuduMGjVKeHl5iYcPH9b4OA3lpRCWy01jfx+Zm5um5KWp58fcHBDC9GtqTt5UlgfMAeZAORZoiaipM6dAKwTvp8qZez9lToFWCH4mqQzvGf+2Z88eg/eLAERsbKzBbaS+P6sOC7RGYoGWpGRugVZq5R8oGqraKtDm5eUJLy8vERkZWdMQ67W7d+8Ke3t7MXHiRKlD0aqPMZkrPT1dyGQysW3bNr115hxnU8lLIZpGHjAHqtYUcuBxLNASUVNnboFWag39fsrcAi0/kzQdjen4jflMVpWqCrQcg5aIqBaoVCrs2bMHO3fuxKpVq6QOp1YIITBlyhQ4Oztj4cKFUocDoH7GZK6LFy9ixIgRmDNnDl566SWddeYeZ1PIS6Bp5AFzoGpNIQeIiIgaMn4maRoa0/HX9mcyFmiJiMz0+uuvQyaTQalUGlwfGBiI48ePY9++fbh3714dR1f7srOzcfHiRRw8eNDsGUAtrT7GZK61a9fio48+wkcffaS3ribH2djzEmgaecAcqFpTyAEAmD17NmQyGWQyGcrKyiSIjoiIyHz8TNL4Nabjr+ozmSXIhBCiVvbcAI0dOxbXrl1DQkKC1KFQE+Th4YGoqCjMmTNH6lCMEhMTg5kzZ+ose++997Bo0SKJIjLPkiVLsHz5cty6dUvqUIiIiOpcXf0/2LNnT3Tq1AlffvllrfZDRE1Xp06dMGDAACxfvlzqUIzSWO6n1q9fj0mTJoGlJaLqpaSkoFevXsjMzIS/v7/OOoVEMRFRAzdjxgzMmDFD6jCIiIiIiIgaHN5PEdHjOMQBEQDJRrwAACAASURBVBERERERERERkURYoCUiIiIiIiIiIiKSCAu0RERERERERERERBJhgZaIiIiIiIiIiIhIIizQEhEREREREREREUlEIXUA9c21a9ewfPlyqcOgJujBgwdITExk/tWxxMREPHjwgOedyMI0Gg0uXryItm3bQqHgxw2i+ioxMbHO+srMzOT/t0QSUavVsLW1lTqMWpWbm4u0tDT+nqljv/zyCwDwvBMZ4cqVK5WukwkhRB3GUq9NmjQJO3bskDoMaqLKysogk8lgZcUH2+uSRqOBEAJyuVzqUJq00tJSlJWVNfobh6akrKwM9+/fBwDI5XIoFArI5XK+14jqIXd3d1y8eLFW+wgPD8evv/5aq30QkT6NRoOHDx+itLQUSqVS6nBqFe+npCGEgEaj4Wc8IhP8+uuv8PPz01nGAi0REUlu+vTp+PHHH3Hq1CmpQyELunjxIuLj47Wvu3fvQqlUokePHggPD0d4eDi6dOkCmUwmdahERESNSkJCApYuXYr9+/ejffv2mDlzJl599VXY2NhIHRoRERnAAi0REUmOBdrGr6ysDOnp6dpibWJiIoqLi9G8eXOEhoYiPDwc/fv3R9u2baUOlYiIqEESQmDv3r1YsmQJUlJS8Mwzz2D69Ol45ZVXONwQEVE9x9/SREREVOvkcjmCgoIQFBSEWbNm4cGDB0hKSkJiYiKSkpIwefJklJSUwMfHR/t0bVhYGNzc3KQOnYiIqF7TaDT49ttv8eGHH+LUqVMIDg7G999/jyFDhvBbKkREDQQLtERERFTn7O3ttYVYACgsLMSxY8e0T9jGxsZCCKFTsI2IiICzs7PEkRMREdUParUaO3bswKJFi3D+/HmEh4dj7dq1CA4Oljo0IiIyEQu0REREJDmlUqlTsM3OzsaRI0cQHx+P/fv3Y926dVAoFAgICNC26927NyeWIyKiJqegoAAbNmxAdHQ0srOzMWjQIGzbtg1BQUFSh0ZERGbiGLRERCQ5jkFL1Xl8wrGDBw8iNzcXDg4O6NWrl7ZgGxgYyJmbiYio0crJycHq1auxYsUKPHjwAC+++CLef/99/OMf/5A6NCIiqiEWaImISHIs0JIpNBoNfvvtN+34tfv378e9e/fg7u6OPn36IDw8HMHBwfD395c6VCIiohq7dOkSPv30U8TGxkKhUODVV1/FrFmz0KpVK6lDIyIiC2GBloiIJMcCLdVEaWkpMjIytE/YHjlyBA8fPoSnpydCQkIQHh6OQYMGoXXr1lKHSkREZLSTJ08iJiYG27ZtQ7NmzfD6669j6tSpcHV1lTo0IiKyMBZoiYhIcizQkiUVFRUhJSVFW7A9ceKE3oRj/fr1g4uLi9ShEhER6UlMTER0dDTi4uLwxBNPYNq0aXjttddgb28vdWhERFRLOEkYERERNSqOjo46E47dunULCQkJiI+Px4EDB7Bu3TrI5XJ07txZ2y4kJAR2dnYSR05ERE2VEAJ79+7F0qVLkZycjKeffhpfffUVXnnlFSgUvG0nImrs+AQtERFJjk/QUl26ePGidvzauLg4XL9+Hfb29ggODkZwcDBCQkIQGhoKa2trqUMlIqJGTqPRIC4uDh9++CHS0tIQHByMWbNmYciQIZDJZFKHR0REdYQFWiIikhwLtCSlixcvaodDOHDgAPLy8qBUKtGjRw/tE7ZdunThjTIREVmMWq3Gjh07sGjRIpw/fx7BwcH48MMP0bdvX6lDIyIiCbBAS0REkmOBluqLsrIypKenawu2R48ehVqtRosWLfDss88iPDwcEREReOKJJ6QOlYiIGqCCggJs2LABy5YtQ1ZWFgYNGoT58+eja9euUodGREQSYoGWiIgkxwIt1Vf3799HcnKytmD722+/QaPR6Ew41rdvXzRr1kzqUImIqB7LycnB6tWrsWLFCty/fx+jR4/G3Llz0aFDB6lDIyKieoCjjRMRERFVwsHBQWfCsYKCAvzyyy/agu26detgZWWFwMBA7fi1ERERcHZ2ljhyIiKqDy5duoRPP/0UsbGxUCgUePXVVzFr1iy0atVK6tCIiKge4RO0REQkOT5BSw1VVlYWjh49ivj4eOzbtw9Xr16FQqFAQECAtrD77LPPwsbGRupQiYioDv3+++/4+OOPsW3bNri6uuKNN97A1KlT4erqKnVoRERUD7FAS0REkmOBlhqLxycci4+Px927d+Ho6IiePXtywjEioiYgMTER0dHRiIuLwxNPPIFp06Zh0qRJcHBwkDo0IiKqx1igJSIiybFAS41RxQnHEhMTUVxcDA8PDzz33HMIDw9Hv3790K5dO6lDJSKiGoqPj8cHH3yApKQkPPXUU5g5cyZeeeUVKBQcVZCIiKrH/y2IiIiIaoFcLkdQUBCCgoIwa9YslJaWIiMjQ1uwnTx5MkpKSuDj46Mdv3bw4MHw8vKSOnQiIjKCRqNBXFwcPvzwQ6SlpSE4OBjff/89hgwZwm9KEBGRSVigJSIiIqoDCoVCp2BbWFiIY8eOaQu2mzdvhhACPj4+2uEQ+vfvD5VKJXXoRET0GLVajR07duCjjz7CuXPntIXZoUOHSh0aERE1UCzQEhEREUlAqVRqC7EAkJOTg8OHDyM+Ph4//fQT1q1bB7lcjs6dO2vb9e7dG7a2thJHTkTUNBUUFGDDhg1YtmwZsrKyMGjQIGzZsgVdu3aVOjQiImrgOAYtERFJjmPQEul7fMKxQ4cO4c6dO3BwcECvXr20BdvAwEBYWVlJHSoRUaOWk5OD1atX47PPPkNRURFGjx6N9957D76+vlKHRkREjQQLtEREJDkWaImq93jB9qeffkJ+fj7c3d3Ro0cPhISEIDw8HEFBQVKHSUTUaFy+fBmffPIJYmNjIZfLMWHCBLzzzjscK5yIiCyOBVoiIpIcC7REpqk44djRo0ehVqvRsmVL9O7dG+Hh4Rg4cCC8vb2lDpWIqMH5/fff8fHHH2Pbtm1wdXXFG2+8galTp8LV1VXq0IiIqJFigZaIiCTHAi1Rzdy/fx/Jycnagu1vv/0GjUajM+FYeHg4iwtERFVITExEdHQ04uLi0KZNG7z99tuYNGkSHBwcpA6NiIgaOU4SRkRERNTAOTg46Ew4dvv2bfz888+Ij49HYmKiwQnHQkJCYGdnJ3HkRETSS0xMxIcffoj4+Hg89dRT+Oqrr/DKK69AoeDtMhER1Q0+QUtERJLjE7REtevmzZtITExEfHw8fvjhB1y7dg0KhQIBAQHagm1oaCisra2lDpWIqE5oNBrExcVhwYIFOH78OLp06YLZs2dj5MiRkMlkUodHRERNDAu0REQkORZoierW4xOOHThwAHl5eVAqlejRo4e2YNulSxcWKYio0Xn48CG2b9+Ojz76COfOnUNwcDBmzZqFoUOHSh0aERE1YSzQEhGR5FigJZJOWVkZ0tPTtQXbxMREFBcXo3nz5ggNDUV4eDj69++Ptm3bSh0qEZHZCgoKsGHDBnz88ce4efMmBg0ahHnz5qFbt25Sh0ZERMQCLRERSY8FWqL648GDB0hKSkJiYiKSkpJw+PBhlJSU6Ew4FhYWBjc3N6lDJSKq1q1bt7Bq1Sp89tlnKCoqwujRo/Hee+/B19dX6tCIiIi0OOo5EREREWnZ29vrTDhWWFiIY8eOaZ+wjY2NhRBCp2AbEREBZ2dniSMnIvrb5cuX8cknn2D9+vWwsrLChAkT8M4778DLy0vq0IiIiPSwQEtERERElVIqlToF2+zsbBw5cgTx8fHYv38/1q1bpzfh2LPPPgsbGxuJIyeipigzMxPLli3Dtm3b4OLigpkzZ2LKlClo1qyZ1KERERFVikMcEBGR5DjEAVHD9fiEYwcPHkRubi4cHR3Rs2dPbcE2MDAQVlZWUodKRI1YWloaoqOjsXPnTrRp0wZvv/02Jk2aBAcHB6lDIyIiqhYLtEREJDkWaIkaB41Gg99++007fu3+/ftx7949eHh44LnnnkN4eDiCg4Ph7+8vdahE1EgkJiYiOjoae/fuxZNPPomZM2fi1VdfhbW1tdShERERGY0FWiIikhwLtESNU2lpKTIyMrRP2B45cgQPHz6Ep6cnQkJCEB4ejkGDBqF169ZSh0pEDYhGo0FcXBwWLlyI1NRUdOnSBVOnTsWYMWMgl8ulDo+IiMhkLNASEZHkWKAlahqKioqQkpKiLdieOHFCb8Kxfv36wcXFRepQiageevjwIbZv347Fixfj7NmzCA4OxqxZszB06FCpQyMiIqoRThJGRERERHXC0dFRZ8KxW7duISEhAfHx8Thw4ADWrVsHuVyOzp07a9uFhITAzs5O4siJSEqFhYX48ssv8fHHH+PmzZsYNGgQNm7ciP/3//6f1KERERFZBJ+gJSIiyfEJWiICHk04Vj5+bVxcHK5fvw57e3sEBwdrx6/t3r07x5YkaiJu3bqFVatW4fPPP0dhYSFGjx6Nd999F35+flKHRkREZFF8gpaIiIiI6gUfHx/4+Phg/PjxAB4VbMuHQ1iyZAny8/OhVCrRo0cP7RO2Xbp0gUwmkzhyIrKkK1euYPny5Vi/fj2srKwwYcIEzJw5k+NVExFRo8UnaImISHJ8gpaIqlNWVob09HRtwfbo0aNQq9Vo0aIFnn32WYSHh2PAgAFo06aN1KES0WO+/fZb3LhxA2+99Va1bTMzM7Fs2TJs374dKpUKb775JqZMmYJmzZrVQaRERETSYYGWiIgkxwItEZnq/v37SE5O1hZsf/vtN2g0Gp0Jx/r27cvCDpGEduzYgTFjxsDd3R1XrlyBra2twXYnTpzAp59+ii1btqB169aIiorCpEmT4ODgUMcRExERScNK6gCIiIiIiEzl4OCA8PBwLF26FMePH0d2dja+//57jBo1CmlpaXjxxRfh4eGBrl27YurUqfjvf/+LgoKCGvd7584drFu3DnzGgahqW7duxSuvvAKNRoOcnBxs2rRJr01iYiKGDh2KoKAgpKSkYPny5Th37hymTp3K4iwRETUpfIKWiIgkxydoicjSsrKycPToUcTHx2Pfvn24evUqFAoFAgICtE/YPvvss7CxsTFpvzt37sSoUaMQHh6O//znPxwTk8iAbdu2Ydy4cRBCQKPRwMrKCt7e3rhw4QJkMhni4uKwcOFCpKamIjAwENOmTcOYMWMgl8ulDp2IiEgSfIKWiIiIiBqdli1bYtSoUVi7di3++usvXLhwAatWrYKPjw/WrVuHfv36oVmzZujXrx+io6ORlpZm1FOxhw4dglwuR0JCAvz8/PDVV1/V/sEQNSAbNmzAmDFjoNFooNFoAAAajQZXrlxBVFQUfH19MWzYMLi6uuLQoUM4ceIExo8fz+IsERE1aXyCloiIJMcnaImoLlWccCwxMRHFxcVo3rw5QkNDER4ejn79+qFdu3Z627Zr1w6XL18GAMhkMggh0K9fP2zYsIFP01KTt379erz22msAoPcHD7lcDnd3dzz77LOYPXs2unTpIkWIRERE9RILtEREJDkWaIlISqWlpcjIyNAWbA8fPoySkhL4+PggODgYISEhGDx4MAAYLMIqFArY29sjJiZGW5wiamrWrVuHf/3rX9U+ib5//37079+/jqIiIiJqGFigJSIiybFAS0T1SV5eHhISEnDo0CEcPHgQf/zxB6ysrNC2bVtcunTJYAHKysoKGo0GAwYMwJdffolWrVpJEDmRNL744gu88cYb1RZnFQoFevXqhcOHD9dRZERERA0Dx6AlIiIiInqMi4sLnn/+eXz22Wc4deoUbty4ga+//hrOzs5QKBQGtykfazM+Ph4dO3Y0OGM9UWO0fPlyvP7660aN4VxaWoojR44gJSWlDiIjIiJqOFigJSIiIiKqgqenJ8aOHYsbN26gpKSkyralpaUoLCzE+PHjMXLkSNy+fbuOoiSqe8uWLcP06dNN3m7p0qW1EA0REVHDZfgRACIiIqoTJSUlePDggdRhEFE1zp49i5ycHKPalj9Nu3v3bvz8889YuXKldgxbosbi3//+NxYsWKCzzMrKClZWVhBCoKysTGedvb09WrRogdatW0OpVCI7Oxv29vZ1GTIRNWEymQxOTk5Sh0FUKY5BS0REkmvKY9Bu2rQJ48ePlzoMIiIiIqJGy8bGBmq1WuowiCrFJ2iJiIjqgS1btlQ6tiVRbfn888+Rm5uL+fPnSx1KvRcTE4PU1FSD66ytreHo6AiVSgUXFxeoVCo4OTnByckJKpUKzs7OUCqVaNmyJVxcXHDp0iXMnj0bS5cuRbt27er4SIhqprCwEOfOnUOzZs20+S6TyaQOi4ioUvv378fmzZulDoOoSrwTJCIiqgf+53/+B7a2tlKHQU3M999/D7lcjhdffFHqUOq9v/76C6+88grc3d3h7u4ODw8PNG/eHG5ubnBwcDBpXydOnMDs2bPRr18/dOnSpZYiJiIiIgC4desWC7RU77FAS0RERERUjRkzZkgdAhERERE1UlZSB0BERERERERERETUVLFAS0RERERERERERCQRFmiJiIiIiIiIiIiIJMICLREREREREREREZFEWKAlIiIiImoANm/eDJlMpn0plUqD7a5cuYJhw4bh3r17uH37ts42gYGBKC4u1tumYjuZTIauXbvW9iHVCZ4DXT/88AM6dOgAhcK4+aLT09MxePBguLi4wMnJCeHh4UhKSrJI+9mzZ2PHjh1mHUd1+D7QJ4RAUlIS3nzzTXTo0AG2trZo3rw5QkJCsHnzZgghDG5nag6Ysg1zoG41tByYPXu2zrXo0aOH6QdN1ECwQEtERERENVZYWIh//OMfGDJkiNShNHpr1qyBEAKFhYV669LT09G1a1f0798fzs7OcHd3hxACqamp2vXTpk3T2668XUpKCtzc3CCEwPHjx2v9WOoCz8EjFy5cwLBhwzBnzhxkZ2cbtc0vv/yCXr16wcnJCadPn8alS5fg4+OD5557Dj/99FON20+aNAlz5szB+++/X+PjexzfB4adPXsWISEhOHfuHHbu3In8/HwcO3YMbdq0wbhx4zBz5ky9bUy9pqZuwxyoWw0tB5YuXQohBIQQkMvlljkJRPWVICIiklhUVJTo1KmT1GFIYuPGjQKAKC4uljoUaoLGjBkjQkNDLbKve/fuCR8fHzFw4ECL7K8uODo6iuDg4DrvNy0tTQAQaWlpJm23adMmAUCsWbPG4Pr8/HzRunVrERkZqbcuNTVV2NraCjc3NwFAbN261eA+UlJShJubm0lxNRRN/Ry8/PLLYsmSJaKkpER4eXkJuVxeZfuysjLh7+8vPD09xf3797XLS0tLha+vr/D29tb5v8vU9uXS09OFTCYTO3bssMBR8n1QldOnTwuFQiFyc3N1lqvVauHm5iZsbW1rfE3N2YY5UHcacg7I5XLRvXt3s4575cqVwsbGxqxtieoKn6AlIiIiohpzcnLChQsX8MMPP0gdSpO1bNkyZGVlYd68eQbX29nZYcuWLbCyskJkZCTOnTtXxxFKrymfgy+//BKzZ882emiDI0eO4NSpUxg5ciTs7e21y+VyOV5++WVcvXoVe/fuNbt9uYCAAIwcORLTp09HaWlpDY7wEb4PKufn54eSkhK4urrqLLexsYG3tzfUarXO1/7NuabmbMMcqDtNJQeIGiIWaImIiIiIGjghBNavX4/u3bujVatWlbaLiIjA3LlzUVBQgFGjRhkcg7Gxa6rn4PFCiTEOHToEAAbH3yxfdvDgQbPbP+6FF17AtWvXEBcXZ1KMFfF9YJ68vDycP38egYGBUKlU2uXmXFNz84A5IK3GlANEDRULtERERERUI7t379aZxOPxG92K6y5fvozRo0fDxcUFbm5uGDJkCC5cuKBtHxMTo23bunVrpKamom/fvnBycoKDgwP69OmjN8nIokWLtNuEhIRol//444/a5e7u7np9FBUVISkpSdvG2CcL66OMjAxkZ2cjICCg2rbz589H//79cfLkSbz11ltG93Hnzh1ERUWhffv2sLGxgaurKwYOHIiff/5Z28bU6/24W7duYcqUKWjbti1sbGzg4eGBESNGID093egYjWXOOTDm+AHzz0FdHr8xzpw5AwBo3bq13jovLy8A0Hny0NT2j+vcuTMAYP/+/TWImO8DU927dw9JSUkYNmwYWrZsiY0bN+qsN+eampsHzIG/MQdqlgNEDRULtERERERUI88//zyEEBg+fHi166ZNm4Zp06bh+vXr2LFjBw4dOoSXX35Z237GjBkQQiAgIAB5eXmYOnUqFi1ahKysLBw5cgS5ubkICwvD4cOHtdvMnTsXQgg4Ojrq9D1gwAAIIRAUFKSzvLwPR0dHBAcHaycgMfS1yrCwMLi5ueHYsWM1Oke1LTMzE4DhG+KKrKyssGXLFnh7e2P9+vXYsmVLtdtkZWWhW7du2Lp1K1asWIHbt2/jl19+gYODA/r27Yv169cDMP16l7t58ya6deuGb775BqtXr0Zubi4SEhKQm5uLnj17IiUlxZTTYfFzYOzxm3sO6vr4jZGXlwcAeu8rAFAqlQCAu3fvmt3+ceVFm/I8NhffB8ZbtGgRVCoVQkJCIJfLsWvXLjz11FM6bcy5pubmAXPgEeZAzXOAqKFigZaIiIiI6szEiRPRs2dPODo6Ijw8HIMHD0Zqaipu376t17aoqAirV6/Wtu/atSs2b96Mhw8fYurUqXUSr0aj0RZw67ObN28CgM5XU6vi7u6Ob775BtbW1oiMjNQ+8VSZOXPm4NKlS/j0008xZMgQODs7o0OHDti6dSs8PT0xZcoUZGdn621n7PWeM2cOrly5guXLl2PQoEFQKpXw9/fH9u3bIYQw6ek2Y5lyDsw9fsC4cyDF8ddE+ftBJpNZpL2zszNkMpk2j83F94Hx5s6dC7VajdOnT8PPzw+BgYFYuHCh0dubmgPVbcMc+Hv/zIGa5QBRQ8UCLRERERHVmW7duun87O3tDQC4ceOGXltHR0ftVx7LPf3002jVqhUyMjLq5Cbu8SeX6rPyYSWsra2N3qZHjx6IiYlBUVERRo0ahQcPHlTadteuXQCAwYMH6yy3tbVF37598eDBA4NfSzX2eu/evRtWVlYYMmSIzvKWLVvC398faWlpuHbtmtHHZixjz4G5xw8Ydw6kOv6quLi4AHj0h5KKypeVtzGnfUUKhaLKHDQG3wemsbGxgZ+fH9asWYNhw4Zh3rx5iI+P164355rWJA+YA8wBS+QAUUPFAi0RERER1ZmKTzXZ2NgAePSkakWV3cA1b94cAJCTk2Ph6BouOzs7AEBJSYlJ202ZMgWjR49GZmYmJk+ebLCNWq1Gfn4+7Ozs4OTkpLe+RYsWAB599bciY653+f41Gg1UKpXOuI0ymQwnTpwAAJw/f96kYzNWdeegJscPVH8OpD7+yvj5+QGAwWLQ9evXAQAdOnQwu31FpaWlJk9kVhHfB+YbOnQoAGDv3r3aZeZc05rkAXOAOWCJHCBqqFigJSIiIqJ66c6dOwaHFigvzJYXastZWVnh4cOHeu3Lx8OryJSvZdZ3np6eAID8/HyTt12/fj18fX2xYcMGbNq0SW+9ra0tVCoViouLUVBQoLe+/Ou8LVu2NLnv8v27uLhAoVCgpKREO6RExVefPn3M2r8xqjoHTeH4DSnvLy0tTW9d+bK+ffua3f5x9+7dgxBCm8fm4vvAfLa2tgCA3Nxc7TJzrqm5ecAcYA5YKgeIGioWaImIiIioXiouLkZqaqrOst9//x03btxAQECA3k2cp6en9umccllZWfjrr78M7t/BwUGnoOvr64t169ZZKPq6VT6xizlffVUqlfj222/h6OiI1atXG2zzwgsvAADi4uJ0lqvVahw8eBD29vaIiIgwue9yI0aMQGlpKZKSkvTWRUdHo02bNgYncbOU6s5BYz9+Q0JDQ9GpUyfs3LlT+7VxACgrK8P27dvh7e2t8zVvU9s/rvx9W3GCIlPxfVC1GTNmYOzYsQbX7du3D4DuV/HNuabm5gFz4BHmQM1zgKihYoGWiIiIiOollUqFd999FykpKSgqKsLx48cxduxY2NjYYMWKFXrt+/fvjxs3bmDlypUoLCzEhQsXMHXqVL0nbct16dIF586dw9WrV5GSkoKLFy+id+/eOm3CwsLg5uaGY8eO1coxWkpAQACaN2+OjIwMs7b39/fH2rVrK12/ZMkStGvXDtOmTcPevXtRUFCAc+fO4ZVXXsHNmzexYsUK7dd7zbFkyRK0b98eEyZMwL59+5Cfn4/c3FysXbsWCxYsQExMDBQKhbb92LFjIZPJcOnSJbP7rKiqc1Dfjh+onXPwOCsrK3z55ZfIzc3Fq6++iqysLNy5cwdvvvkmzp8/j9jYWO3Xyc1p/7j09HQAj97DNTlGvg+qt3XrVixYsACXL1+GWq3G5cuXMWvWLGzevBlBQUGYOHGitq0519TcPGAO/L1/5kB/vXVETYIgIiKSWFRUlOjUqZPUYUhi48aNAoAoLi6WOhRqgsaMGSNCQ0NrvJ9du3YJADqvMWPGCCGESElJ0Vv33nvvCSGE3vLBgwdr9xkQECC8vLzEH3/8ISIiIoSTk5Owt7cXoaGhIjEx0WAceXl5YuLEicLT01PY29uLkJAQkZqaKoKCgrR9zJo1S9v+zJkzonfv3sLR0VF4e3uLVatW6e2zd+/ewtXVVSQnJ9f4PJVLS0sTAERaWppJ223atEkAEGvWrDG4/t133xUKhUJcv35du+zWrVt65zkoKKjSPl5//XXh5uZmcN3t27fFtGnTRLt27YS1tbVQqVQiIiJCHDx4UNvG3OsthBB37twRUVFRwsfHR1hbWwsPDw/Rv39/ceDAAb1YwsLChFKpFKWlpZWfMAufA2OOvybnwJTjN/UcCCHEnj179Povf8XGxla63YkTJ8TAgQOFs7OzUCqVIiwsrNL3oDnthRBi1KhRwsvL8LBnNgAAIABJREFUSzx8+LBGxygE3wdVyc/PF+vXrxcRERGibdu2wsbGRiiVShEUFCSWLFki7t+/b3A7c66pqdswB/7GHHhocL1cLhfdu3c36jgrWrlypbCxsTFrW6K6wgItERFJjgVaFmhJGpYq0NaG8gJtY1RbBdq8vDzh5eUlIiMjLRFmvXX37l1hb28vJk6cKHUokmlM5yA9PV3IZDKxbds2neXmHiPfBw0Pc8A8TSEHHscCLTV2HOKAiIiIiKgRUKlU2LNnD3bu3IlVq1ZJHU6tEEJgypQpcHZ2xsKFC6UORxKN6RxcvHgRI0aMwJw5c/DSSy9pl9fkGPk+aFiYA+ZpCjlA1NSwQEtERNSAxMTEQCaTQSaToXXr1lKHY1FCCCQlJeHNN99Ehw4dYGtri+bNmyMkJASbN2+GEKLGfSiVSu35K3/FxMRUuU1ZWRm++OIL9OrVCyqVCtbW1mjVqhUGDRqElStX4vLlyzrtO3furNdHVa/Zs2frLUtJSan2WGbOnKmzzaJFi2pyaqgBef311yGTyaBUKvXWBQYG4vjx49i3bx/u3bsnQXS1Kzs7GxcvXsTBgwfNnim9oWtM52Dt2rX46KOP8NFHH+ksr+kx8n3QcDAHzNMUcgCAzmeksrIyCaIjqkPSPbxLRET0CIc4MH2Ig8b49e/Tp08LACI8PFxkZGSIBw8eiAsXLoiXX35ZABDTp0+3SD+//fabACCGDx9uVPuXX35ZWFlZiejoaHH16lXx4MED8eeff4p3331XyGQyvTHqAgICxH//+1+dZZGRkQKA2Ldvn87y0aNHi4ULF+rEBUAMHDiwyphu374tlEqlzliv5qiPQxx8/PHHlY7b11iYO8QBERERmY5DHFBDwCdoiYiImiilUomQkBCpw9ChUCjwzTff4JlnnoGdnR18fHzw1Vdfwc3NDStXroRara7TeFJTU7Ft2zb885//xDvvvIPWrVvDzs4O7du3x0cffYTXX3/dov3Z29vjiSeewL59+3D8+PFK233yySfw9va2aN/1xYwZMyAezZOgffHpYCIiIiJqzFigJSIionrBz88PJSUlcHV11VluY2MDb29vqNVqFBcX12lMp06dAgD4+voaXP/iiy/qLUtPT8fIkSON2v/27dsxd+5c7c9WVlaYPXs2AFRalMzLy8OaNWswa9Yso/ogIiIiIqL6jQVaIiIiqtfy8vJw/vx5BAYGQqVS1WnfLVq0AAAcOHDA4PrQ0FDcvn3bon2++uqr8PLywvfff4+TJ0/qrf/ss88waNAgtG/f3qL9EhERERGRNFigJSIiakTUajXmzZsHPz8/ODg4oFmzZhg6dCi+//577eQK5RONFRUVISkpSTv5gkKhAADs3r1bZ/KpK1euYPTo0XBycoKbmxvGjRuHu3fv4vLlyxg6dCicnJzg6emJSZMmoaCgwGLHcu/ePSQlJWHYsGFo2bIlNm7caLF9G6t3795o2bIl9u/fj4EDByIhIQEajaZW+7S1tcXMmTMhhNCbMKOwsBCff/453n333VqNgYiIiIiI6g4LtERERI3I5MmT8dlnn+Hzzz/HnTt3cPr0afj5+WH48OE4evQogL/H+HR0dERwcLB2nM/S0lIAwPPPPw8hBIYPHw4AiIqKwjvvvIOsrCx8+umn2Lx5M8aMGYNp06Zh4cKFuHnzJj744AOsX78e8+fPt8hxLFq0CCqVCiEhIZDL5di1axeeeuopvXZhYWFwc3PDsWPHLNJvRUqlEv/973/h7e2NH3/8EX369IGnpyfGjh2Lbdu24f79+7XS72uvvYYWLVpg586dOH36tHb5qlWrEBYWho4dO9ZKv0REREREVPcUUgdARERElnPw4EH4+/ujX79+AB5NOvXxxx/j+++/N3uf//znPxEUFAQAGDduHKKjo7Fv3z4cPnwYnTt3BgBERkYiOjoaP/zwA5YvX17j45g7dy7eeecdXLx4EStWrEBgYCDmz5+P999/X6edRqPRFphrS0hICM6fP48dO3bg//7v/3Do0CFs2bIFW7Zs0U5e9tJLL1m0T3t7e0RFRWHWrFlYvHgxNm3ahPv37+OTTz7BTz/9ZNG+1Go1rl69atF9UtWys7O1//LcExER1a67d+9KHQJRtVigJSIiakQGDBiANWvW4LXXXsOECRPQrVs3yOVynD171ux9du3aVefnVq1a4dSpU3rLvby8kJGRYXY/FdnY2MDPzw9r1qxBdnY25s2bh549eyI8PFzbJiEhwWL9VcXW1hbjx4/H+PHjUVpaiiNHjiA2Nhbbt2/H2LFj4evri8DAQIv2+cYbb2DZsmXYtm0b5s+fjz179qBHjx545plnLNpPamoq2rRpY9F9knEGDRokdQhERERNQvlQXkT1FTOUiIioEVm1ahV69uyJr7/+Gn379gXwaBzVyMhIvPDCC2bt09nZWednKysryOVyODg46CyXy+W1Nj7r0KFDsWvXLuzdu1enQCsFhUKBsLAwhIWF4YknnkB0dDR27txp8QKtUqnEtGnT8P7772P+/PlISEjAd999Z9E+AMDf3x/Lli2z+H6pcn/++ScmT56MlStX4sknn5Q6HCIiokZtz549iI2NlToMoiqxQEtERNSIyGQyjBs3DuPGjUNJSQkSEhIQExODESNG4N///jeioqJ02jYUtra2AIDc3Nw67TcpKQkjRozQfiW9oj59+iA6OrrWvjr31ltvISYmBlu3bsXAgQP1nlq2BFdXV0RERFh8v1Q5Dw8PAEDPnj3RpUsXiaMhIiJq3P7880+pQyCqFicJIyIiakRcXFxw5swZAIC1tTX69euH3bt3QyaTIS4uTqetg4MDHj58qP3Z19cX69atq9N4HzdjxgyMHTvW4Lp9+/YBALp161YnsSgUCpw5cwZCCOTk5FQ6Cdnx48cBwOJPz5ZTqVSIioqCSqXC3Llza6UPIiIiIiKSFgu0REREjcy//vUvnDx5Emq1Gjk5OVi2bBmEEAgLC9Np16VLF5w7dw5Xr15FSkoKLl68iN69e0sU9SNbt27FggULcPnyZajValy+fBmzZs3C5s2bERQUhIkTJ+q0DwsLg5ubW6UFVEt58cUXsXXrVty4cUMbV0xMDBYsWICgoCCMHz++1vqeN28e8vLy0KtXr1rrg4iIiIiIpMMCLRERUQMSExMDmUyGjIwMXL9+HTKZTOfJysOHD8PPzw8vvfQSmjVrho4dO+LHH39EbGws3n33XZ19ffrpp3jmmWfQsWNHjB49GitWrEDHjh1x7NgxyGQy7Xin9vb2mDt3Lo4fPw6ZTIb9+/ejrKwMMpkMS5cuRWJiImQyGQ4fPoyioiLIZDJ88MEHJh/bvHnzEBsbi+TkZPTp0wfOzs54+umncfDgQSxZsgRHjx6Fvb29zjalpaUQQkAIYVQfSqVS+7Trd999B5lMZvBVVlYGAOj1/7F371FVlfn/wN+HyzncL4EKAl6w1BETER0vYKgcIdN0ZDQztZoZ08pSxss3Lbtq41TUykk0zbHGW9lyvjpfMjPFO6I/RNE0FFI0QVAucQQE5MDz+8N1zng4Bzg3zj7A+7UWa1bPfvben+fZn63ymb2fPWIEjh8/jmnTpuEf//gHhgwZAg8PDwwYMAA7duzAO++8g6NHj2qXYGjsq6++gkwmw/r16wEA48aNg0wmQ2VlpcG4NPP3+OOPNzsOmUymLaZv27YNMpkMa9asMWoOiIiIiIjIvsiEsb/REBERtZJFixbhhx9+wMWLF6UOxea2bNmCZ599FjU1NU0W+Yhay8yZM5Gfn4/Dhw9LHUqHcubMGURGRiIzM5Nr0BIREbWy5ORkLFy4ELW1tVKHQtQkPkFLREREREREREREJBEWaImIiIiI2oCtW7fqLMXh4eFhsN/169cxceJE3LlzByUlJTr7REREoKamRm+fxv1kMhkGDx7c2kOyCc4BIIRAWloa5s2bh969e0OhUKBz586Ijo7G1q1bm10mJisrC+PHj4ePjw88PT2hVCqRlpZmlf5Lly7Fjh07LB6fIbwP9JmbB6bmgCn7MAdsq63lwNKlS3WuxbBhw0wfNFEbwQItERERtZqm1nh98Mec9WqJOrJ169ZBCKG3ljFw/xfiwYMHIy4uDl5eXvD394cQAhkZGdrtiYmJevtp+qWnp8PPzw9CCJw+fbrVx2ILnAPg8uXLiI6ORk5ODnbu3AmVSoWTJ0+iW7dumDVrFpYsWWJwv1OnTmHEiBHw9PREdnY28vLyEBoailGjRuHHH3+0uP8LL7yAZcuW4c0337TqeHkfGGZOHph6TU3dhzlgW20tB/7+979rvzXg6OhonUkgsleCiIhIYgsXLhT9+vWTOgxJbN68WQAQNTU1UodCHdCMGTNETEyM1GHocXd3F1FRUe02hszMTAFAZGZmmrTfli1bBACxbt06g9tVKpUIDg4Wc+fO1duWkZEhFAqF8PPzEwDE9u3bDR4jPT1d+Pn5mRRXW9GR5yA7O1s4OTmJsrIynfba2lrh5+cnFAqF3t9D9fX1IiwsTAQGBoq7d+9q29VqtejTp48ICQnR2cfU/hpZWVlCJpOJHTt2WGWsvA+aZmoemHNNzdmHOWA7bTkHHB0dxdChQ80a95o1a4RcLjdrXyJb4RO0RERERETtwIcffoiioiK89dZbBre7uLhg27ZtcHBwwNy5c5GTk2PjCKXXUeegb9++qKurg6+vr067XC5HSEgIamtr9V73Pnr0KC5evIgpU6bA1dVV2+7o6Ijp06fjxo0b+O6778zurxEeHo4pU6Zg0aJFUKvVFo+V90HTTM0Dc66pOfswB2yno+QAUVvEAi0RERERURsnhMDGjRsxdOhQdO3atcl+8fHxWL58OSoqKjB16lSDazC2d5yD/yovL0dubi4iIiLg7e2ts+3gwYMAYHD9TU1bamqq2f0fNHnyZOTn52PPnj1mjOK/eB+Yp6k8MOeampsHzAFptaccIGqrWKAlIiIiIpOUlpZi4cKF6NWrF+RyOXx9fTFu3DgcOnRIp9/KlSu1aw1HR0dr23/44Qdtu7+/v7Y9KSkJMpkMVVVVSEtL0/ZxcnLS2S6TyRAcHIyMjAzExsbC09MTbm5uGD16tN4HSKwdg706d+4cbt26hfDw8Bb7vv3224iLi8P58+fx6quvGn0OY6777t27ddaYvnbtGqZNmwYfHx/4+flhwoQJuHLlisHjFxcXY/78+ejRowfkcjk6deqEhIQEZGVlGR2jscyZA2Pz3tw5sOX479y5g7S0NEycOBEBAQHYvHmzXp9Lly4BAIKDg/W2BQUFAYDOk4em9n/QwIEDAQD79u0zZRh6eB+YpqU8MOeampsHzIH/Yg5YlgNEbRULtERERERktKKiIgwZMgTbt2/H6tWrUVJSglOnTsHNzQ2xsbHYuHGjtu/y5cshhIC7u7vOMR5//HEIIRAZGanTvnjxYm3/qKgo7YdBNK87araHh4ejvLwcCxYswMqVK1FUVISjR4+irKwMY8aMwZEjR1othgeNGTMGfn5+OHnypHmTaUUXLlwAYPgX4sYcHBywbds2hISEYOPGjdi2bVuL+xh73f/whz9ACIFJkyYBABITE5GYmIiCggLs2LEDBw8exPTp0/WOX1hYiCFDhuDbb7/F2rVrUVZWhsOHD6OsrAzDhw9Henq6KdNh9TkwJe/NmQNbjn/lypXw9vZGdHQ0HB0dsWvXLvTv31+vX3l5OQDo3TsA4OHhAQD47bffzO7/IE3RRpPH5uJ9YDxj8sCca2puHjAH7mMOWJ4DRG0VC7REREREZLRly5YhLy8Pn376KSZMmAAvLy/07t0b27dvR2BgIObPn49bt261ehxVVVVYu3Ythg8fDnd3dwwePBhbt27FvXv3sGDBglY/PwA0NDRoC7hSKywsBAC919Sb4u/vj2+//RbOzs6YO3eu9omnpph73WfPnq29RkqlEuPHj0dGRgZKSkr0jn/9+nV88skneOKJJ+Dh4YGwsDB88803EEKY9HSbsUyZA0vy3pg5sOX4ly9fjtraWmRnZ6Nv376IiIjAihUrTDqGJudlMplV+nt5eUEmk2nz2Fy8D4xnaR6YmgMt7cMc+O/xmQOW5QBRW8UCLREREREZbdeuXQCA8ePH67QrFArExsaiurraJq8nuru7a1+H1Hj00UfRtWtXnDt3zia/4D34VJPUNOsnOjs7G73PsGHDkJSUhKqqKkydOhXV1dVN9jX3ug8ZMkTnv0NCQgAAN2/e1GnfvXs3HBwcMGHCBJ32gIAAhIWFITMzE/n5+UaPzVjGzoEleW/MHNh6/HK5HH379sW6deswceJEvPXWWzhw4IBOHx8fHwD3/8+QxjRtmj7m9G/Mycmp2Rw0Bu8D07SUB+ZcU0vygDnAHLBGDhC1VSzQEhEREZFRamtroVKp4OLiAk9PT73tXbp0AXD/FdDW1tQvd507dwYA3L59u9VjsCcuLi4AgLq6OpP2mz9/PqZNm4YLFy7glVdeMdjHkuve+Ck2uVwO4P7Tx42P39DQAG9vb511G2UyGc6cOQMAyM3NNWlsxmppDizN+5bmQOrxP/nkkwCg91X1vn37AoDBYlBBQQEAoHfv3mb3b0ytVut88d0cvA/MZygPzLmmluQBc4A5YI0cIGqrWKAlIiIiIqMoFAp4e3ujpqYGFRUVets1r3UGBATotDs4OODevXt6/TXr1DVmzOuSpaWlBpcW0BRmNYXa1ozBngQGBgIAVCqVyftu3LgRffr0waZNm7Blyxa97eZed2MpFAr4+PjAyckJdXV12mUjGv+MHj3arOMbo7k5aO/jVygUAICysjKdds35MjMz9fbRtMXGxprd/0F37tyBEEKbx+bifWA+Q3lgzjU1Nw+YA8wBa+UAUVvFAi0RERERGW3y5MkAgD179ui019bWIjU1Fa6uroiPj9fZFhgYqH1qRqOoqAi//vqrwXO4ubnpFFP79OmDDRs26PSpqalBRkaGTttPP/2EmzdvIjw8XO8XvNaIwZ5oPuxizquvHh4e+Pe//w13d3esXbvWYB9zrrspEhISoFarkZaWprftgw8+QLdu3Qx+qM1aWpqDtj7+xYsXY+bMmQa37d27F4D+K9gxMTHo168fdu7cqX1tHADq6+vxzTffICQkROc1b1P7P0hzbxr6WJkpeB80z9Q8MOeampsHzIH7mAOW5wBRmyWIiIgktnDhQtGvXz+pw5DE5s2bBQBRU1MjdSjUAc2YMUPExMSYtE9hYaHo2bOn6NKli0hJSRF37twRly9fFgkJCUImk4kNGzbo7fPKK68IAOKzzz4TFRUV4pdffhFPPfWUCAoKEn5+fnr9H3/8ceHt7S1+/fVXceLECeHk5CR+/vln7fbw8HDh7e0tYmNjxYkTJ0RlZaXIyMgQAwYMEHK5XBw+fLjVYxBCiNGjR4uHHnpIpKenmzSHmZmZAoDIzMw0ab8tW7YIAGLdunV62xoaGkTnzp1FVFSUwX0zMjKEt7d3s8ffunWrAGBwPky97pMmTRIARHV1tU77a6+9JgCIs2fP6rTfunVL9OrVS4SGhorvv/9elJeXi9LSUvH5558LNzc3sWPHDp3+M2bMEADE1atXmx2TtebAnLw3ZQ5MHb+pc7Bo0SIhk8nEu+++K/Ly8kRNTY3Iy8sT//M//yMAiMjISHH37l29/dLT04WLi4t4+umnRWFhoSgpKRFz584VTk5O4ocffrC4v8b27dsFALFr1y6zxygE74OWmJMH5lxTc/ZhDtzHHNDPAQ1HR0cxdOhQo8bZ2Jo1a4RcLjdrXyJbYYGWiIgkxwItC7QkDXMKtEIIUVJSIhITE0XPnj2Fs7Oz8Pb2FvHx8SI1NdVg//LycjF79mwRGBgoXF1dRXR0tMjIyBCRkZECgAAgXnvtNW3/S5cuiZEjRwp3d3cREhIikpOTdY4XHh4ugoKCxM8//yzi4+OFp6encHV1FTExMeL48eM2iUEIIUaOHCl8fX3FiRMnTJq/1ijQCiHE66+/LpycnERBQYG2rbi4WDs+zU9kZGST53jppZcMFiWEMO66p6en653vjTfeEEIIvfbx48frHL+0tFQsXLhQhIaGCmdnZ9GpUycRFxcn9u/frxfLmDFjhIeHh1Cr1U1PmJXnwNi8N3cOTBm/qXOgUqnExo0bRXx8vOjRo4eQy+XCw8NDREZGilWrVhkszmqcOXNGjBs3Tnh5eQkPDw8xZsyYJu8zc/oLIcTUqVNFUFCQuHfvntlj1OB90DRz88Cca2rqPsyB/2IO3DO4nQVaau9YoCUiIsmxQMsCLUnD3AKt1DQF2raqtQq05eXlIigoSMydO9caYdqt3377Tbi6uorZs2dLHYpk2tMcZGVlCZlMJr7++muddnPHyPug7WEOmKcj5MCDWKCl9o5r0BIRERERtQPe3t5ISUnBzp07kZycLHU4rUIIgfnz58PLywsrVqyQOhxJtKc5uHr1KhISErBs2TI8/fTT2nZLxsj7oG1hDpinI+QAUUfDAi0RERERURvy0ksvQSaTwcPDQ29bREQETp8+jb179+LOnTsSRNe6bt26hatXryI1NdXsL6W3de1pDtavX4/3338f77//vk67pWPkfdB2MAfM0xFyAACWLl0KmUwGmUyG+vp6CaIjsh2ZEEJIHQQREXVsixYtwg8//ICLFy9KHYrNbdmyBc8++yxqamqgUCikDoc6mJkzZyI/Px+HDx+WOhSjJCUlYcmSJTptb7zxBlauXClRROY5c+YMIiMjkZmZiUGDBkkdDhERUbuWnJyMhQsXora2VupQiJrkJHUARERERETGWLx4MRYvXix1GEREREREVsUlDoiIiIiIiIiIiIgkwgItERERERERERERkURYoCUiIiIiIiIiIiKSCAu0RERERERERERERBLhR8KIiIjsQHZ2NpydnaUOgzoYlUqFqqoqXLx4UepQ2jW1Wg0np//+s/vKlSva/1UoFFKFRURE1CEUFhZKHQJRi1igJSIisgMRERFSh0AdWP/+/aUOoUN66qmnpA6BiIioQ5DL5VKHQNQsFmiJiIgkNG7cOJw4cULqMIjIAtXV1cjKysLp06eRkZGBK1euQAiBnj17YvDgwXjssccQGRkpdZhkQ2+++Sbu3r2Ljz/+WOpQiIgIgIMDV/gk+8YCLRERkYT8/f3h7+8vdRhEZAK1Wo1z587hwIEDOHDgAI4dO4ba2loEBARg5MiRWLJkCcaNG4eQkBCpQyWJREdHIzk5GcOHD5c6FCIiImoDWKAlIiIiImrB1atXtQXZH3/8ESqVCp6enhg6dCjeffddKJVKPiVLWpGRkSgpKcH169fRvXt3qcMhIiIiO8cCLRERERFRIw8WZA8ePIjS0lK4ublhxIgRWLZsGZRKJSIiIvjKJBk0ZMgQAMDp06dZoCUiIqIWsUBLRERERB3e7du3ceTIEe0TsteuXYOjoyMGDhyI2bNnQ6lUYuTIkVAoFFKHSm1AQEAAgoKCkJmZiT/+8Y9Sh0NERER2jgVaIiIiIupwKisrcfLkSe1TsmfOnIEQAqGhoYiLi4NSqcTYsWPh4+MjdajURg0ZMgQZGRlSh0FERERtAAu0RERERNTuNf6w15EjR1BXV4fQ0FBERUVhzpw5GD9+PIKCgqQOldqJQYMGYfXq1VKHQURERG0AC7RERERE1O7U19cjKytLW5A9fvw4ampq0KlTJ4waNQpr1qzB2LFj0bNnT6lDpXZqwIABKC0tRUFBAQv/RERE1CwWaImIiIioXXjww14HDhzAb7/9Bnd3dwwfPhzvvPMOlEolBg0aBJlMJnWo1AGEh4cDAM6fP88CLRERETWLBVoiIiIiapOKiopw7NgxHDhwAD/88AN+/fVXODk5ITw8HHPmzIFSqcRjjz0GuVwudajUAXXv3h0+Pj44f/48xo0bJ3U4REREZMdYoCUiIiKiNqGiogKnTp3SPiGbmZkJBwcHRERE4A9/+AOio6MRHx8PLy8vqUMlgkwmQ//+/fHTTz9JHQoRERHZORZoiYiIiMgu3b17FydOnNAWZM+ePYuGhgaEhoZCqVTitddeQ2xsLB566CGpQyUyKDw8HEeOHJE6DCIiIrJzLNASERERkV1o/GGvY8eOoba2Fl26dMFjjz2GOXPmID4+Ht27d5c6VCKjPProo9iwYQPu3bvHpTaIiIioSSzQEhEREZFkHvyw1/79+1FeXg4PDw8MGzYM7777Lj/sRW1av379UFdXhytXruB3v/ud1OEQERGRnWKBloiIiIhs5urVqzh+/DjS0tKwZ88eFBQUwNXVFVFRUViwYAGio6MRExMDZ2dnqUMlslifPn0AAJcuXWKBloiIiJrEAi0RERERtZri4mIcPnxY+4RsXl4eHB0dMXDgQMycORNKpRLR0dFwcXGROlQiq+vcuTMeeughXL58WepQiIiIyI6xQEtEREREVlNVVYX09HTtsgVnzpyBEAKhoaEYO3YslEolxo4dCx8fH6lDJbKJ3r17s0BLREREzWKBloiIiIjMplarce7cOW1B9ujRo7h37x4CAwMRHR2NOXPm4IknnkBwcLDUoRJJom/fvrh06ZLUYRAREZEdY4GWiIiIiIzW0NCAs2fPateR3bdvH+7cuQN/f3+MHj0an332GaKiohAWFiZ1qER2oU+fPti9e7fUYRAREZEdY4GWiIiIiJp19epV7ROyqampKCsrg5ubG0aMGIHXX38dSqUSERERcHBwkDpUIrvTp08flJeX4/bt2+jcubPU4RAREZEdYoGWiIiIiHTcunULR48exYEDB7Bv3z5cv34dTk5OCA8PxwsvvAClUomRI0dCoVBIHSqR3QsNDQUA5OXlsUBLREREBrFAS0RERNTBVVZW4uTJkwY/7BUfHw+lUon4+Hh4eXlJHSpRm9OzZ08AwLVr1zB06FCJoyGa70ukAAAgAElEQVQiIiJ7xAItERERUQdTXV2NtLQ07TqyR44cQV1dHUJDQ6FUKvHaa69hzJgx8PPzkzpUojbPy8sLvr6+yMvLkzoUIiIislMs0BIRERG1c/X19cjKytI+IXv8+HHU1NSgc+fOiImJwZo1axAXF4cePXpIHSpRu9SzZ09cu3ZN6jCIiIjITrFAS0RERNQOPfhhr/3796O8vBweHh4YNmwY3nnnHSiVSgwaNAgymUzqUInavR49erBAS0RERE1igZaIiIioHSgsLMTx48dx4MABfP/998jPz9d+2Gvu3LlQKpWIiYmBs7Oz1KESdTg9e/ZESkqK1GEQERGRnWKBloiIiKgNKikpwaFDh7RLFvz8889wdHTEwIEDMWPGDCiVSkRHR8PFxUXqUIk6vB49euD69esQQvCpdSIiItLDAi0RERFRG3D37l2cOHFCu2zB2bNn0dDQoP2wl2bZAl9fX6lDJaJGgoKCUFtbi9LSUvj7+0sdDhEREdkZFmiJiIiI7JBarca5c+e0Bdljx46htrYWAQEBGDlyJObMmYNx48YhJCRE6lCJqAUBAQEAgKKiIhZoiYiISA8LtERERER24sEPe/34449QqVTw9/fHsGHD8O6770KpVCIyMlLqMInIRIGBgQDurxXdv39/iaMhIiIie8MCLREREZFEHizIHjx4EKWlpXBzc8OIESOwbNkyKJVKREREwMHBQepQicgCDz5BS0RERNQYC7RERERENnL79m0cOXJE+4TstWvXtB/2mj17NpRKJUaOHAmFQiF1qERkRS4uLvDx8WGBloiIiAxigZaIiIiolVRWVuLkyZPap2TPnDkDIQRCQ0MRFxcHpVKJuLg4eHt7Sx0qEbWygIAAFmiJiIjIIBZoiYiIiKyk8Ye9jhw5grq6OoSGhiIqKgpz5szB+PHjERQUJHWoRGRjgYGBLNASERGRQSzQEhEREZmpvr4eWVlZ2oLs8ePHUVNTg86dOyMmJgZr1qzB2LFj0bNnT6lDJSKJderUCSUlJVKHQURERHaIBVoiIiIiEzz4Ya8DBw7gt99+g7u7O4YPH4533nkHSqUSgwYNgkwmkzpUIrIjPj4+uHbtmtRhEBERkR1igZaIiGzqs88+w//93//ptN26dQs1NTUYO3asTnvXrl3xr3/9y5bhEekpKirCsWPHcODAAezduxc3btyAk5MTwsPDMWfOHCiVSjz22GOQy+VSh0pEdszHxwfl5eVSh0FERER2iAVaIiKyqUceeQQHDhwwuO3q1as6//3Xv/7VFiER6aioqMCpU6e0T8hmZmbCwcEBERERmDx5MqKjo/H444/D09NT6lCJqA3x9vZmgZaIiIgMYoGWiIhsSqlUws/PD6WlpS32feaZZ2wQEXV0d+/exYkTJ7QF2bNnz6KhoQGhoaFQKpV47bXXEBsbi4ceekjqUImoDeMTtERERNQUFmiJiMimnJyc8PTTT2P9+vVQq9VN9uvevTsGDx5sw8ioo2j8Ya9jx46htrYWXbp0wWOPPYY5c+YgPj4e3bt3lzpUImpHfHx8cO/ePdy9exdubm5Sh0NERER2hAVaIiKyuenTpyM5ObnJ7U5OTnj++edtFxC1ew9+2OvHH3+ESqWCh4cHhg0bhnfffZcf9iKiVuft7Q0AKC8vZ4GWiIiIdLBAS0RENjdixAgEBwcjPz/f4Ha1Wo2nnnrKxlGRlOrq6pCTk4OwsDCrHO/q1as4fvw40tLSsGfPHhQUFMDV1RVRUVFYtmwZoqKiMHToUDg7O1vlfERELfHx8QEAqFQqdO3aVeJoiIiIyJ6wQEtERDYnk8kwc+ZMJCUl6S1zIJPJ0L9/f/Tr10+i6MjWLly4gBkzZiA4OBh79uwx6xjFxcU4fPgwDhw4gP379yMvLw+Ojo4YOHAgZs6cCaVSiejoaLi4uFg5eiIi4ygUCgBAbW2txJEQERGRvWGBloiIJDF9+nT8/e9/12t3cHDAs88+K0FEZGtqtRofffQR3n77bajValy5cgVqtRpOTi3/86Sqqgrp6enaZQvOnDkDIQRCQ0MxduxYKJVKjB07VvvEGhGR1FigJSIioqawQEtERJIYMGAA+vbti8uXL0MIoW1vaGjA1KlTJYyMbOHKlSuYNWsWTp06hYaGBgD3i66nT5/GsGHD9Pqr1WqcO3dOW5A9evQo7t27h8DAQERHR2POnDl44oknEBwcbOuhEBEZRS6XAwDu3bsncSRERERkb1igJSIiycyaNQtvvfUW6uvrAdx/enb48OHo3r27xJFRaxFC4IsvvsCCBQugVqu1xVng/sfhUlNTMWzYMDQ0NODs2bPadWT37duHO3fuoFOnThg1ahQ+++wzREVFWW3NWiKi1sYnaImIiKgpLNASEZFkZsyYgeXLl2v/WwiBWbNmSRgRtaa8vDw8++yzSEtL03lqWqO+vh47duxAZmYmDh8+jN9++w0eHh6IiYnBO++8gzFjxmDAgAGQyWQSRE9EZBk+QUtERERNYYGWiIgk0717dwwePBiZmZloaGiAg4MD/vjHP0odFlmZ5qnZxMRE1NXVGSzOavr9/PPP8Pb2RmJiImJjYzF06FCj1qQlIrJ3midoWaAlIiKixvgbDxERSWrmzJnIzMyEo6MjlEol/P39pQ6JrOjatWt4/vnnceTIEchksiaLsxr19fV4++23oVQqbRQhEZFtaJ6g5RIHRERE1JiD1AEQEVHH9vTTT0Mmk6G+vp7LG7QjQghs2LABYWFhOHHihLatJc7OzkhNTW3t8IiIbE7zNoBm3XUiIiIiDZlo9NtSQUEBpkyZIlU8RERtUkNDAxoaGvgqtpmys7NRUVGByMhIODo6mrSvWq2Gg4MDHBz4/znai9raWly9ehUqlcqs/d3c3DBgwAArR0VEpG/x4sU2W1rnzp078Pb2xo4dO/DUU0/Z5JxERETUNuhVEqqrq3Hy5Ek88cQTCAgIkCImIqI2Jzs7G6dPn8bzzz8vdShtkrOzMwoKCvDoo4+avO9XX32FoUOH4ne/+10rREamEkIgOzsbwcHB6NSpE2pqalBdXY3q6mrU1tYafHJMJpNpC+z19fWorq5Gr169tOs1EhG1hq+++gpFRUU2O59arQYA/p+5REREpKfJfx0sWbIEo0aNsmEoRERtV3JyMjIzM/HPf/5T6lDaJJVKhZMnTyI+Pt7kfbdu3YoZM2Zg3rx5rRAZWdvdu3dRWlqK27dvo7i4GCUlJdofTdvt27fx4osvIjo6Wupwiagd27p1q03PxwItERERNYX/OiAiIsl5e3ubVZyltsfNzQ1ubm4ICQmROhQiIptigZaIiIiawgX7iIiIiIiIWhkLtERERNQUFmiJiIiIiIhaGQu0RERE1BQWaImIiIiIiFqZ5iOJjo6OEkdCRERE9oYFWiIiIiIiolZWWVkJAHB3d5c4EiIiIrI3LNASERE9YOvWrZDJZNofDw8Pg/2uX7+OiRMn4s6dOygpKdHZJyIiAjU1NXr7NO4nk8kwePDg1h6SpCZOnAiZTIaVK1c22ScrKwvjx4+Hj48PPD09oVQqkZaWZpXzCyGQlpaGefPmoXfv3lAoFOjcuTOio6OxdetWCCGsFpcp/ZcuXYodO3ZYPD5DmJu6OAdt8z5YunSpzrUYNmyYaYO2Q+Xl5QAAHx8fiSMhIiIie8MCLRGRHaqsrMQjjzyCCRMmSB1Kh7Vu3ToIIbRPPD0oKysLgwcPRlxcHLy8vODv7w8hBDIyMrTbExMT9fbT9EtPT4efnx+EEDh9+nSrj0UqmzdvRkpKSrN9Tp06hREjRsDT0xPZ2dnIy8tDaGgoRo0ahR9//NHiGC5fvozo6Gjk5ORg586dUKlUOHnyJLp164ZZs2ZhyZIlVonL1P4vvPACli1bhjfffNPiMT6IuamPc9A274O///3vEEJACNFulgTQFGh9fX0ljoSIiIjsjmgkNzdXABCHDh1qvImIiJqwZs0aIZfLrXa8O3fuiNDQUDFu3DirHbM1ubu7i6ioKEnOLZfLxZo1a6x2vC1btggAYt26dQa3q1QqERwcLObOnau3LSMjQygUCuHn5ycAiO3btxs8Rnp6uvDz87NazPaooKBA+Pr6ilmzZgkAYsWKFXp96uvrRVhYmAgMDBR3797VtqvVatGnTx8REhIiampqLIojOztbODk5ibKyMp322tpa4efnJxQKhd45TI3L3HFkZWUJmUwmduzYYdEYNZibzevIc9DW7wNHR0cxdOhQk8fdEmv//dGSTZs2CQCirq7OZuckIiKitoFP0BIR2SFPT09cuXIF33//vdShUCMffvghioqK8NZbbxnc7uLigm3btsHBwQFz585FTk6OjSO0Dy+88AKmTp2KuLi4JvscPXoUFy9exJQpU+Dq6qptd3R0xPTp03Hjxg189913FsXRt29f1NXV6T2xJpfLERISgtraWr3X3U2Ny9xxhIeHY8qUKVi0aJH26+6WYG62rKPOQUe6D+xZeXk5PD094eTkJHUoREREZGdYoCUiIjKSEAIbN27E0KFD0bVr1yb7xcfHY/ny5aioqMDUqVMNrnfZnm3atAkXL15EUlJSs/0OHjwIAAbX+dS0paamWj9A3C+U5ObmIiIiAt7e3hbFZck4Jk+ejPz8fOzZs8eMUfwXc9N4nIP/am/3gb1TqVRcf5aIiIgMYoGWiMjO7N69W+fDKJriQeP2a9euYdq0afDx8YGfnx8mTJiAK1euaI+TlJSk7RscHIyMjAzExsbC09MTbm5uGD16tN6HW1auXKndJzo6Wtv+ww8/aNv9/f31zlFVVYW0tDRtn/b6dNC5c+dw69YthIeHt9j37bffRlxcHM6fP49XX33V6HOUlpZi4cKF6NWrF+RyOXx9fTFu3DgcOnRI28fUXHhQcXEx5s+fjx49ekAul6NTp05ISEhAVlaW0TE2Jz8/H4sWLcKmTZvg6enZbN9Lly4BAIKDg/W2BQUFAYDVn3C8c+cO0tLSMHHiRAQEBGDz5s0Wx2XJOAYOHAgA2LdvnynD0MPcNI05c2DM+AHz58CW42+v94G9Ky8vZ4GWiIiIDGKBlojIzvzhD3+AEAKTJk1qtj0xMRGJiYkoKCjAjh07cPDgQUyfPl3bf/HixRBCIDw8HOXl5ViwYAFWrlyJoqIiHD16FGVlZRgzZgyOHDmi3Wf58uUQQsDd3V3n3I8//jiEEIiMjNRp15zD3d0dUVFR2g+6GHpNdcyYMfDz88PJkyctniOpXLhwAYDhAkRjDg4O2LZtG0JCQrBx40Zs27atxX2KioowZMgQbN++HatXr0ZJSQlOnToFNzc3xMbGYuPGjQBMzwWNwsJCDBkyBN9++y3Wrl2LsrIyHD58GGVlZRg+fDjS09NNmQ6DZs+ejWeeeQZjxoxpsa/mgzmN8w0APDw8AAC//fabxTFprFy5Et7e3oiOjoajoyN27dqF/v37WxyXJePQFK40uWUu5qZpTJ0DY8dv7hzYcvzt+T6wd+Xl5XpPKhMREREBLNASEbVZs2fPxvDhw+Hu7g6lUonx48cjIyMDJSUlen2rqqqwdu1abf/Bgwdj69atuHfvHhYsWGCTeBsaGrQF3LaqsLAQAIz+Bdvf3x/ffvstnJ2dMXfuXO0TZk1ZtmwZ8vLy8Omnn2LChAnw8vJC7969sX37dgQGBmL+/Pm4deuW3n7G5sKyZctw/fp1fPLJJ3jiiSfg4eGBsLAwfPPNNxBCmPQ0pSFffPEFcnNz8eGHH1p0HADaPJHJZBYfS2P58uWora1FdnY2+vbti4iICKxYsaJV42qpv5eXF2QymTa3zMXcNJ0pc2Du+AHj5sCW42/P94G9KygoaHYJEiIiIuq4WKAlImqjhgwZovPfISEhAICbN2/q9XV3d9e+Qqrx6KOPomvXrjh37pxNfil+8Gmwtkqz3ISzs7PR+wwbNgxJSUmoqqrC1KlTUV1d3WTfXbt2AQDGjx+v065QKBAbG4vq6mqDrwAbmwu7d++Gg4MDJkyYoNMeEBCAsLAwZGZmIj8/3+ixPejXX3/FkiVLsGnTJoNP0BmiedW3qqpKb5umzdqvA8vlcvTt2xfr1q3DxIkT8dZbb+HAgQMWxWXpOJycnJrNC2MwN81j7ByYO37AuDmw9fjb631g727cuKG9/kREREQPYoGWiKiNavyknFwuB3D/SdXGmvqluHPnzgCA27dvWzm69snFxQUAUFdXZ9J+8+fPx7Rp03DhwgW88sorBvvU1tZCpVLBxcXF4NqtXbp0AXD/VevGjMkFzfEbGhrg7e2ts0amTCbDmTNnAAC5ubkmjU0jJSUFKpUKo0aN0jnurFmzAABvvvmmtu2XX34BcP/L8gAMFp4KCgoAAL179zYrHmM8+eSTAKD3ZXlT47J0HGq1Wuer9+ZgbpqvpTmwZPxAy3Mg9fjb031g7woKCligJSIiIoNYoCUi6gBKS0sNLi2gKcxqCrUaDg4OuHfvnl5/zRqDjVnzNXR7FhgYCOD+l7hNtXHjRvTp0webNm3Cli1b9LYrFAp4e3ujpqYGFRUVets1r08HBASYfG7N8X18fODk5IS6ujrtchONf0aPHm3W8efNm2fweJqxrlixQtv28MMPA4D2XJmZmXrH07TFxsaaFY8xFAoFAKCsrEyn3dS4LBnHnTt3IITQ5pa5mJuWaW4O2vv429N9YM/KyspQWVlp1DrRRERE1PGwQEtE1AHU1NQgIyNDp+2nn37CzZs3ER4ervdLcWBgoPaJJ42ioiL8+uuvBo/v5uamU9Dt06cPNmzYYKXo7YfmQzrmvGrs4eGBf//733B3d8fatWsN9pk8eTIAYM+ePTrttbW1SE1NhaurK+Lj400+t0ZCQgLUajXS0tL0tn3wwQfo1q2bwQ+8tZaYmBj069cPO3fu1L6iDwD19fX45ptvEBISovdKuakWL16MmTNnGty2d+9eAPqvoJsalyXj0Nxnhj7SZArmpmVamoO2Pv6Och/Ysxs3bgAAn6AlIiIig1igJSLqALy9vfH6668jPT0dVVVVOH36NGbOnAm5XI7Vq1fr9Y+Li8PNmzexZs0aVFZW4sqVK1iwYIHek7YagwYNQk5ODm7cuIH09HRcvXoVI0eO1OkzZswY+Pn54eTJk60yRlsIDw9H586dce7cObP2DwsLw/r165vcvmrVKvTs2ROJiYn47rvvUFFRgZycHDzzzDMoLCzE6tWrta9Tm2PVqlXo1asX/vznP2Pv3r1QqVQoKyvD+vXr8d577yEpKQlOTk7a/jNnzoRMJkNeXp7Z52yOg4MD/vnPf6KsrAx/+tOfUFRUhNLSUsybNw+5ubn44osvtK/uP8jUuLZv34733nsP165dQ21tLa5du4bXXnsNW7duRWRkJGbPnm1RXOaOAwCysrIA3L/nLBkjc9Nyzc2BvY0f6Bj3QXvCAi0RERE1SzSSm5srAIhDhw413kRERE1Ys2aNkMvlVjnWrl27BACdnxkzZoj09HS99jfeeEMIIfTax48frz1eeHi4CAoKEj///LOIj48Xnp6ewtXVVcTExIjjx48bjKG8vFzMnj1bBAYGCldXVxEdHS0yMjJEZGSk9hyvvfaatv+lS5fEyJEjhbu7uwgJCRHJycl6xxw5cqTw9fUVJ06csMo8acjlcrFmzRqrHW/Lli0CgFi3bp3B7a+//rpwcnISBQUF2rbi4mK9axAZGdnkOV566SXh5+dncFtJSYlITEwUPXv2FM7OzsLb21vEx8eL1NRUbR9zc0EIIUpLS8XChQtFaGiocHZ2Fp06dRJxcXFi//79erGMGTNGeHh4CLVa3fSENWHu3Ll6sQAQ8fHxen3PnDkjxo0bJ7y8vISHh4cYM2ZMk7lpalwqlUps3LhRxMfHix49egi5XC48PDxEZGSkWLVqlbh7926T+5oal6n9hRBi6tSpIigoSNy7d8/sMWowNw2z1hwYM35L5sCU8Zs6B231PtBwdHQUQ4cObXGcprL23x/NWbt2rXB2dhb19fU2OR8RERG1LTIhdBcl/OWXX/DII4/g0KFDGDVqlGXVXyKiDiI5ORkLFy5EbW2t1KHoGThwIEpKSlrlC+j2QKFQ4JNPPsG8efOscrytW7di1qxZWLduHV588UW97SqVCmFhYZgwYQI+//xzq5zTHpWXl6Nr166YMWMGvvjiC6nD0bLXuMxx7tw5REREYPv27Xj66ae17eaOkbnZcbSnOWjqPniQk5MTBg8ebPU3MKz990dzli5dim+//RZXr15t9XMRERFR28MlDoiIiEzg7e2NlJQU7Ny5E8nJyVKH0yqEEJg/fz68vLywYsUKqcPRste4zHH16lUkJCRg2bJlOkUpS8bI3OwY2tMcNHUftEcXL15Ev379pA6DiIiI7BQLtO1QUlISZDIZZDJZh/9SbG5uLmQyGYYNGyZ1KO2Wh4eHNt80P0lJSVKHRWSxl156CTKZDB4eHnrbIiIicPr0aezduxd37tyRILrWdevWLVy9ehWpqalmf5m+NdhrXOZYv3493n//fbz//vs67ZaOkbnZ/rWnOWjqPgDuP3Gq+XdFfX29BNFZ14ULF9r1R9CIiIjIMlziwEyVlZWIiIhAnz598N1330kdjkHt/bVmY7z++utYtWoVgPb/5IKUOZmVlYWIiAhMmjQJu3fvtum57YU9LnGQlJSEJUuW6LS98cYbWLlypUQRtQ5bvqJKRETth63+/qisrISXlxf+9a9/YdasWa16LiIiImqbJHuC1sPDA9HR0WZvt4XmYhBCoKGhAQ0NDTaOiozV0NCAzZs3IyIiAgDw5ZdfNtvf3nOypfMzJ6mxxYsXQwih89PeirNERET27uLFixBC8AlaIiIiahKXODCTp6cnrly5gu+//17qUKgJP/74I5ycnLBhwwYAwJYtW6BWqyWOqvUwJ4mIiIjsz8WLF+Ho6Ii+fftKHQoRERHZKRZoqd3atGkTnn/+eQwePBgDBgzArVu3WLwkIiIiIpu6ePEievXqBVdXV6lDISIiIjtltQKtWq3Gjh07MHbsWAQEBMDV1RWPPvooVq9erfPKteYDVlVVVUhLS9Mu/u/k5GTU9gcVFxdj/vz56NGjB+RyOTp16oSEhARkZWVp++zevVvn40XXrl3DtGnT4OPjAz8/P0yYMAFXrlzROW5LMTQ+Zk1Njc7+paWlWLhwIXr16gW5XA5fX1+MGzcOhw4d0ulnTmyWMuY6lZeX6330SfNatFqt1mmfMmWKzvHNuSaXL1/GU089BT8/P21bSUmJReMsKytDSkoKnnvuOQDAn/70JwD3i7aNWSsnjRm7ofG3dN2NOb81ctJW+WjsnxXm5qG516E18pCIiIjowoULCAsLkzoMIiIismeikdzcXAFAHDp0qPGmZqWkpAgA4m9/+5soKysTxcXF4h//+IdwcHAQixcv1uvv7u4uoqKimjxeS9tv3rwpunfvLrp06SL27NkjKioqxIULF0RMTIxwcXERJ06c0Ok/adIkAUBMmjRJnDhxQlRWVor9+/cLV1dXMWTIELNi0Byzurpa21ZYWCh69uwpunTpIlJSUoRKpRKXL18WCQkJQiaTiS+++KLJ45gSmzHCw8NFUFCQTpsp1yk+Pl44ODiIX375Re/Yw4cPF9u2bdNpM/eaxMTEiEOHDomqqipx8uRJ4ejoKIqLi7X9Ro8eLR566CGRnp5u9Ng/++wzMXr0aO1/FxcXC2dnZ+Hk5CRu3bplcB9LctLUsQth+nVvKb4Hj2lJTpqTj2fPntXu0xJT/6wwJQ8tuQ4t5WFL1qxZI+RyudH9yXrkcrlYs2aN1GEQEVEbY4u/PxoaGoSfn5947733WvU8RERE1LZZtUA7atQovfaZM2cKZ2dnoVKpdNotLdA+99xzAoBekbCwsFAoFAoRGRmp064pwqSkpOi0T5kyRQAwWIgxp0D7/PPPCwDi66+/1ulbU1MjunbtKlxdXUVRUZHFsRmjqQKtsddp3759AoB4+eWXdfoeP35cBAUFiXv37um0m3tNvv/++2bHERMTI3x9fQ0W15oyaNAgsXnzZp22yZMnCwAiKSnJ4D6W5KSpYxfC9OtuboHW1Jw0Jx9NLdCa8meFKXloyXVoKQ9bwgKtdFigJSIic9ji748LFy4IACI1NbVVz0NERERtm/66AWaaMGECJkyYoNceHh6OrVu34uLFixg+fLi1Tofdu3fDwcFB75wBAQEICwtDZmYm8vPzERwcrLN9yJAhOv8dEhICALh58yb8/f0tjmvXrl0AgPHjx+u0KxQKxMbGYsuWLdi3bx+effZZvX1bOzbAtOsUFxeHRx99FF999RXee+89+Pn5AQA++ugjvPrqq3B2dtY5hrnX5Pe//32zMR8+fNikMZ4/fx65ubn44x//qNP+pz/9Cbt27cKXX36JRYsWmXTMlpg7dsB+c7K14jL1zwpT8tCS69BSHhpDrVajX79+Fh+HTKNWq7Fy5UokJydLHQoREbUhtvh47PHjx+Hk5GSVf2cQERFR+2W1Aq1KpcLHH3+MXbt2IT8/H+Xl5Trb7969a61Toba2FiqVCgDg7e3dZL/c3Fy9Qkzj/nK5HAB01r60NC4XFxd4enrqbe/SpQsAoKioyOD+rRmbhqnXKTExEX/5y1+wdu1avPnmm8jJycHBgwfx5Zdf6vSz5Jq4u7tbMiQ9mzZtQkVFRZPHvXjxIv7f//t/VvuHsiVjN7SPveRka8Vlzp8VxuShpdfBGnno4OCAxx9/3OLjkGlycnLQr18/hIeHSx0KERG1Ibm5ua1+juPHj2PQoEHw8PBo9XMRERFR22W1Au2TTz6JY8eOYfXq1Zg+fTr8/f0hk8nw6aef4q9//SuEEDr9ZTJZs8drbrtCoYCPjw8qKytRXV1t8ANi1tBSjIbi8vb2hkqlQkVFhV5B7NatWwDuP80nFfgpexYAACAASURBVFOv04wZM/D6669jzZo1+J//+R98/PHHeO655+Dr66vTz1bXpCV1dXXYtm0b0tLSMGLECL3tf/3rX/Hpp5/iyy+/1CvQmpuT9pqPgH3mpKk5CBiXh/aQgw4ODvjkk09sft6OLjk5GQkJCZg3b57UoRARURtiizcvjh8/joSEhFY/DxEREbVtDtY4SH19PdLS0hAQEID58+ejU6dO2mJSdXW1wX3c3Nxw79497X/36dMHGzZsMHp7QkIC1Go10tLS9I79wQcfoFu3bha/ttRSDIZMnjwZALBnzx6d9traWqSmpsLV1RXx8fEWxWUuc66TQqHAyy+/jNu3b+Pjjz/Gtm3bsGDBAoN9bXFNWpKSkgJ/f3+DxVkA+Mtf/gIA+Prrr/XGbElO2ms+AvaTk05OTrh48aLJOQgYn4f2kINEREREAFBQUIBr164hOjpa6lCIiIjIzlmlQOvo6IhRo0ahqKgIH330EUpKSlBdXY1Dhw7h888/N7jPoEGDkJOTgxs3biA9PR1Xr17FyJEjjd6+atUq9OrVC3/+85+xd+9eqFQqlJWVYf369XjvvfeQlJRk8RN0LcVgyKpVq9CzZ08kJibiu+++Q0VFBXJycvDMM8+gsLAQq1ev1r5WbmvmXCcAePnll+Hq6orly5dDqVTi4YcfNtivta7JmDFj4Ofnh5MnT7bY98svv8Sf//znJrf3798fv//976FSqfC///u/OtssyUl7zUdNbPaSk+bmIGBcHtriOhAREREZ49ixY5DJZIiKipI6FCIiIrJ3jb8alpubKwCIQ4cOmfS1seLiYjF37lwREhIinJ2dRZcuXcTzzz8vli5dKgAIADpfUL906ZIYOXKkcHd3FyEhISI5OVnneC1tF0KI0tJSsXDhQhEaGiqcnZ1Fp06dRFxcnNi/f7+2T3p6uvb8mp833nhDiPvvUev8jB8/3qgYdu3apbfvjBkztPuVlJSIxMRE0bNnT+Hs7Cy8vb1FfHy83tdbLYmtOR999FGTxzX1Omm88MILAoA4cuRIs+c295oYSEWtkSNHCl9fX3HixIkm+9y4cUPnWEOHDtXrk5eXp3fOLl26aLdbmpPGjL2p8Rtz3Zs7vzVy0ty43N3dDV5PQz/Z2dlm56AQxuWhJdehuTxsyZo1a4RcLjd7fzKfLb7CTURE7U9r//3x4osvit69e7fa8YmIiKj9kAmhu+DjL7/8gkceeQSHDh3CqFGjjCzzUnv35ZdfIjk5GadPn5Y6FOrA7DkPk5OTsXDhQtTW1kodSoejUCjwySefcA1aIiIySWv+/SGEQLdu3TB16lSuT09EREQtssoSB9T+ff7551i4cKHUYVAHxzwkIiKitiAjIwP5+fmYNGmS1KEQERFRG8ACLRm0ceNGTJ48GZWVlfj888/x22+/4amnnpI6LOpgmIdkC9evX8fEiRNx586dZreVlJRAJpNpfyIiIlBTU6O3T+N+MpkMgwcPtsVQWh3n4D4hBNLS0jBv3jz07t0bCoUCnTt3RnR0NLZu3YpGLydpZWVlYfz48fDx8YGnpyeUSqXBjxqas8/SpUuxY8cOq4yvMd4HujgHhk2cOBEymQwrV65stp+1cro1c94a/vOf/8DPz4/rzxIREZFRWKBtQxr/I9/QzzvvvGO18+3evRu+vr5Yt24dvvnmG35ciSTBPKTWlJWVhcGDByMuLg5eXl7NbvP394cQAhkZGdrtiYmJesfU9EtPT4efnx+EEHa5LIc5OAf3Xb58GdHR0cjJycHOnTuhUqlw8uRJdOvWDbNmzcKSJUv09jl16hRGjBgBT09PZGdnIy8vD6GhoRg1ahR+/PFHg+cxZZ8XXngBy5Ytw5tvvmnVsfI+0Mc50Ld582akpKS02M+aOd1aOW8tu3fvxpNPPsl/txAREZFxGi9Ka+5HwoiIOjJ7/UiYu7u7iIqKkjqMVo3D3I+8qFQqERwcLObOnWvStoyMDKFQKISfn58AILZv327w+Onp6cLPz8/kuNqCjj4H2dnZwsnJSZSVlem019bWCj8/P6FQKERNTY22vb6+XoSFhYnAwEBx9+5dbbtarRZ9+vQRISEhOv3N3ScrK0vIZDKxY8cOq4yT90HzOAf3FRQUCF9fXzFr1iwBQKxYscJgv9bIaUtzvrU+Eqb5fWrXrl1WPzYRERG1T3yCloiIOqQPP/wQRUVFeOutt0zaBgAuLi7Ytm0bHBwcMHfuXOTk5LR2uHanI89B3759UVdXB19fX512uVyOkJAQ1NbW6rzyfvToUVy8eBFTpkyBq6urtt3R0RHTp0/HjRs38N133+kcy5x9wsPDMWXKFCxatAhqtdricfI+aBnn4P6TrFOnTkVcXFyz/Vojp62d89aya9cuuLq6YuzYsVKHQkRERG0EC7RERNThCCGwceNGDB06FF27djV624Pi4+OxfPlyVFRUYOrUqQbXoGzvOAe6ysvLkZubi4iICHh7e2vbDx48CAAG1x/VtKWmpuq0m7MPAEyePBn5+fnYs2ePmaO4j/eB8TryHGzatAkXL15EUlJSi31bK6etlfPW9J///Adjx46Fu7u71KEQERFRG8ECLRGRhEpLS7Fw4UL06tULcrkcvr6+GDduHA4dOqTTb+XKldq1pqOjo7XtP/zwg7bd399f256UlASZTIaqqiqkpaVp+zy4Fp6mj0wmQ3BwMDIyMhAbGwtPT0+4ublh9OjROh9uMTUGY+OQwrlz53Dr1i2Eh4ebtK2xt99+G3FxcTh//jxeffVVo89v7HXfvXu3zjrj165dw7Rp0+Dj4wM/Pz9MmDABV65c0Tt+cXEx5s+fjx49ekAul6NTp05ISEhAVlaW0TEaqzXnwNzxA7adgzt37iAtLQ0TJ05EQEAANm/erLP90qVLAIDg4GC9fYOCggBA78lLc/YBgIEDBwIA9u3bZ+owdNjLfdBWcsCcOWjrfw7k5+dj0aJF2LRpEzw9PVvs31o5ba2ct5a8vDycOHECU6dOlToUIiIiaksar3nANWiJiExnzhq0hYWFomfPnqJLly4iJSVFqFQqcfnyZZGQkCBkMpn44osv9PZpai3XyMhIg2scGrP2a3h4uHB3dxfDhw8XJ06cEJWVlSIjI0MMGDBAyOVycfjwYYtiMCaO0aNHi4ceekikp6c3G6sh5qwhuGXLFgFA/O1vfzNpmxD315309vbW/ndxcbEICQkRAMTWrVu17U2tO2nOdZ80aZIAICZNmqS9Rvv37xeurq5iyJAhOn1v3rwpunfvLrp06SL27NkjKioqxIULF0RMTIxwcXERJ06cMHqemmLrOTBl/LaaA40VK1YIAAKAGDVqlDh//rxen7FjxwoA4uTJk3rbNP/uGjRokMX7CHF/3VgAYuTIkRaMyv7uA3vMAUvmoD38ORAfHy9efvll7X9rcqapNWhbK6ctyfnWWIP27bffFl5eXqKqqsqqxyUiIqL2jQVaIiIrMKdA+/zzzwsA4uuvv9Zpr6mpEV27dhWurq6iqKhIZ1trFWgBiLNnz+q0nz9/XgAQ4eHhFsVgTBwxMTHC19fXrKKBOb9gf/jhhwKASE5ONmmbEPpFGSHuF2CcnZ2Fu7u7yM7O1rYZmg9zrrumMJOSkqLTPmXKFAFAFBcXa9uee+45AUBs27ZNp29hYaFQKBQiMjLS4LhMYes5MGX8QthmDh5UW1srsrOzxYsvvigcHR3Fe++9p7O9ucJUTk6OAKAXkzn7aMhkMvHwww9bMCL7uw/sMQcsmYO2/ufAhg0bRGhoqKisrNS2WVKgtTSnzc15axdoGxoaRK9evcTs2bOtdkwiIiLqGLjEARGRRHbt2gUAGD9+vE67QqFAbGwsqqurbfbKpru7u/Y1UY1HH30UXbt2xblz51BYWNiq5z98+DDKysowfPjwVj2PhmaNSGdnZ5O2NWXYsGFISkpCVVUVpk6diurq6ib7WnLdhwwZovPfISEhAICbN29q23bv3g0HBwdMmDBBp29AQADCwsKQmZmJ/Px8o8dmLFvMgTHjB2w/B3K5HH379sW6deswceJEvPXWWzhw4IB2u4+PDwCgqqpKb19Nm6aPJftoODk5NTv/xrDX+8Bec0DD2Dloy38O/Prrr1iyZAk2bdpk0hqrrZnT1sh5azh06BCuXLmC5557TupQiIiIqI1hgZaISAK1tbVQqVRwcXExuHZfly5dAABFRUU2iaepX4o7d+4MALh9+7ZN4rAVFxcXAEBdXZ1J25ozf/58TJs2DRcuXMArr7xisI+l1/3BD08B9wuDANDQ0KBz/IaGBnh7e+usWymTyXDmzBkAQG5urkljM1Zrz0FL43/w+FLNwZNPPgkAOl+j79u3LwAYLIgVFBQAAHr37q3Tbs4+Gmq1Gq6urqaGrsNe74O2kAMtzUFb/3MgJSUFKpUKo0aN0jnurFmzAABvvvmmtu2XX37R7teaOW2NnLeG5ORkhIWFISoqSupQiIiIqI1hgZaISAIKhQLe3t6oqalBRUWF3vZbt24BuP+004McHBxw7949vf7l5eUGzyOTyYyKp7S0FEIIvXZNYVZTqDUnBlPisJXAwEAAgEqlMmlbSzZu3Ig+ffpg06ZN2LJli952c6+7sRQKBXx8fODk5IS6ujqI+0sZ6f2MHj3arOMbo6PPgUKhAACUlZVp2zTnyszM1OuvaYuNjdVpN2cf4P4Hy4QQ2jw2F+8DyzQ3B219/PPmzTN4PM04V6xYoW17+OGHtfu1Vk5bK+ctdfPmTaSkpODVV1+1u7/ziIiIyP6xQEtEJJHJkycDAPbs2aPTXltbi9TUVLi6uiI+Pl5nW2BgoPZJI42ioiL8+uuvBs/h5uamU0zt06cPNmzYoNevpqYGGRkZOm0//fQTbt68ifDwcJ1ffE2NwZQ4bKV///4ADD/J1dy2lnh4eODf//433N3dsXbtWoN9zLnupkhISIBarUZaWpretg8++ADdunWDWq02+/gt6QhzsHjxYsycOdPgtr179wLQfQ09JiYG/fr1w86dO7VLBwBAfX09vvnmG4SEhOi96m7OPsB/n0TU5LG5eB9YpqU5aO/jN6S1ctpaOW+pdevWwc3NDTNmzJA0DiIiImqbWKAlIpLIqlWr0LNnTyQmJuK7775DRUUFcnJy8Mwz/5+9O4+Pqrr/P/6ekJUkBAhbgFgBFSxqZFPR8AVCJEW2ioDI5oalikKkqKxaUYoLLvTLYgTEH7II0iqbqMiiCAETEKhsoSxWlkRCSoBIQkLO7w8fM1+GJDAzJLnJzOv5eOTxKPeec+d97pwTy4c7Z/rrxIkTmjp1quOjrnadO3fW8ePHNW3aNJ07d04HDx7UiBEjnJ5wvVTLli2Vlpamn3/+WcnJyTp06JDatWtXpF1ERITGjh2r5ORk5eTkKDU1VQMHDlRgYKCmTp16TRlcyREXF6fIyEht2bLFnVvosZiYGNWpU0c7d+5065wrmjdvrqSkpBLPe/K+u2Py5Mlq0qSJHnvsMa1evVrZ2dnKyspSUlKSJk6cqClTpsjf39/RfuDAgbLZbDp8+LDHr3k5X7gHCxcu1MSJE3XkyBHl5eXpyJEjeuGFFzR//ny1atVKQ4YMcbT18/PTnDlzlJWVpUcffVTp6ek6deqUhg0bpgMHDmjWrFmOLQWupY8k7dixQ9Jv6/RS7o6RdXDtrnQPKtr4pbK5B5cq7Tnt6vnykJOTo5kzZ+rRRx9VWFiYZTkAAEAldvm3hh04cMBIMuvXry/tLyQDAK81bdo0ExgY6Ha/zMxMk5iYaBo1amQCAgJMRESESUhIMGvXri22/enTp82QIUNMVFSUCQkJMbGxsSYlJcW0atXKSDKSzAsvvOBov2/fPtOuXTsTGhpqoqOji/1G9piYGNOgQQOzZ88ek5CQYMLDw01ISIhp3769+e677645gys52rVrZ2rUqGE2b97s9j309Fu4x44da/z9/c2xY8dcOnfy5EnH+Ow/V/om9CeffLLYb683xvX3PTk5uchrjhs3zhhjihzv2rWro9+pU6fMyJEjTePGjU1AQICpXbu26dy5s1mzZk2RLHFxcSYsLMwUFBRc+YZZcA88HX9Z3gNjjMnOzjazZ882CQkJ5vrrrzeBgYEmLCzMtGrVykyePNn8+uuvxfbbvn276dKli6lWrZoJCwszcXFxxa6xa+nTp08f06BBA3PhwoVrGqMxFWMdVMQ5UFr3oCL9HnD3Hlxq6NChRXJIMgkJCcW2L6057er5K/H0vx+Xe/vtt01AQID56aefrvlaAADAN9mMcd508N///rduvPFGrV+/Xh06dLim4i8A+Irp06dr5MiRysvLszqK226//XZlZmaWyTeal4egoCC9/fbbGjZsmFv9srOz1bx5c3Xr1k3vvfeey+e8yenTp1W/fn0NGDBAs2bNsjqOJbzpHuzcuVMtWrTQwoUL1a9fP8dxT8fIOvAdFfUelDSnXT1/NZ7+9+NS+fn5uuGGGxQfH685c+Z4fB0AAODb2OIAAOCTIiIitGLFCi1dulTTp093+Zy3MMZo+PDhqlatml555RWr41jCm+7BoUOH1KtXL40ZM8apUHUtY2Qd+IaKeg9KmtOuni8vH3zwgY4eParnn3/esgwAAKDyo0ALAPBZLVq0UGpqqlavXq0zZ864fM4bZGRk6NChQ1q7dq3H3xZf2XnTPUhKStKkSZM0adIkp+PXOkbWgferqPegpDnt6vnykJubq0mTJql///5q2rSpZTkAAEDlxxYHAFAKKuMWB1OmTNFzzz3ndGzcuHF69dVXLUrkmdL4iCoAwPdc638/pkyZorFjx2rv3r1q0qRJKacDAAC+xP/qTQAA3mjUqFEaNWqU1TEAAKh0srOz9frrr2vIkCEUZwEAwDVjiwMAAAAAcMPEiROVl5enCRMmWB0FAAB4AQq0AAAAAOCivXv36n//9381fvx4RUVFWR0HAAB4AQq0AAAAAOCiESNGqFGjRkpMTLQ6CgAA8BLsQQsAAAAALli4cKHWrFmjzz//XIGBgVbHAQAAXoInaAEAAADgKjIzM/Xss8+qf//+6tKli9VxAACAFynxCdo+ffooKCioPLMAQKV1/vx5SVLDhg0tTuKbXnzxRU2ePNnqGB7JyclRSEiI/Pz4N1MAKE8XLlxwq/0zzzyjixcv6p133imjRAAAwFcVKdDWrFlTL730khVZAADwKdnZ2Zo5c6ZycnLUpk0b3X333QoNDbU6FgD4jDvuuMOldkuXLtXHH3+s+fPnq06dOmWcCgAA+BqbMcZYHQIAAF915swZzZw5U6+99pry8/P1+OOPa/To0XwzOABUEEePHtXtt9+u9u3b6x//+IfVcQAAgBeiQAsAQAVw9uxZzZgxQ6+//rp+/fVXPfzww3rppZdUv359q6MBgM8qLCzUvffeq7S0NO3cuVM1a9a0OhIAAPBCbHgHAEAFEB4erhdeeEE//fSTXn75ZX3yySdq3Lixhg4dquPHj1sdDwB80uTJk/XNN99owYIFFGcBAECZ4QlaAAAqIPsTtW+88YbOnTunRx55RC+++KIaNGhgdTQA8Anr16/Xvffeq3Hjxunll1+2Og4AAPBiFGgBAKjAzp07p+nTp1OoBYBylJ6erpYtW+rmm2/WV199pSpVqlgdCQAAeDEKtAAAVALnzp3TnDlzNHnyZP33v//VI488ogkTJqhhw4ZWRwMAr5Kfn6+4uDgdOXJE27dvV+3ata2OBAAAvBx70AIAUAmEhYVpxIgR+ve//6033nhDy5cvV5MmTTR48GAdOnTI6ngA4DWGDRum77//XkuWLKE4CwAAygUFWgAAKpHLC7Vr1qzRzTffrMGDB+vgwYNWxwOASu3NN9/U7NmzNWvWLLVt29bqOAAAwEewxQEAAJVYTk6OZs+erddff12ZmZnq16+fXnrpJTVp0sTqaABQqaxcuVJ//OMfNXbsWE2cONHqOAAAwIdQoAUAwAsUV6h98cUXdcMNN1gdDQAqvG3btql9+/a67777tHjxYtlsNqsjAQAAH0KBFgAAL/Lrr79q1qxZeuONN3Ty5En169dPEyZM0I033mh1NACokI4dO6Y777xT9evX14YNG1S1alWrIwEAAB9DgRYAAC+Ul5en//f//p9efvllCrUAUIKzZ88qNjZWZ8+e1ZYtW1SnTh2rIwEAAB/El4QBAOCFgoKC9Kc//UmHDh3StGnTtG7dOjVr1kx9+/ZVWlqa1fEAwHK5ubnq1auXfv75Z33++ecUZwEAgGUo0AIA4MUuLdTOnDlTmzdv1s0336y+fftq//79VscDAEvk5eWpV69eSk5O1rJly9SsWTOrIwEAAB9GgRYAAB8QGBjoVKhNTk7W73//ewq1AHxOfn6++vbtqw0bNmj58uVq166d1ZEAAICPo0ALAIAPsRdqDx48WKRQu2/fPqvjAUCZunjxogYPHqwvvvhCn3zyieLi4qyOBAAAQIEWAABfdGmhdu7cudq2bZuaN29OoRaA17IXZ//5z39q6dKl6tq1q9WRAAAAJFGgBQDApwUGBmrw4MHau3ev5s6dq+3bt6t58+bq3r27duzYYXU8ACgVhYWFevTRR/XJJ59oyZIl6t69u9WRAAAAHCjQAgCAIoXaffv2qVWrVurevbt++OEHq+MBgMfy8/P18MMPa9GiRVq4cKF69uxpdSQAAAAnFGgBAIBDQECABg8erD179jgKta1bt1b37t21fft2q+MBgFtycnLUs2dPffLJJ1q0aJF69+5tdSQAAIAiKNACAIAiLi/U7t+/n0ItgEolKytLnTt31saNG7V8+XKKswAAoMKiQAsAAEpkL9Tu3r1bH374odLS0hyF2m3btlkdDwCK9dNPP+mee+7RwYMH9c0336hz585WRwIAACgRBVoAAHBV9kLt3r17tXjxYqWlpalNmzbq3r27UlNTrY4HAA579uxRu3btlJeXp40bN6ply5ZWRwIAALgiCrQAAMBlfn5+6tOnj6NQe+DAAbVp00b33nsvhVoAlvvuu+8UGxur2rVrKzk5WTfeeKPVkQAAAK6KAi0AAHCbvVC7Z88eLVmyRD///LOjUJuSkmJ1PAA+aM6cOYqPj1fLli21YcMG1a1b1+pIAAAALqFACwAAPHZ5ofbo0aO64447dO+99+r777+3Oh4AH1BQUKDRo0dryJAhevjhh/X5558rPDzc6lgAAAAuo0ALAACumb1Qu3v3bi1ZskTHjh3TnXfeqXvvvVdbt261Oh4AL5WZmamEhAS9++67mjVrlpKSkhQYGGh1LAAAALdQoAUAAKXGXqj98ccftXz5cmVmZuquu+6iUAug1O3YsUNt2rTR3r17tX79eg0ZMsTqSAAAAB6hQAsAAEqdn5+funfvrm3btmn58uU6deqU7rrrLsXGxmrDhg1WxwNQyS1atEj33HOPatasqS1btqht27ZWRwIAAPAYBVoAAFBmLi/Unj9/Xh07dlRsbKzWr19vdTwAlcz58+c1bNgw9e/fX/369dPmzZt13XXXWR0LAADgmlCgBQAAZc5ms6l79+5KTU11FGrj4uIUGxurdevWWR0PQCXw448/6o477tDcuXOVlJSkOXPmKCgoyOpYAAAA14wCLQAAKDeXF2pzc3PVqVMnCrUArmjevHm68847VVhYqC1btuhPf/qT1ZEAAABKDQVaAABQ7uyF2pSUFC1fvlx5eXmOQu3atWutjgeggsjMzFTPnj31yCOPaODAgUpJSdFtt91mdSwAAIBSRYEWAABY5tJC7Zo1a3ThwgXFx8crNjZWK1assDoeAAutX79et99+uzZv3qxly5YpKSlJVatWtToWAABAqaNACwAAKoT4+Hh9//33jkJtjx49KNQCPignJ0eJiYmKj4/XzTffrF27dql79+5WxwIAACgzFGgBAECFcmmhNj8/n0It4EPWrFmjW2+9VbNnz9Zbb72lL7/8UlFRUVbHAgAAKFMUaAEAQIUUHx+vrVu3as2aNSooKFCPHj10zz33UKgFvFB2draGDh2qhIQERUdHa/v27UpMTJSfH39dAQAA3o//xwMAACq0+Ph4bdmyRWvWrFFhYaF69Oihu+++m0It4CVWrlypW265RYsXL9Z7772nDRs26KabbrI6FgAAQLmhQAsAACqF+Ph4JScna+PGjQoODlaPHj3Utm1brVixQsaYq/Y3xmjp0qXlkBTwbYWFhfrggw+u2u7EiRPq06ePunfvrjZt2mjv3r3605/+JJvNVg4pAQAAKg4KtAAAoFKJjY3VunXrtHHjRoWEhKhHjx5q2bKlPvnkkysWalesWKG+fftq2rRp5ZgW8C3GGP35z3/WkCFDlJKSUmybCxcu6M0331TTpk21ceNGffLJJ/rnP//JXrMAAMBnUaAFAACV0qWF2po1a6pv375q0aJFsYVaY4xefPFFSdLw4cP1/vvvWxEZ8HqjRo3S7NmzZbPZNG7cuCLn165dq5YtW2rs2LF69NFHtX//fvXu3duCpAAAABUHBVoAAFCpxcbGau3atdq4caNq1aqlvn376vbbb3cq1K5atUo7d+6UMcbxhB9FWqB0/fWvf9Xbb78tY4wKCwu1Zs0affvtt5KkgwcPqm/fvoqPj1edOnX0ww8/aOrUqYqIiLA4NQAAgPVsxpVN2wAAACqJ7777Ti+//LK+/vpr3XbbbRo/frxee+017dy5UxcvXnS0s9lsmjdvngYOHGhhWsA7TJ06VYmJiU7H/P391bp1ayUkJOj1119XrVq1NGnSJA0ePNiilAAAABUTBVoAAOCVvvnmG7388svasGFDsXvT2mw22Ww2zZ8/Xw899JAFCQHvMHfuXD3++OMl7gEdHBysMWPG6LnnnlNISEg5pwMAAKj4KNACAACv1rx5c6WlpamgoKDIOXuRduHChXrwwQctSAdUbvPnz9fgwYNLLM5WseJ5LQAAIABJREFUqVJFMTEx2rZtWzknAwAAqDzYgxYAAHit1atXa8+ePcUWZyU59qQdMGCAli9fXs7pgMpt2bJleuSRR67Y5uLFi9q+fbu++OKL8gkFAABQCfEELQAA8Fpt27ZVampqiQVaOz8/P/n5+emzzz5T165dyykdUHl9/fXX6tq1qwoKClRYWHjFtlWqVNEtt9yiH374QTabrZwSAgAAVB48QQsAALzSV199pS1btly1OCtJhYWFKiwsVK9evbRu3bpySAdUXhs3blS3bt1cKs5Kvz1Fu3PnTp5SBwAAKAEFWgAA4JWWLFmioKAgp2P+/v4KCAgo9im+wsJCFRQUqGvXrvr222/LKyZQqaSmpqpLly4lFmf9/PwUGBjotMb8/f3VuHFjJScnl2dUAACASoMtDgAfsH//fi1atMjqGABgiZycHJ0+fbrIT1ZWlrKzs3Xx4kVHW5vNJmOMAgICNGjQIEVHR1uYHKhYfvnlF82dO1e5ubmOtWLn7++v6tWrq3bt2qpRo4Zq1qypmjVrqkaNGoqIiGBrA8DL9OrVS7fddpvVMQDAa1CgBXzA8uXL1bNnT0VFRcnPjwfnAZSdkydPKiwsTCEhIVZHcZn9ydmLFy/q4sWLjv9dWFio6tWrKyAgwOqIV5WTk6Pc3FxFRkZaHQVeqqCgQKdOnZLNZpO/v7/TT5UqVVSlShWrIwIoJ8eOHdO8efM0aNAgq6MAgNfwtzoAgPKzY8cO1alTx+oYALxYUFCQJk6cqGHDhlkdxaeMGTNGS5Ys0cGDB62OAi+Vn59fKf6xAkDZysvLU3BwsNUxAMDr8CgdAAAAgCuiOAsAAFB2KNACAAAAAAAAgEUo0AIAAAAAAACARSjQAgAAAAAAAIBFKNACAAAAAAAAgEUo0AIAAPig+fPny2azOX7CwsJKbPvTTz+pR48eOnPmjDIzM536tWjRQrm5uUX6XN7OZrOpdevWZTmkcuHr47czxmjTpk0aNmyYbrrpJgUFBalOnTqKjY3V/PnzZYwpse+OHTvUtWtXVa9eXeHh4YqPj9emTZtKpf3o0aO1ePHiax7f5S5dAxLzwNfHb+fpOnB3DbjT52prYPTo0U7vx1133eXeoAEAZYICLQAAqJDOnTunG2+8Ud26dbM6ilebOXOmjDE6d+5csed37Nih1q1bq3PnzqpWrZpq1aolY4xSUlIc5xMTE4v0s7dLTk5WZGSkjDFKTU0t07GUB18fv93+/fsVGxurtLQ0LV26VNnZ2dqyZYuuu+46DRo0SM8991yx/bZu3aq7775b4eHh2rt3rw4fPqzGjRurQ4cO+uqrr665/RNPPKExY8ZowoQJpTbWy9eAxDzw9fHbebIO3J3T7va52hp47bXXZIyRMUZVqlS59psAACgVFGgBAECFZIxRYWGhCgsLrY7isrCwMMXGxlodo9ScOXNG3bt31wMPPKCnn366yPmgoCBFRkYqKSlJixYtsiChtXx9/P7+/lqyZIluu+02BQcHq3Hjxvrwww8VGRmpadOmKS8vz6l9YWGhHn/8cVWvXl1z585VVFSUatWqpZkzZ6pJkyYaMmSIUx9320tSkyZN9Omnn2rSpElasmTJNY/xamtAYh74+vjdWQeezGl3+5T2GgAAlA8KtAAAoEIKDw/XwYMH9fnnn1sdxWe98cYbSk9P14svvljs+eDgYC1YsEB+fn4aOnSo0tLSyjmhtXx5/M2aNVN+fr5q1KjhdDwwMFDR0dHKy8sr8pH3b7/9Vrt371bv3r0VEhLiOF6lShU99NBD+vnnn7Vy5UqP29vFxMSod+/e+stf/qKCgoJrGufV1oDk2/NA8u3xu7sOPJnTnvQpzTUAACgfFGgBAABQhDFGs2fP1p133qn69euX2C4hIUHjx4/X2bNn1adPn2L3ofRmvj7+y50+fVoHDhxQixYtFBER4XRu3bp1klTsHqT2Y2vXrvW4/aXuv/9+HT16VKtWrfJgFL9xdQ1IzANfH//lSloHnsxpT9dBaawBAED5oUALAAAqnM8++8zpS0zsf9m//PiRI0f04IMPqnr16oqMjFS3bt108OBBp2tNmTLF0b5hw4ZKSUlRp06dFB4erqpVq6pjx45OX7Ty6quvOtpful3BF1984Theq1atYl8jJydHmzZtcrTz9/cvw7tUtnbu3KmMjAzFxMRcte1LL72kzp07a9euXXrmmWdcfo1Tp05p5MiRatKkiQIDA1WjRg116dJF69evd7Tx5D2XpJMnT2r48OG6/vrrFRgYqNq1a6tXr17asWOHy/lcVZbjlyrHPThz5ow2bdqkHj16qF69epo3b16RNvv27ZMkNWzYsMi5Bg0aSJLT05futr/U7bffLkn68ssv3RmGE3fWgOTZPPCmOVARfw9IFWsdeDKnPV0HpbEGAADlyADwesuWLTOSTEZGhtVRAHi5wMBAM23atFK7Xs+ePY0kc/78+WKP9+zZ02zevNmcO3fOrFmzxoSEhJg2bdoUe62YmBgTGhpq2rZt6+iTkpJibrvtNhMYGGg2bNjg1D40NNTcc889Ra7TqlUrExkZWexrlNTHrmPHjqZmzZomOTn5akN3y+jRo03jxo3d6vPRRx8ZSWbmzJlXPP+3v/2t2PMpKSkmIiLC8eeTJ0+a6OhoI8nMnz/fcTw5ObnY+3XixAnTqFEjU7duXbNixQqTnZ1t9u/fb3r16mVsNpuZNWuWU3t33vPjx4+b3/3ud6Zu3bpm1apV5uzZs+bHH3807du3N8HBwWbz5s0u36eSlPf4K+I9sHvllVeMJCPJdOjQwezatavYdvfee6+RZLZs2VLk3IEDB4wk07JlS4/bXyo7O9tIMu3atfNwVFdfA8Zc2zzwhjlQkX8PlNc9sHNlHXgypz1dB66sgSpVqpg777zTleE55ObmGklm3rx5bvUDAFwZT9ACAIBKa8iQIWrbtq1CQ0MVHx+vrl27KiUlRZmZmcW2z8nJ0YwZMxx9Wrdurfnz5+vChQsaMWJEmectLCx0fHt2RXfixAlJKvIx9ZLUqlVLS5YsUUBAgIYOHep46qskY8aM0eHDh/Xuu++qW7duqlatmm666SYtXLhQUVFRGj58uDIyMor0c+U9HzNmjH766Se9/fbbuu+++xQWFqbmzZvr448/ljHGraf7XFVe45cq3j0YP3688vLytHfvXjVr1kwtWrTQK6+84tY17GvCZrOVSvtq1arJZrM55rEn3F0DknvzwJvmgCfjt2csq98D9utXlnXg7hq4Wp/SWAMAgPJDgRYAAFRabdq0cfpzdHS0JOn48ePFtg8NDXV87NPu1ltvVf369bVz584y/4vshg0blJWVpbZt25bp65QG+7YSAQEBLve56667NGXKFOXk5KhPnz46f/58iW0//fRTSVLXrl2djgcFBalTp046f/58sR/NdeU9/+yzz+Tn56du3bo5ta1Xr56aN2+ubdu26ejRoy6Py1XlMX6pYt6DwMBANWvWTDNnzlSPHj304osv6uuvv3ZqU716dUm//UPJ5ezH7G08aX85f3//K74HV+PJGpBcnwfeNgfsKsrvAanirQNP5vS1rINrXQMAgPJDgRYAAFRalz/ZFhgYKOm3J1WLU9JfYuvUqSNJ+uWXX0oxXeUWHBwsScrPz3er3/Dhw/Xggw/qxx9/1NNPP11sm7y8PGVnZys4OFjh4eFFztetW1eSlJ6eXuTc1d5z+7ULCwsVERHhtG+lzWbT9u3bJUkHDhxwa1yuKuvxSxX/HnTv3l2SinyzfLNmzSSp2ILYsWPHJEk33XSTx+0vV1BQ4PSt9+7ydA1IV58H3j4HrP49cOn1K9I68GROX8s6uNY1AAAoPxRoAQCAzzh16lSx2wvYC7P2Qq0k+fn56cKFC0Xanj59usTru/PR1IouKipKkpSdne1239mzZ6tp06b64IMP9NFHHxU5HxQUpIiICOXm5urs2bNFzts/0lyvXj23XzsoKEjVq1eXv7+/8vPzHVtKXP7TsWNHt6/tKivHb7++lfcgKChIkpSVleV03P5627ZtK9LHfqxTp04et7/UmTNnZIxxzGNPXMsakK48D7x9Dkisg+LWgSdz2tN1UBprAABQfijQAgAAn5Gbm6uUlBSnY//61790/PhxxcTEOP1FNioqyvF0kl16err+85//lHj9qlWrOhV1mzZtqvfff7+U0pevW265RVLxT21dTVhYmP7xj38oNDRUM2bMKLbN/fffL0latWqV0/G8vDytXbtWISEhSkhIcPu1JalXr14qKCjQpk2bipx7/fXXdd1116mgoMCja7vC6vFLZX8PRo0apYEDBxZ7bvXq1ZKKfgy9ffv2+v3vf6+lS5c6tg+QpIsXL+rjjz9WdHS000fd3W1/Kfvatc9jT1zLGpCuPg8q+xy4GtZB0XXgyZz2dB2UxhoAAJQfCrQAAMBnREREaOzYsUpOTlZOTo5SU1M1cOBABQYGaurUqU5tO3furOPHj2vatGk6d+6cDh48qBEjRjg9ZXu5li1bKi0tTT///LOSk5N16NAhtWvXznE+Li5OkZGR2rJlS5mNsbTExMSoTp062rlzp0f9mzdvrqSkpBLPT548WY0aNVJiYqJWrlyps2fPKi0tTf3799eJEyc0depUx0ec3TV58mQ1adJEjz32mFavXq3s7GxlZWUpKSlJEydO1JQpU+Tv7+/UZ+DAgbLZbDp8+LBHr3k5K8dvv35Z34OFCxdq4sSJOnLkiPLy8nTkyBG98MILmj9/vlq1aqUhQ4Y4tffz89OcOXOUlZWlRx99VOnp6Tp16pSGDRumAwcOaNasWY5tBTxpf6kdO3ZI+m0dezrGa10D0pXngTfMgaupbOvAk/G7sw48mdOeroOS1gAAoIIyALzesmXLjCSTkZFhdRQAXi4wMNBMmzbtmq/z6aefGklOPwMGDDDJyclFjo8bN84YY4oc79q1q9M1Y2JiTIMGDcyePXtMQkKCCQ8PNyEhIaZ9+/bmu+++K5Lh9OnTZsiQISYqKsqEhISY2NhYk5KSYlq1auV4jRdeeMGpz759+0y7du1MaGioiY6ONtOnT3c6365dO1OjRg2zefPma75Hlxo9erRp3LixW30++ugjI8nMnDmzxDZjx441/v7+5tixY45jJ0+eLHKvW7VqVeI1nnzySRMZGVnsuczMTJOYmGgaNWpkAgICTEREhElISDBr1651tPH0PT916pQZOXKkady4sQkICDC1a9c2nTt3NmvWrCk2S1xcnAkLCzMFBQUljsWK8VfEe2CMMdnZ2Wb27NkmISHBXH/99SYwMNCEhYWZVq1amcmTJ5tff/21xL7bt283Xbp0MdWqVTNhYWEmLi6u2DXoaXtjjOnTp49p0KCBuXDhgsdjNKb4NWBM6c2DyjoHKsvvAXfvgbvzw9N14MmcdrdPSWvgUlWqVDF33nmnS2O1y83NNZLMvHnz3OoHALgymzHFbMQGwKssX75cPXv2VEZGxhWf/AKAaxUUFKS3335bw4YNszpKEbfffrsyMzPL5FvLrTZmzBgtWbJEBw8edLnP/PnzNWjQIM2cOVN//vOfi22TnZ2t5s2bq1u3bnrvvfdKK26Fc/r0adWvX18DBgzQrFmzrI5jCW+6Bzt37lSLFi20cOFC9evXz3HckzH6yhqQvGsOeMKbxl/SGricv7+/Wrdu7danOvLy8hQcHKx58+Zp0KBBpREXACC2OAAAAEAJIiIitGLFCi1dulTTp0+3Ok6ZMMZo+PDhqlatml555RWr41jCm+7BoUOH1KtXL40ZM8apMOXpGH1hDUjeNQc84U3jL2kNAAAqNgq0AOChKVOmyGazyWazqWHDhlbHsVRKSooeeeQRNWrUSCEhIapZs6ZuueUWPfDAA5o5c6ZbT/UBKF9PPvmkbDabwsLCij3fokULpaamavXq1Tpz5kw5pyt7GRkZOnTokNauXevxt8VXdt50D5KSkjRp0iRNmjTJ6fi1jNHb14DkXXPAE940/pLWgN3o0aMd///14sWL5ZwOAFAStjgAfABbHJQtb/7Y9NUUFhbqhRde0Lvvvqtnn31Wjz32mBo1aqTTp09r165deuONN/T1119LkvLz84t8GQm8T0Xc4mDKlCl67rnnnI6NGzdOr776qkWJSp8nWxwAAOAutjgAgLLBE7QAfFpYWJhiY2OtjlFpTZgwQVOmTNGMGTP0xhtvqFmzZgoKClLdunV177336osvvlCXLl2sjllqKtt8qWx5y8qoUaNkjHH68abiLAAAAIDKjQItAMAj+/bt02uvvaZWrVrpiSeeKLZNlSpVNGHChHJOBgAAAABA5cFnTQEAHnn//fdVWFioPn36XLFd27ZtxW46AAAAAAAUjydoAZTo1KlTGjlypJo0aaKgoCA1bNhQ8fHx+vDDD3X+/PkS2wYGBqpGjRrq0qWL1q9f72jz2WefOb6UwGaz6ciRI3rwwQdVvXp1RUZGqlu3biXun+hKloKCAi1evFj33nuv6tWrp5CQEN16662aOnWqCgsLna5n/4KvnJwcbdq0yZGpNPdIdSXP6dOnne6JzWZzfPS6oKDA6Xjv3r2drn/y5EkNHz5c119/vQIDA1W7dm316tVLO3bsKPGe79+/X3379lVkZKTjWGZmpkfj+/bbbyVJt912m0f9y3LOuDp3XZ0z7swXT94XV8dV2nldyQoAAAAAKGMGgNdbtmyZkWQyMjJc7nPixAnTqFEjU69ePbNixQpz5swZk56ebl555RUjybzzzjtF2tatW9esWLHCZGdnm/3795tevXoZm81mZs2a5XTtnj17GkmmZ8+eZvPmzebcuXNmzZo1JiQkxLRp08bjLCtWrDCSzN/+9jeTlZVlTp48af7+978bPz8/M2rUqGLHGRoaau655x6X70txYmJiTIMGDYocdydPQkKC8fPzM//+97+LXKdt27ZmwYIFTseOHz9ufve735m6deuaVatWmbNnz5off/zRtG/f3gQHB5vNmzc7tbff8/bt25v169ebnJwcs2XLFlOlShVz8uRJY4wxHTt2NDVr1jTJyckujTsqKspIMlu3bnWp/aXKcs64M3fdnTNXmy+evi+uroXSzOtuVlcFBgaaadOmedQXnhs9erRp3Lix1TEAAF4uNzfXSDLz5s2zOgoAeBUKtIAP8KRA+8gjjxhJZvHixUXO/eEPf3AqctnbLlq0yKldbm6uqV+/vgkJCTHp6emO4/ai1IoVK5za9+7d20hyFAzdzbJixQrToUOHIm0GDhxoAgICTHZ2dpFzZV2gdTXPl19+aSSZp556yqntd999Zxo0aGAuXLjgdPzhhx82kooUbk+cOGGCgoJMq1atnI7b7/nnn39e4jjat29vatSo4XJhzl6g/f77711qf6mynDPuzF1358zV5oun74ura6E087qb1VUUaK1BgRYAUB4o0AJA2WAPWgDF+vTTTyVJXbp0KXJu9erVxbbt2rWr0/GgoCB16tRJH330kb788ksNHjzY6XybNm2c/hwdHS1JOn78uGrVquV2lm7duqlbt25F2sTExGj+/PnavXu32rZtW+R8WXEnT+fOnXXrrbfqww8/1MSJExUZGSlJevPNN/XMM88oICDA6RqfffaZ/Pz8ily/Xr16at68ubZt26ajR4+qYcOGTufvuOOOEvNu2LDBrfHVr19fJ06c8GiLhLKcM+7M3dKeM56+L66uhdLM62nWqzHG6J///GeJ25WgbHz33Xf673//q5EjR1odBQDgxS5evGh1BADwShRoARSRl5en7OxsBQcHKzw8/Jra1q1bV5KUnp5e5FxERITTnwMDAyXJaS9Nd7JkZ2frrbfe0qeffqqjR4/q9OnTTud//fXXK/Yvbe7mSUxM1OOPP64ZM2ZowoQJSktL07p16zR37lyndvZ7IhW9h5c6cOBAkeJaaGjotQzJSfv27bVt2zbt2rWr2GJoScpyzrgzX6TSnTPX8r64shZKM++1ZHXFnj17dOLECbf7wXO//PKLcnNz9cUXX1gdBQDgxQxf/AoAZYICLYAigoKCFBERoezsbJ09e/aKha6rtc3IyJD021N5ZZ2le/fu2rhxo6ZOnaqHHnpItWrVks1m07vvvqtnn3222P9DabPZPMrlCnfzDBgwQGPHjtW0adP0/PPP66233tLDDz+sGjVqOLULCgpS9erVde7cOZ0/f75Uv9jMHUOHDtXf//53LV26VC+88EKJ7Z5//nlNmTJFe/bsUbNmzcp0zrgzXyT336MrzZfyeF9KK29ZZrXZbBo/fryGDRtWatfE1Y0ZM0ZLlizRnj17rI4CAPBieXl5Cg4OtjoGAHgdP6sDAKiY7r//fknS559/XuRcixYt9OyzzxZpu2rVKqd2eXl5Wrt2rUJCQpSQkFCmWS5evKhNmzapXr16Gj58uGrXru0oTp0/f77Ea1etWlUXLlxw/Llp06Z6//33Pc5q50meoKAgPfXUU/rll1/01ltvacGCBRoxYkSxbXv16qWCggJt2rSpyLnXX39d1113nQoKCq55HFdy00036aWXXlJqaqo++OCDYtvs379fSUlJ6tu3r5o1a+Y4XpZzxtW568l7dLX5UpbvS2nnrQhzCAAAAABAgRZACSZPnqxGjRrp2Wef1apVq3T27FkdPXpUTz31lE6cOOFUoLW3TUxM1MqVK3X27FmlpaWpf//+OnHihKZOner42HpZZalSpYo6dOig9PR0vfnmm8rMzNT58+e1fv16vffeeyVeu2XLlkpLS9PPP/+s5ORkHTp0SO3atfM4q52neZ566imFhIRo/Pjxio+P1w033FDiPWnSpIkee+wxrV69WtnZ2crKylJSUpImTpyoKVOmuP1UZFxcnCIjI7VlyxaX+4wfP16jR4/Wn//8Z40ePVppaWm6cOGCjh07pjlz5qhjx4667bbbNGfOnCL5y2rOuDp3PXmPrjZfyuJ9sSvtvGWZFQAAAADgBiu/oQxA+Vi2bJmRZDIyMtzql5mZaRITE02jRo1MQECAiYqKMv369TNpaWlXbRsREWESEhLM2rVrHW2Sk5ONJKefcePGGWNMkeNdu3Z1O8vJkyfN0KFDTXR0tAkICDB169Y1jzzyiBk9erTjupd/M/2+fftMu3btTGhoqImOjjbTp093+f68+eabJY7H0zzGGPPEE08YSeabb7654uufOnXKjBw50jRu3NgEBASY2rVrm86dO5s1a9Zc8Z6X9Ku/Xbt2pkaNGmbz5s0u3wO777//3gwaNMgx1vDwcHPXXXeZqVOnmry8vGL7lOWccXXuuvseuTJfPH1fXBlXaed1Jau7AgMDzbRp0zzuD8+MHj3aNG7c2OoYAAAvl5ubaySZefPmWR0FALyKzRh2+Qa83fLly9WzZ09lZGSoTp06VsfBVcydO1fTp09Xamqq1VEAtwUFBentt99mD9pyZt+D9uDBg1ZHAQB4MfsetPPmzdOgQYOsjgMAXoMtDgCggnnvvfc0cuRIq2MAAAAAAIByQIEWACw2e/Zs3X///Tp37pzee+89/fe//1Xfvn2tjgUAqCB++ukn9ejRQ2fOnJEkZWZmymazOX5atGih3NzcIv0ub2ez2dS6dev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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_model(model,'model.png',show_shapes=True,dpi=100)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "733d7ffa",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-28T21:39:46.380840Z",
     "iopub.status.busy": "2022-10-28T21:39:46.380437Z",
     "iopub.status.idle": "2022-10-28T21:39:46.399101Z",
     "shell.execute_reply": "2022-10-28T21:39:46.398081Z"
    },
    "papermill": {
     "duration": 0.042779,
     "end_time": "2022-10-28T21:39:46.401403",
     "exception": false,
     "start_time": "2022-10-28T21:39:46.358624",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "model.compile(loss='sparse_categorical_crossentropy',optimizer='rmsprop',metrics='accuracy')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "0f772f63",
   "metadata": {
    "execution": {
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   "outputs": [],
   "source": [
    " X_train, X_test, y_train, y_test = train_test_split(eng_pad_sequences,ger_pad_sequences,test_size=0.25,shuffle=True,random_state=101)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "9eebb910",
   "metadata": {
    "execution": {
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   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2022-10-28 21:39:46.707426: I tensorflow/compiler/mlir/mlir_graph_optimization_pass.cc:185] None of the MLIR Optimization Passes are enabled (registered 2)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/50\n",
      "325/325 [==============================] - 862s 3s/step - loss: 1.2018 - accuracy: 0.8398 - val_loss: 0.9793 - val_accuracy: 0.8541\n",
      "\n",
      "Epoch 00001: val_accuracy improved from -inf to 0.85415, saving model to checkpoint/\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2022-10-28 21:54:13.194600: W tensorflow/python/util/util.cc:348] Sets are not currently considered sequences, but this may change in the future, so consider avoiding using them.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 2/50\n",
      "325/325 [==============================] - 848s 3s/step - loss: 0.8895 - accuracy: 0.8637 - val_loss: 0.8190 - val_accuracy: 0.8723\n",
      "\n",
      "Epoch 00002: val_accuracy improved from 0.85415 to 0.87231, saving model to checkpoint/\n",
      "Epoch 3/50\n",
      "325/325 [==============================] - 846s 3s/step - loss: 0.7653 - accuracy: 0.8769 - val_loss: 0.7185 - val_accuracy: 0.8834\n",
      "\n",
      "Epoch 00003: val_accuracy improved from 0.87231 to 0.88341, saving model to checkpoint/\n",
      "Epoch 4/50\n",
      "325/325 [==============================] - 841s 3s/step - loss: 0.6818 - accuracy: 0.8863 - val_loss: 0.6528 - val_accuracy: 0.8917\n",
      "\n",
      "Epoch 00004: val_accuracy improved from 0.88341 to 0.89170, saving model to checkpoint/\n",
      "Epoch 5/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.6168 - accuracy: 0.8943 - val_loss: 0.6035 - val_accuracy: 0.8984\n",
      "\n",
      "Epoch 00005: val_accuracy improved from 0.89170 to 0.89839, saving model to checkpoint/\n",
      "Epoch 6/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.5648 - accuracy: 0.9010 - val_loss: 0.5588 - val_accuracy: 0.9049\n",
      "\n",
      "Epoch 00006: val_accuracy improved from 0.89839 to 0.90486, saving model to checkpoint/\n",
      "Epoch 7/50\n",
      "325/325 [==============================] - 837s 3s/step - loss: 0.5215 - accuracy: 0.9071 - val_loss: 0.5243 - val_accuracy: 0.9099\n",
      "\n",
      "Epoch 00007: val_accuracy improved from 0.90486 to 0.90994, saving model to checkpoint/\n",
      "Epoch 8/50\n",
      "325/325 [==============================] - 838s 3s/step - loss: 0.4865 - accuracy: 0.9120 - val_loss: 0.4972 - val_accuracy: 0.9142\n",
      "\n",
      "Epoch 00008: val_accuracy improved from 0.90994 to 0.91417, saving model to checkpoint/\n",
      "Epoch 9/50\n",
      "325/325 [==============================] - 835s 3s/step - loss: 0.4570 - accuracy: 0.9164 - val_loss: 0.4764 - val_accuracy: 0.9173\n",
      "\n",
      "Epoch 00009: val_accuracy improved from 0.91417 to 0.91725, saving model to checkpoint/\n",
      "Epoch 10/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.4324 - accuracy: 0.9200 - val_loss: 0.4589 - val_accuracy: 0.9206\n",
      "\n",
      "Epoch 00010: val_accuracy improved from 0.91725 to 0.92056, saving model to checkpoint/\n",
      "Epoch 11/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.4111 - accuracy: 0.9232 - val_loss: 0.4443 - val_accuracy: 0.9227\n",
      "\n",
      "Epoch 00011: val_accuracy improved from 0.92056 to 0.92268, saving model to checkpoint/\n",
      "Epoch 12/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.3925 - accuracy: 0.9260 - val_loss: 0.4310 - val_accuracy: 0.9247\n",
      "\n",
      "Epoch 00012: val_accuracy improved from 0.92268 to 0.92474, saving model to checkpoint/\n",
      "Epoch 13/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.3767 - accuracy: 0.9285 - val_loss: 0.4226 - val_accuracy: 0.9262\n",
      "\n",
      "Epoch 00013: val_accuracy improved from 0.92474 to 0.92619, saving model to checkpoint/\n",
      "Epoch 14/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.3626 - accuracy: 0.9306 - val_loss: 0.4128 - val_accuracy: 0.9277\n",
      "\n",
      "Epoch 00014: val_accuracy improved from 0.92619 to 0.92774, saving model to checkpoint/\n",
      "Epoch 15/50\n",
      "325/325 [==============================] - 838s 3s/step - loss: 0.3502 - accuracy: 0.9325 - val_loss: 0.4066 - val_accuracy: 0.9285\n",
      "\n",
      "Epoch 00015: val_accuracy improved from 0.92774 to 0.92853, saving model to checkpoint/\n",
      "Epoch 16/50\n",
      "325/325 [==============================] - 838s 3s/step - loss: 0.3390 - accuracy: 0.9342 - val_loss: 0.4007 - val_accuracy: 0.9298\n",
      "\n",
      "Epoch 00016: val_accuracy improved from 0.92853 to 0.92976, saving model to checkpoint/\n",
      "Epoch 17/50\n",
      "325/325 [==============================] - 843s 3s/step - loss: 0.3290 - accuracy: 0.9356 - val_loss: 0.3928 - val_accuracy: 0.9310\n",
      "\n",
      "Epoch 00017: val_accuracy improved from 0.92976 to 0.93096, saving model to checkpoint/\n",
      "Epoch 18/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.3199 - accuracy: 0.9371 - val_loss: 0.3880 - val_accuracy: 0.9319\n",
      "\n",
      "Epoch 00018: val_accuracy improved from 0.93096 to 0.93190, saving model to checkpoint/\n",
      "Epoch 19/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.3112 - accuracy: 0.9383 - val_loss: 0.3841 - val_accuracy: 0.9324\n",
      "\n",
      "Epoch 00019: val_accuracy improved from 0.93190 to 0.93237, saving model to checkpoint/\n",
      "Epoch 20/50\n",
      "325/325 [==============================] - 841s 3s/step - loss: 0.3031 - accuracy: 0.9395 - val_loss: 0.3809 - val_accuracy: 0.9329\n",
      "\n",
      "Epoch 00020: val_accuracy improved from 0.93237 to 0.93287, saving model to checkpoint/\n",
      "Epoch 21/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.2958 - accuracy: 0.9406 - val_loss: 0.3775 - val_accuracy: 0.9335\n",
      "\n",
      "Epoch 00021: val_accuracy improved from 0.93287 to 0.93355, saving model to checkpoint/\n",
      "Epoch 22/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.2893 - accuracy: 0.9416 - val_loss: 0.3729 - val_accuracy: 0.9341\n",
      "\n",
      "Epoch 00022: val_accuracy improved from 0.93355 to 0.93410, saving model to checkpoint/\n",
      "Epoch 23/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.2831 - accuracy: 0.9424 - val_loss: 0.3705 - val_accuracy: 0.9347\n",
      "\n",
      "Epoch 00023: val_accuracy improved from 0.93410 to 0.93467, saving model to checkpoint/\n",
      "Epoch 24/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.2776 - accuracy: 0.9433 - val_loss: 0.3683 - val_accuracy: 0.9351\n",
      "\n",
      "Epoch 00024: val_accuracy improved from 0.93467 to 0.93508, saving model to checkpoint/\n",
      "Epoch 25/50\n",
      "325/325 [==============================] - 838s 3s/step - loss: 0.2724 - accuracy: 0.9441 - val_loss: 0.3669 - val_accuracy: 0.9353\n",
      "\n",
      "Epoch 00025: val_accuracy improved from 0.93508 to 0.93529, saving model to checkpoint/\n",
      "Epoch 26/50\n",
      "325/325 [==============================] - 838s 3s/step - loss: 0.2672 - accuracy: 0.9449 - val_loss: 0.3646 - val_accuracy: 0.9355\n",
      "\n",
      "Epoch 00026: val_accuracy improved from 0.93529 to 0.93548, saving model to checkpoint/\n",
      "Epoch 27/50\n",
      "325/325 [==============================] - 844s 3s/step - loss: 0.2622 - accuracy: 0.9455 - val_loss: 0.3618 - val_accuracy: 0.9362\n",
      "\n",
      "Epoch 00027: val_accuracy improved from 0.93548 to 0.93617, saving model to checkpoint/\n",
      "Epoch 28/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.2579 - accuracy: 0.9462 - val_loss: 0.3608 - val_accuracy: 0.9362\n",
      "\n",
      "Epoch 00028: val_accuracy improved from 0.93617 to 0.93619, saving model to checkpoint/\n",
      "Epoch 29/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.2535 - accuracy: 0.9468 - val_loss: 0.3590 - val_accuracy: 0.9366\n",
      "\n",
      "Epoch 00029: val_accuracy improved from 0.93619 to 0.93663, saving model to checkpoint/\n",
      "Epoch 30/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.2494 - accuracy: 0.9475 - val_loss: 0.3572 - val_accuracy: 0.9369\n",
      "\n",
      "Epoch 00030: val_accuracy improved from 0.93663 to 0.93689, saving model to checkpoint/\n",
      "Epoch 31/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.2455 - accuracy: 0.9480 - val_loss: 0.3558 - val_accuracy: 0.9371\n",
      "\n",
      "Epoch 00031: val_accuracy improved from 0.93689 to 0.93715, saving model to checkpoint/\n",
      "Epoch 32/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.2415 - accuracy: 0.9485 - val_loss: 0.3551 - val_accuracy: 0.9374\n",
      "\n",
      "Epoch 00032: val_accuracy improved from 0.93715 to 0.93742, saving model to checkpoint/\n",
      "Epoch 33/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.2383 - accuracy: 0.9490 - val_loss: 0.3535 - val_accuracy: 0.9375\n",
      "\n",
      "Epoch 00033: val_accuracy improved from 0.93742 to 0.93754, saving model to checkpoint/\n",
      "Epoch 34/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.2345 - accuracy: 0.9496 - val_loss: 0.3524 - val_accuracy: 0.9378\n",
      "\n",
      "Epoch 00034: val_accuracy improved from 0.93754 to 0.93780, saving model to checkpoint/\n",
      "Epoch 35/50\n",
      "325/325 [==============================] - 841s 3s/step - loss: 0.2314 - accuracy: 0.9500 - val_loss: 0.3521 - val_accuracy: 0.9379\n",
      "\n",
      "Epoch 00035: val_accuracy improved from 0.93780 to 0.93787, saving model to checkpoint/\n",
      "Epoch 36/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.2283 - accuracy: 0.9504 - val_loss: 0.3525 - val_accuracy: 0.9378\n",
      "\n",
      "Epoch 00036: val_accuracy did not improve from 0.93787\n",
      "Epoch 37/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.2252 - accuracy: 0.9508 - val_loss: 0.3513 - val_accuracy: 0.9378\n",
      "\n",
      "Epoch 00037: val_accuracy did not improve from 0.93787\n",
      "Epoch 38/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.2222 - accuracy: 0.9513 - val_loss: 0.3491 - val_accuracy: 0.9384\n",
      "\n",
      "Epoch 00038: val_accuracy improved from 0.93787 to 0.93845, saving model to checkpoint/\n",
      "Epoch 39/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.2197 - accuracy: 0.9516 - val_loss: 0.3484 - val_accuracy: 0.9385\n",
      "\n",
      "Epoch 00039: val_accuracy improved from 0.93845 to 0.93853, saving model to checkpoint/\n",
      "Epoch 40/50\n",
      "325/325 [==============================] - 847s 3s/step - loss: 0.2171 - accuracy: 0.9520 - val_loss: 0.3484 - val_accuracy: 0.9386\n",
      "\n",
      "Epoch 00040: val_accuracy improved from 0.93853 to 0.93861, saving model to checkpoint/\n",
      "Epoch 41/50\n",
      "325/325 [==============================] - 841s 3s/step - loss: 0.2143 - accuracy: 0.9524 - val_loss: 0.3474 - val_accuracy: 0.9389\n",
      "\n",
      "Epoch 00041: val_accuracy improved from 0.93861 to 0.93889, saving model to checkpoint/\n",
      "Epoch 42/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.2115 - accuracy: 0.9529 - val_loss: 0.3467 - val_accuracy: 0.9389\n",
      "\n",
      "Epoch 00042: val_accuracy improved from 0.93889 to 0.93893, saving model to checkpoint/\n",
      "Epoch 43/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.2095 - accuracy: 0.9531 - val_loss: 0.3468 - val_accuracy: 0.9388\n",
      "\n",
      "Epoch 00043: val_accuracy did not improve from 0.93893\n",
      "Epoch 44/50\n",
      "325/325 [==============================] - 841s 3s/step - loss: 0.2071 - accuracy: 0.9534 - val_loss: 0.3467 - val_accuracy: 0.9388\n",
      "\n",
      "Epoch 00044: val_accuracy did not improve from 0.93893\n",
      "Epoch 45/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.2050 - accuracy: 0.9538 - val_loss: 0.3445 - val_accuracy: 0.9394\n",
      "\n",
      "Epoch 00045: val_accuracy improved from 0.93893 to 0.93943, saving model to checkpoint/\n",
      "Epoch 46/50\n",
      "325/325 [==============================] - 842s 3s/step - loss: 0.2027 - accuracy: 0.9542 - val_loss: 0.3449 - val_accuracy: 0.9393\n",
      "\n",
      "Epoch 00046: val_accuracy did not improve from 0.93943\n",
      "Epoch 47/50\n",
      "325/325 [==============================] - 844s 3s/step - loss: 0.2007 - accuracy: 0.9544 - val_loss: 0.3447 - val_accuracy: 0.9393\n",
      "\n",
      "Epoch 00047: val_accuracy did not improve from 0.93943\n",
      "Epoch 48/50\n",
      "325/325 [==============================] - 841s 3s/step - loss: 0.1988 - accuracy: 0.9548 - val_loss: 0.3435 - val_accuracy: 0.9396\n",
      "\n",
      "Epoch 00048: val_accuracy improved from 0.93943 to 0.93964, saving model to checkpoint/\n",
      "Epoch 49/50\n",
      "325/325 [==============================] - 839s 3s/step - loss: 0.1966 - accuracy: 0.9551 - val_loss: 0.3446 - val_accuracy: 0.9394\n",
      "\n",
      "Epoch 00049: val_accuracy did not improve from 0.93964\n",
      "Epoch 50/50\n",
      "325/325 [==============================] - 840s 3s/step - loss: 0.1950 - accuracy: 0.9553 - val_loss: 0.3435 - val_accuracy: 0.9393\n",
      "\n",
      "Epoch 00050: val_accuracy did not improve from 0.93964\n"
     ]
    }
   ],
   "source": [
    "es = EarlyStopping(monitor='val_accuracy',mode='max',verbose=1,patience=40)\n",
    "rl = ReduceLROnPlateau(monitor='val_accuracy',mode='max',verbose=1,patience=5,factor=0.1,min_lr=0.001)\n",
    "mc = ModelCheckpoint('checkpoint/',monitor='val_accuracy',verbose=1,mode='max',save_best_only=True)\n",
    "\n",
    "r = model.fit([X_train,y_train[:,:-1]],\n",
    "             y_train.reshape(y_train.shape[0],y_train.shape[1],1)[:,1:],\n",
    "             epochs=50,\n",
    "             batch_size=512,\n",
    "             callbacks=[es,rl,mc],\n",
    "             validation_data=([X_test,y_test[:,:-1]],y_test.reshape(y_test.shape[0],y_test.shape[1],1)[:,1:]))"
   ]
  },
  {
   "cell_type": "code",
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    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(r.history['loss'],'r',label='train loss')\n",
    "plt.plot(r.history['val_loss'],'b',label='test loss')\n",
    "plt.xlabel('No. of Epochs')\n",
    "plt.ylabel('Loss')\n",
    "plt.title('Loss Graph')\n",
    "plt.legend();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "1d72350a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-29T09:28:55.825818Z",
     "iopub.status.busy": "2022-10-29T09:28:55.825458Z",
     "iopub.status.idle": "2022-10-29T09:28:56.069863Z",
     "shell.execute_reply": "2022-10-29T09:28:56.068926Z"
    },
    "papermill": {
     "duration": 1.108939,
     "end_time": "2022-10-29T09:28:56.071938",
     "exception": false,
     "start_time": "2022-10-29T09:28:54.962999",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(r.history['accuracy'],'r',label='train accuracy')\n",
    "plt.plot(r.history['val_accuracy'],'b',label='test accuracy')\n",
    "plt.xlabel('No. of Epochs')\n",
    "plt.ylabel('Accuracy')\n",
    "plt.title('Accuracy Graph')\n",
    "plt.legend();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "ffaca6b6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-29T09:28:58.205907Z",
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     "iopub.status.idle": "2022-10-29T09:32:49.266995Z",
     "shell.execute_reply": "2022-10-29T09:32:49.266085Z"
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    "papermill": {
     "duration": 232.164236,
     "end_time": "2022-10-29T09:32:49.269104",
     "exception": false,
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1731/1731 [==============================] - 231s 133ms/step - loss: 0.3435 - accuracy: 0.9393\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[0.34349894523620605, 0.9393266439437866]"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.evaluate([X_test,y_test[:,:-1]],y_test.reshape(y_test.shape[0],y_test.shape[1],1)[:,1:])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "b71a074d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-29T09:32:51.181648Z",
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     "shell.execute_reply": "2022-10-29T09:32:52.763851Z"
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "model.save('english_to_german_translator.h5')\n",
    "lm = load_model('english_to_german_translator.h5',custom_objects={'AttentionLayer': AttentionLayer})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "4c66d682",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-29T09:32:54.790172Z",
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     "shell.execute_reply": "2022-10-29T09:32:54.992146Z"
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     "exception": false,
     "start_time": "2022-10-29T09:32:53.716748",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "encoder_model = Model(inputs=encoder_inputs, outputs=[encoder_outputs, state_h, state_c])\n",
    "\n",
    "decoder_initial_state_a = Input(shape=(latent_dim,))\n",
    "decoder_initial_state_c = Input(shape=(latent_dim,))\n",
    "decoder_hidden_state = Input(shape=(max_eng_len, latent_dim))\n",
    "\n",
    "decoder_out, decoder_state_a, decoder_state_c = decoder_lstm(decoder_emb, initial_state=[decoder_initial_state_a, decoder_initial_state_c])\n",
    "attn_out_inf, attn_states_inf = attn_layer([decoder_hidden_state, decoder_out])\n",
    "decoder_inf_concat_outputs = Concatenate(axis=-1, name='concat')([decoder_out, attn_out_inf])\n",
    "\n",
    "decoder_final = decoder_dense(decoder_inf_concat_outputs)\n",
    "decoder_model = Model([decoder_inputs]+[decoder_hidden_state, decoder_initial_state_a, decoder_initial_state_c], [decoder_final]+[decoder_state_a, decoder_state_c])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "fa821982",
   "metadata": {
    "execution": {
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     "shell.execute_reply": "2022-10-29T09:32:56.899773Z"
    },
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     "duration": 0.957145,
     "end_time": "2022-10-29T09:32:56.902724",
     "exception": false,
     "start_time": "2022-10-29T09:32:55.945579",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def decode_sequences(input_sequence):\n",
    "    encoder_out, encoder_a, encoder_c = encoder_model.predict(input_sequence)\n",
    "    next_input = np.zeros((1,1))\n",
    "    next_input[0,0] = ger_tokenizer.word_index['start']\n",
    "    output_sequence = ''\n",
    "    flag = False\n",
    "    while not flag:\n",
    "        decoded_out, trans_state_a, trans_state_c = decoder_model.predict([next_input] + [encoder_out, encoder_a, encoder_c])\n",
    "        output_idx = np.argmax(decoded_out[0, -1, :])\n",
    "        if output_idx == ger_tokenizer.word_index['end']: \n",
    "            flag = True\n",
    "        elif output_idx > 0 and output_idx != ger_tokenizer.word_index['start']:\n",
    "            output_token = ger_tokenizer.index_word[output_idx] \n",
    "            output_sequence = output_sequence + ' ' + output_token \n",
    "        next_input[0,0] = output_idx\n",
    "        # Continously update the transient state vectors in decoder.\n",
    "        encoder_a, encoder_c = trans_state_a, trans_state_c\n",
    "        \n",
    "    return output_sequence     "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "3ac56a9f",
   "metadata": {
    "execution": {
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def sequence_to_language(input_sequence,tokenizer,lang):\n",
    "    res = ''\n",
    "    \n",
    "    if lang == 'eng':\n",
    "        for idx in input_sequence:\n",
    "            if idx != 0:\n",
    "                res = res + tokenizer.index_word[idx] + ' '\n",
    "    \n",
    "    elif lang == 'ger':\n",
    "        for idx in input_sequence:\n",
    "            if idx > 0:\n",
    "                if tokenizer.index_word[idx] != 'start' and tokenizer.index_word[idx] != 'end':\n",
    "                    res = res + tokenizer.index_word[idx] + ' '\n",
    "                    \n",
    "    return res"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "6862302c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-10-29T09:33:01.281433Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def predicted_sequence_to_ger_language(input_sequence):\n",
    "    res = ''\n",
    "    \n",
    "    for idx in input_sequence:\n",
    "        if idx > 0:\n",
    "            if ger_tokenizer.index_word[idx] != 'start' and ger_tokenizer.index_word[idx] != 'end':\n",
    "                res = res + ger_tokenizer.index_word[idx] + ' '\n",
    "    \n",
    "    return res"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "621bb66a",
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    "execution": {
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "English Sentence: ten years have passed since i came to tokyo at the age of eighteen \n",
      "Original German Translation: zehn jahre ist es her seit ich mit achtzehn nach tokio kam \n",
      "Predicted German Translation:  zehn jahre her seit ich in dem leben nach dem leben nach dem leben gekommen sind\n",
      "English Sentence: get me the newspaper \n",
      "Original German Translation: hol mir die zeitung \n",
      "Predicted German Translation:  bring mir die zeitung\n",
      "English Sentence: bring an umbrella because it is expected to rain this afternoon \n",
      "Original German Translation: nimm einen schirm mit denn es ist für den nachmittag regen angesagt \n",
      "Predicted German Translation:  nehmen sie einen regenschirm aus dem ob es heute nachmittag regnen hat\n",
      "English Sentence: i didn t hear you \n",
      "Original German Translation: ich habe euch nicht gehört \n",
      "Predicted German Translation:  ich habe euch nicht gehört\n",
      "English Sentence: tom sprang to his feet \n",
      "Original German Translation: tom sprang auf \n",
      "Predicted German Translation:  tom sprang an seine füße\n",
      "English Sentence: where is her book it s on the table \n",
      "Original German Translation: wo ist ihr buch es liegt auf dem tisch \n",
      "Predicted German Translation:  wo ist ihr buch das liegt auf dem tisch\n",
      "English Sentence: is it true that europeans don t shower daily \n",
      "Original German Translation: stimmt es dass europäer nicht täglich duschen \n",
      "Predicted German Translation:  stimmt es dass europäer nicht duschen\n",
      "English Sentence: you re not ambitious enough tom \n",
      "Original German Translation: du bist nicht ehrgeizig genug tom \n",
      "Predicted German Translation:  du bist nicht genug bücher tom\n",
      "English Sentence: the whole class is present once a week \n",
      "Original German Translation: die ganze klasse ist einmal die woche anwesend \n",
      "Predicted German Translation:  die ganze klasse ist erst eine woche lang\n",
      "English Sentence: they ve turned on us \n",
      "Original German Translation: sie sind auf uns losgegangen \n",
      "Predicted German Translation:  sie haben uns einander erklärt\n",
      "English Sentence: i m not going unless tom goes \n",
      "Original German Translation: ich gehe nur wenn tom auch geht \n",
      "Predicted German Translation:  ich gehe nicht wenn tom geht\n",
      "English Sentence: if i had time i d accept his invitation \n",
      "Original German Translation: wenn ich zeit hätte nähme ich seine einladung an \n",
      "Predicted German Translation:  wenn ich zeit hätte würde ich seine einladung angenommen\n",
      "English Sentence: i appreciate it \n",
      "Original German Translation: ich weiß das zu schätzen \n",
      "Predicted German Translation:  ich weiß es zu schätzen\n",
      "English Sentence: tom is about three years older than mary \n",
      "Original German Translation: tom ist etwa drei jahre älter als maria \n",
      "Predicted German Translation:  tom ist etwa etwa drei jahre älter als maria\n",
      "English Sentence: tom has a slight cold \n",
      "Original German Translation: tom ist leicht erkältet \n",
      "Predicted German Translation:  tom hat ein bisschen erkältet\n",
      "English Sentence: tom is very thrifty \n",
      "Original German Translation: tom ist sehr sparsam \n",
      "Predicted German Translation:  tom ist sehr soll tom\n",
      "English Sentence: this is the guide who took us around the castle \n",
      "Original German Translation: das ist der führer der uns das schloss gezeigt hat \n",
      "Predicted German Translation:  das ist der fall der wir in das fenster uns haben und uns das fenster gerettet\n",
      "English Sentence: you should take better care of yourself \n",
      "Original German Translation: sie müssen sich mehr schonen \n",
      "Predicted German Translation:  du solltest besser daran sich selbst sorgen machen\n",
      "English Sentence: if you had to do it all over again what would you do differently \n",
      "Original German Translation: wenn du noch einmal ganz von vorne anfangen müsstest was würdest du anders machen \n",
      "Predicted German Translation:  wenn du alles machen hättest was würdest du tun dann anders\n",
      "English Sentence: i d better get back to work now \n",
      "Original German Translation: ich gehe jetzt lieber wieder an die arbeit \n",
      "Predicted German Translation:  ich sollte lieber wieder an der arbeit zurück sein\n"
     ]
    }
   ],
   "source": [
    "predicted_ger_translations= []\n",
    "\n",
    "for i in range(20):\n",
    "    print(\"English Sentence:\",sequence_to_language(X_test[i],eng_tokenizer,'eng'))\n",
    "    print(\"Original German Translation:\",sequence_to_language(y_test[i],ger_tokenizer,'ger'))\n",
    "    pred_german_sentence = decode_sequences(X_test[i].reshape(1,max_eng_len))\n",
    "    print(\"Predicted German Translation:\",pred_german_sentence)\n",
    "    predicted_ger_translations.append(pred_german_sentence)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "f2658978",
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    "execution": {
     "iopub.execute_input": "2022-10-29T09:33:15.804881Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "original_ger_translations = []\n",
    "for i in range(20):\n",
    "    original_ger_translations.append(sequence_to_language(y_test[i],ger_tokenizer,'ger'))\n",
    "references = []\n",
    "\n",
    "for trans in original_ger_translations:\n",
    "    ref = trans.split()\n",
    "    references.append(ref)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "48cacddf",
   "metadata": {
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     "iopub.execute_input": "2022-10-29T09:33:17.819771Z",
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     "start_time": "2022-10-29T09:33:16.869908",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Original German Sentence: ['zehn', 'jahre', 'ist', 'es', 'her', 'seit', 'ich', 'mit', 'achtzehn', 'nach', 'tokio', 'kam']\n",
      "Predicted German Sentence:  zehn jahre her seit ich in dem leben nach dem leben nach dem leben gekommen sind\n",
      "BLEU Score: 0.13484017510794372\n",
      "Original German Sentence: ['hol', 'mir', 'die', 'zeitung']\n",
      "Predicted German Sentence:  bring mir die zeitung\n",
      "BLEU Score: 0.35537192498941217\n",
      "Original German Sentence: ['nimm', 'einen', 'schirm', 'mit', 'denn', 'es', 'ist', 'für', 'den', 'nachmittag', 'regen', 'angesagt']\n",
      "Predicted German Sentence:  nehmen sie einen regenschirm aus dem ob es heute nachmittag regnen hat\n",
      "BLEU Score: 0.2557674853622663\n",
      "Original German Sentence: ['ich', 'habe', 'euch', 'nicht', 'gehört']\n",
      "Predicted German Sentence:  ich habe euch nicht gehört\n",
      "BLEU Score: 0.41862765131604623\n",
      "Original German Sentence: ['tom', 'sprang', 'auf']\n",
      "Predicted German Sentence:  tom sprang an seine füße\n",
      "BLEU Score: 0.2425056620207466\n",
      "Original German Sentence: ['wo', 'ist', 'ihr', 'buch', 'es', 'liegt', 'auf', 'dem', 'tisch']\n",
      "Predicted German Sentence:  wo ist ihr buch das liegt auf dem tisch\n",
      "BLEU Score: 0.30247583859636334\n",
      "Original German Sentence: ['stimmt', 'es', 'dass', 'europäer', 'nicht', 'täglich', 'duschen']\n",
      "Predicted German Sentence:  stimmt es dass europäer nicht duschen\n",
      "BLEU Score: 0.5394284505764232\n",
      "Original German Sentence: ['du', 'bist', 'nicht', 'ehrgeizig', 'genug', 'tom']\n",
      "Predicted German Sentence:  du bist nicht genug bücher tom\n",
      "BLEU Score: 0.34509417067572745\n",
      "Original German Sentence: ['die', 'ganze', 'klasse', 'ist', 'einmal', 'die', 'woche', 'anwesend']\n",
      "Predicted German Sentence:  die ganze klasse ist erst eine woche lang\n",
      "BLEU Score: 0.32807824887287756\n",
      "Original German Sentence: ['sie', 'sind', 'auf', 'uns', 'losgegangen']\n",
      "Predicted German Sentence:  sie haben uns einander erklärt\n",
      "BLEU Score: 3.389579831649668e-78\n",
      "Original German Sentence: ['ich', 'gehe', 'nur', 'wenn', 'tom', 'auch', 'geht']\n",
      "Predicted German Sentence:  ich gehe nicht wenn tom geht\n",
      "BLEU Score: 0.2640736213481672\n",
      "Original German Sentence: ['wenn', 'ich', 'zeit', 'hätte', 'nähme', 'ich', 'seine', 'einladung', 'an']\n",
      "Predicted German Sentence:  wenn ich zeit hätte würde ich seine einladung angenommen\n",
      "BLEU Score: 0.31140319785326515\n",
      "Original German Sentence: ['ich', 'weiß', 'das', 'zu', 'schätzen']\n",
      "Predicted German Sentence:  ich weiß es zu schätzen\n",
      "BLEU Score: 0.41787250798364006\n",
      "Original German Sentence: ['tom', 'ist', 'etwa', 'drei', 'jahre', 'älter', 'als', 'maria']\n",
      "Predicted German Sentence:  tom ist etwa etwa drei jahre älter als maria\n",
      "BLEU Score: 0.33335849911308557\n",
      "Original German Sentence: ['tom', 'ist', 'leicht', 'erkältet']\n",
      "Predicted German Sentence:  tom hat ein bisschen erkältet\n",
      "BLEU Score: 0.30749217576256455\n",
      "Original German Sentence: ['tom', 'ist', 'sehr', 'sparsam']\n",
      "Predicted German Sentence:  tom ist sehr soll tom\n",
      "BLEU Score: 0.19464521962073492\n",
      "Original German Sentence: ['das', 'ist', 'der', 'führer', 'der', 'uns', 'das', 'schloss', 'gezeigt', 'hat']\n",
      "Predicted German Sentence:  das ist der fall der wir in das fenster uns haben und uns das fenster gerettet\n",
      "BLEU Score: 2.433651586022714e-78\n",
      "Original German Sentence: ['sie', 'müssen', 'sich', 'mehr', 'schonen']\n",
      "Predicted German Sentence:  du solltest besser daran sich selbst sorgen machen\n",
      "BLEU Score: 0.07580047429835797\n",
      "Original German Sentence: ['wenn', 'du', 'noch', 'einmal', 'ganz', 'von', 'vorne', 'anfangen', 'müsstest', 'was', 'würdest', 'du', 'anders', 'machen']\n",
      "Predicted German Sentence:  wenn du alles machen hättest was würdest du tun dann anders\n",
      "BLEU Score: 0.3024414582486456\n",
      "Original German Sentence: ['ich', 'gehe', 'jetzt', 'lieber', 'wieder', 'an', 'die', 'arbeit']\n",
      "Predicted German Sentence:  ich sollte lieber wieder an der arbeit zurück sein\n",
      "BLEU Score: 0.25739358600084805\n"
     ]
    }
   ],
   "source": [
    "orig_ger_sents = []\n",
    "smooth = SmoothingFunction().method4\n",
    "\n",
    "for i in range(20):\n",
    "    print(\"Original German Sentence:\",references[i])\n",
    "    print(\"Predicted German Sentence:\",predicted_ger_translations[i])\n",
    "    print(\"BLEU Score:\",sentence_bleu(references[i],predicted_ger_translations[i],weights=(0.25,0.25,0.25,0.25)))"
   ]
  }
 ],
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