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\u001b[31m14.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m134.8/134.8 kB\u001b[0m \u001b[31m17.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", "\u001b[?25h\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n", "ibis-framework 7.1.0 requires pyarrow<15,>=2, but you have pyarrow 15.0.0 which is incompatible.\u001b[0m\u001b[31m\n", "\u001b[0m" ] } ], "source": [ "!pip install datasets transformers -q" ] }, { "cell_type": "code", "source": [ "!python parsing.py" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "SALnex33JyNf", "outputId": "e91a23ff-8401-4e8c-e315-461eb41ad385" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Parse all scripts from this website https://fangj.github.io/friends/\n", "Total: 100% 228/228 [00:45<00:00, 5.00it/s]\n", "Number of characters in dataframe 196\n", "100% 6/6 [00:01<00:00, 4.58it/s]\n", "script created\n" ] } ] }, { "cell_type": "code", "source": [ "from google.colab import drive\n", "drive.mount('/content/drive')" ], "metadata": { "id": "M7lasRJ_lAhM" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "import random\n", "from typing import Callable, Iterable\n", "import datasets\n", "import matplotlib\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", "import torch\n", "from torch.utils.data import Dataset, DataLoader, random_split\n", "from tqdm import tqdm\n", "from transformers import AutoTokenizer, AutoModel\n", "from transformers.optimization import get_linear_schedule_with_warmup\n", "from scipy import stats\n", "from sklearn.metrics.pairwise import cosine_similarity" ], "metadata": { "id": "MTto_HdXLVWr" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "tokenizer = AutoTokenizer.from_pretrained(\"distilbert-base-uncased\")" ], "metadata": { "id": "6-53R8Q4LXaQ", "colab": { "base_uri": "https://localhost:8080/", "height": 274, "referenced_widgets": [ "223c818f07be4995ad285c7387e9eb9c", "768339fb6de449cbb231b3378c0b25f6", "b0ad3d793e35464f8ae57279df7931fc", 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"5aba7c60dd6a44aea8eb3d45dd891b99", "de234c0175d6443ca3cbe68d0669be3d", "6040db5ec4a44e479ee31651346d4961", "7750b0556cbe4f42a272d0cf7b340894", "0867f5ba364f4efb94349b2dea43bb91", "a0dc89dc431a4475bdd6676a14b49366", "134339a851f24990a1d073414474a676", "90ce6df3985c4fc6b154a72a3cf5cc99", "486a396400274930860176645dc1a21c", "0d78c7999ef44a1aa3bde4edb5eb4bd6", "a063dfab64664fe5954d82b84bda9bca", "bcfe8e659b864ca7b8911ff876c941bd", "b0221498f17c4f419d6dc3890b8f7cf2", "e7d2264878054d76a801f501a0940c72" ] }, "outputId": "fa5f80e1-c8de-4977-fb98-e1d70dc2476f" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "/usr/local/lib/python3.10/dist-packages/huggingface_hub/utils/_token.py:88: UserWarning: \n", "The secret `HF_TOKEN` does not exist in your Colab secrets.\n", "To authenticate with the Hugging Face Hub, create a token in your settings tab (https://huggingface.co/settings/tokens), set it as secret in your Google Colab and restart your session.\n", "You will be able to reuse this secret in all of your notebooks.\n", "Please note that authentication is recommended but still optional to access public models or datasets.\n", " warnings.warn(\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ "tokenizer_config.json: 0%| | 0.00/28.0 [00:00 None:\n", " self.data = []\n", " for qt_ids, qt_am, at_ids, at_am, labels in zip(\n", " self.questions_tokens[\"input_ids\"], self.questions_tokens[\"attention_mask\"],\n", " self.answers_tokens[\"input_ids\"], self.answers_tokens[\"attention_mask\"],\n", " self.labels\n", " ):\n", " data = {}\n", " data[\"question_input_ids\"] = torch.tensor(qt_ids, dtype=torch.long)\n", " data[\"question_attention_mask\"] = torch.tensor(qt_am, dtype=torch.long)\n", " data[\"answer_input_ids\"] = torch.tensor(at_ids, dtype=torch.long)\n", " data[\"answer_attention_mask\"] = torch.tensor(at_am, dtype=torch.long)\n", " data[\"labels\"] = torch.tensor(labels, dtype=torch.float)\n", " self.data.append(data)\n", "\n", " def __getitem__(self, ix: int) -> dict[str, torch.tensor]:\n", " return self.data[ix]\n", "\n", " def __len__(self) -> int:\n", " return len(self.data)" ], "metadata": { "id": "M9w4weJoPrLp" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "friends_dataset = FriendsDataset(tokenized_questions, tokenized_answers, df.label.tolist())" ], "metadata": { "id": "Y3DfBUidQaWh" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Split data to train and val" ], "metadata": { "id": "R2kIMZFZfF3q" } }, { "cell_type": "code", "source": [ "train_ratio = 0.8\n", "n_total = len(friends_dataset)\n", "n_train = int(n_total * train_ratio)\n", "n_val = n_total - n_train\n", "\n", "train_dataset, val_dataset = random_split(friends_dataset, [n_train, n_val])\n", "\n", "batch_size = 16\n", "train_dataloader = DataLoader(train_dataset, batch_size=batch_size, shuffle=True)\n", "val_dataloader = DataLoader(val_dataset, batch_size=batch_size, shuffle=False)" ], "metadata": { "id": "azSibSSse8dc" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "print(f\"Batches in dataset: {n_total/batch_size}\")" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "K7fmGhUOhbQV", "outputId": "1283eecd-a4eb-4379-e009-430b9275691e" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Batches in dataset: 1007.375\n" ] } ] }, { "cell_type": "markdown", "source": [ "Define device for calculation" ], "metadata": { "id": "5GD6HPABfA65" } }, { "cell_type": "code", "source": [ "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n", "device" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 36 }, "id": "r4g8t0-yfBd7", "outputId": "349b8b82-df56-4373-c532-d2748bdb4e54" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "'cuda'" ], "application/vnd.google.colaboratory.intrinsic+json": { "type": "string" } }, "metadata": {}, "execution_count": 75 } ] }, { "cell_type": "code", "source": [ "def mean_pool(token_embeds: torch.tensor, attention_mask: torch.tensor) -> torch.tensor:\n", " in_mask = attention_mask.unsqueeze(-1).expand(token_embeds.size()).float()\n", " pool = torch.sum(token_embeds * in_mask, 1) / torch.clamp(in_mask.sum(1), min=1e-9)\n", " return pool\n", "\n", "\n", "def encode(input_texts: list[str], tokenizer: AutoTokenizer, model: AutoModel, device: str = \"cpu\"\n", ") -> torch.tensor:\n", "\n", " model.eval()\n", " tokenized_texts = tokenizer(input_texts, max_length=128,\n", " padding='max_length', truncation=True, return_tensors=\"pt\")\n", " token_embeds = model(tokenized_texts[\"input_ids\"].to(device),\n", " tokenized_texts[\"attention_mask\"].to(device)).last_hidden_state\n", " pooled_embeds = mean_pool(token_embeds, tokenized_texts[\"attention_mask\"].to(device))\n", " return pooled_embeds" ], "metadata": { "id": "EhiwuU6nf8CN" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "class Sbert(torch.nn.Module):\n", " def __init__(self, max_length: int = 128):\n", " super().__init__()\n", " self.max_length = max_length\n", " self.bert_model = AutoModel.from_pretrained('distilbert-base-uncased')\n", " self.bert_tokenizer = AutoTokenizer.from_pretrained('distilbert-base-uncased')\n", " self.linear = torch.nn.Linear(self.bert_model.config.hidden_size * 3, 1)\n", " # self.sigmoid = torch.nn.Sigmoid()\n", "\n", " def forward(self, data: datasets.arrow_dataset.Dataset) -> torch.tensor:\n", " question_input_ids = data[\"question_input_ids\"].to(device)\n", " question_attention_mask = data[\"question_attention_mask\"].to(device)\n", " answer_input_ids = data[\"answer_input_ids\"].to(device)\n", " answer_attention_mask = data[\"answer_attention_mask\"].to(device)\n", "\n", " out_question = self.bert_model(question_input_ids, question_attention_mask)\n", " out_answer = self.bert_model(answer_input_ids, answer_attention_mask)\n", " question_embeds = out_question.last_hidden_state\n", " answer_embeds = out_answer.last_hidden_state\n", "\n", " pooled_question_embeds = mean_pool(question_embeds, question_attention_mask)\n", " pooled_answer_embeds = mean_pool(answer_embeds, answer_attention_mask)\n", "\n", " embeds = torch.cat([pooled_question_embeds, pooled_answer_embeds,\n", " torch.abs(pooled_question_embeds - pooled_answer_embeds)],\n", " dim=-1)\n", " # return self.sigmoid(self.linear(embeds))\n", " return self.linear(embeds)" ], "metadata": { "id": "brwUtbIxf-Qs" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "model = Sbert().to(device)\n", "print(f\"hidden size of the model is {model.bert_model.config.hidden_size}\")" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ost2WhgSgNKi", "outputId": "2ec904e0-9bdb-478c-f5a8-de8d6fb798d7" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "hidden size of the model is 768\n" ] } ] }, { "cell_type": "code", "source": [ "# if we add new tokense than update model knowledge about it\n", "# model.bert_model.resize_token_embeddings(len(tokenizer))" ], "metadata": { "id": "MalZg5vjgPqQ" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "optimizer = torch.optim.AdamW(model.parameters(), lr=1e-6)\n", "total_steps = len(train_dataset) // batch_size\n", "warmup_steps = int(0.1 * total_steps)\n", "scheduler = get_linear_schedule_with_warmup(optimizer, num_warmup_steps=warmup_steps,\n", " num_training_steps=total_steps - warmup_steps)\n", "\n", "# loss_fn = torch.nn.CrossEntropyLoss()\n", "# loss_fn = torch.nn.BCELoss()\n", "loss_fn = torch.nn.MSELoss()" ], "metadata": { "id": "ZHPlzrOBgZW7" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "def get_train_step_fn(\n", " model: torch.nn.Module, optimizer: torch.optim.Optimizer,\n", " scheduler: torch.optim.lr_scheduler.LambdaLR, loss_fn: torch.nn.CrossEntropyLoss\n", ") -> Callable[[torch.tensor, torch.tensor], float]:\n", "\n", " def train_step_fn(x: torch.tensor, y: torch.tensor) -> float:\n", " model.train()\n", " yhat = model(x)\n", " loss = loss_fn(yhat, y.float().reshape(-1,1))\n", " loss.backward()\n", " optimizer.step()\n", " scheduler.step()\n", " optimizer.zero_grad()\n", " return loss.item()\n", "\n", " return train_step_fn\n", "\n", "\n", "def get_val_step_fn(\n", " model: torch.nn.Module, loss_fn: torch.nn.CrossEntropyLoss\n", ") -> Callable[[torch.tensor, torch.tensor], float]:\n", "\n", " def val_step_fn(x: torch.tensor, y: torch.tensor) -> float:\n", " model.eval()\n", " yhat = model(x)\n", " loss = loss_fn(yhat, y.float().reshape(-1,1))\n", " return loss.item()\n", "\n", " return val_step_fn\n", "\n", "\n", "def mini_batch(\n", " dataloader: DataLoader,\n", " step_fn: Callable[[torch.tensor, torch.tensor], float],\n", " is_training: bool = True\n", ") -> tuple[np.array, list[float]]:\n", "\n", " mini_batch_losses = []\n", "\n", " if is_training:\n", " print(\"\\nTraining ...\")\n", " else:\n", " print(\"\\nValidating ...\")\n", " n_steps = len(dataloader)\n", " for i, data in enumerate(dataloader):\n", " loss = step_fn(data, data[\"labels\"].to(device))\n", " mini_batch_losses.append(loss)\n", " if i % (batch_size * 10) == 0:\n", " print(f\"step {i:>5}/{n_steps}, loss = {loss: .3f}\")\n", "\n", " return np.mean(mini_batch_losses), mini_batch_losses" ], "metadata": { "id": "nlmLYw5sg6_u" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Launch training process" ], "metadata": { "id": "0e9D6HWRhtYy" } }, { "cell_type": "code", "source": [ "%%time\n", "\n", "n_epochs = 1 # mentioned in the paper\n", "\n", "train_step_fn = get_train_step_fn(model, optimizer, scheduler, loss_fn)\n", "val_step_fn = get_val_step_fn(model, loss_fn)\n", "\n", "train_losses, train_mini_batch_losses = [], []\n", "val_losses, val_mini_batch_losses = [], []\n", "\n", "for epoch in range(1, n_epochs + 1):\n", " train_loss, _train_mini_batch_losses = mini_batch(train_dataloader, train_step_fn)\n", " train_mini_batch_losses += _train_mini_batch_losses\n", " train_losses.append(train_loss)\n", "\n", " with torch.no_grad():\n", " val_loss, _val_mini_batch_losses = mini_batch(val_dataloader, val_step_fn, is_training=False)\n", " val_mini_batch_losses += _val_mini_batch_losses\n", " val_losses.append(val_loss)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "G3CHhPwdhswH", "outputId": "87243c14-6391-49d6-938d-4704fa76dafc" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "\n", "Training ...\n", "step 0/806, loss = 0.982\n", "step 160/806, loss = 0.354\n", "step 320/806, loss = 0.236\n", "step 480/806, loss = 0.257\n", "step 640/806, loss = 0.244\n", "step 800/806, loss = 0.246\n", "\n", "Validating ...\n", "step 0/202, loss = 0.238\n", "step 160/202, loss = 0.272\n", "CPU times: user 4min 42s, sys: 3.13 s, total: 4min 45s\n", "Wall time: 5min 4s\n" ] } ] }, { "cell_type": "code", "source": [ "model.bert_model.save_pretrained(\"models/friends_bi_encoder\")" ], "metadata": { "id": "wTsWO_HnoHkV" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "window_size = 64\n", "\n", "train_mb_running_loss = []\n", "for i in range(len(train_mini_batch_losses)-window_size):\n", " train_mb_running_loss.append(np.mean(train_mini_batch_losses[i:i+window_size]))\n", "\n", "val_mb_running_loss = []\n", "for i in range(len(val_mini_batch_losses)-window_size):\n", " val_mb_running_loss.append(np.mean(val_mini_batch_losses[i:i+window_size]))" ], "metadata": { "id": "ac4ALO1WoLlu" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "fix, ax = plt.subplots(figsize=(14, 10))\n", "ax.plot(range(len(train_mb_running_loss)), train_mb_running_loss);\n", "ax.set_xlabel(\"Steps\");\n", "ax.set_ylabel(\"Loss\");\n", "ax.set_title(\"Loss on Bi-encoder model\")" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 770 }, "id": "u3AFgKkFoPRB", "outputId": "5479286e-cb01-4948-e135-c1dcb6a375ba" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "Text(0.5, 1.0, 'Loss on Bi-encoder model')" ] }, "metadata": {}, "execution_count": 94 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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4v/jFL3L66afni1/84l4953Of+9y88Y1vzL/+67/mscceywtf+MJ0dXXlt7/9bZ773Ofm3e9+d4455phccskl+drXvpYNGzbk7LPPzu23355vfetbefnLX57nPve5SbqnwN7//vf3HPF+wQUX5J577smvfvWrjBkzZqfP+3/+z//Jz3/+87z4xS/OpZdemhNOOCGbN2/O/fffnx/96EdZuHDhLo85EAYNGpRPfvKTueyyy3L22Wfnda97Xc+x8zNmzMjf/u3f9tw7d+7cXHjhhTnjjDPypje9KevWrcsXvvCFHHHEETtNgJ199tl5+9vfnrlz5+bee+/NC17wggwaNCiPPfZYfvjDH+bzn/98Xv3qVx/w1woAfUahZ5wBAM/KjmPnn+5tyZIl5XK5XL777rvL559/fnnYsGHlIUOGlJ/73OeWb7311p2e6+Mf/3j55JNPLo8YMaI8ePDg8pw5c8qf+MQnym1tbeVyuVxes2ZN+V3veld5zpw55aFDh5YbGxvLp5xySvkHP/jBHmW94YYbyqeffnp58ODB5YaGhvJLXvKS8kMPPbTTPTuOnV+9evVuX+eTjzTfnd0dO9/Q0FB+/vOfX77hhht2undPj51/8v3nn39+ubGxsVxfX1+eNWtW+dJLLy3feeedO33+oUOH7vLYHa/ryTo6Osqf+tSnynPmzCnX1taWx44dW37Ri15Uvuuuu3ruaW9vL3/kIx8pH3TQQeVBgwaVp06dWr7iiivK27Zt2+m5Ojs7yx/5yEfKEydOLA8ePLh8zjnnlB944IHy9OnTdzp2vlwulzdu3Fi+4ooryrNnzy7X1taWx4wZUz7ttNPKn/70p3v+W+84dv5Tn/rUHn1tyuXuY+ff9a537XTt6Z5nx9f+hz/84U7Xv//975ePO+64cl1dXXnUqFHl17/+9eWlS5fu8rn++7//u3zYYYeV6+rqyocffnj5xz/+cfmSSy7Z6dj5Hb72ta+VTzjhhPLgwYPLw4cPLx911FHlD3zgA+Xly5f33OPYeQAqUalc3o+7+QEAAADQ59hDCAAAAKDCKIQAAAAAKoxCCAAAAKDCKIQAAAAAKoxCCAAAAKDCKIQAAAAAKkxN0QEOtK6urixfvjzDhw9PqVQqOg4AAABAryiXy9m4cWMmTZqUqqpnngGquEJo+fLlmTp1atExAAAAAPaLJUuWZMqUKc94T8UVQsOHD0/S/cVpaGgoOA0AAABA72hpacnUqVN7uo9nUnGF0I5lYg0NDQohAAAAYMDZky1ybCoNAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVRiEEAAAAUGEUQgAAAAAVpqboAOy9Jeu25MHlzRnXUJ/jp40sOg4AAADQz5gQ6od+es+y/NV3785//mFx0VEAAACAfkgh1A9NGTU4SbJ0/daCkwAAAAD9kUKoH5o6ckiSZOmGLQUnAQAAAPojhVA/NGV7IbRiw7Z0dHYVnAYAAADobxRC/dC44XUZVF1KR1c5TRtbi44DAAAA9DMKoX6oqqqUySO27yO0zrIxAAAAYO8ohPqpHcvGbCwNAAAA7C2FUD81ZaSTxgAAAIB9oxDqp/5UCFkyBgAAAOwdhVA/tWPJ2BKFEAAAALCXFEL91I4JoSXrtmbJui354E/uz12L1hWcCgAAAOgPFEL91Myxw1JdVcqyDVvz4i/cku/9YXHe8PXbc+dCpRAAAADwzBRC/dSoobX5uxcemiRp3tqeUinZ2t6Zd//HPSmXywWnAwAAAPoyhVA/9tYzZ+Zvnjc7R09pzE/eeXpqq6uysmVbFq+zrxAAAADw9BRC/VipVMrlLzg0P3/3GTl26ojMmTg8SXL/suaCkwEAAAB9mUJoADlqcmOS5P6lCiEAAADg6SmEBpCeQsiEEAAAAPAMFEIDyFFT/lQI2VgaAAAAeDoKoQHkkPHDU1tTlY3bOrJorY2lAQAAgN1TCA0gg6qrctiE7o2lH1rRUnAaAAAAoK9SCA0ws8d1F0LzV20qOAkAAADQVymEBphZ44YmSeavVggBAAAAu6cQGmBmjR2WJJm/enPBSQAAAIC+SiE0wPypENrkpDEAAABgtxRCA8z00UNSU1XKlrbOrGzZVnQcAAAAoA9SCA0wg6qrMm30kCTJqXN/nb//7z8WnAgAAADoaxRCA9DMMcN6fv1fdyxJZ5elYwAAAMCf9IlC6Etf+lJmzJiR+vr6nHLKKbn99tuf9t5zzjknpVJpl7cLL7zwACbu2yaPqN/p/XWb2wpKAgAAAPRFhRdC3//+93P55ZfnQx/6UO6+++4cc8wxOf/887Nq1ard3v/jH/84K1as6Hl74IEHUl1dnb/4i784wMn7rtc/Z3qOntLY8/6qjfYSAgAAAP6k8ELos5/9bN761rfmsssuy+GHH56rrroqQ4YMydVXX73b+0eNGpUJEyb0vF1//fUZMmSIQuhJDhk/PD9/9xk5bGJDkmT1xtaCEwEAAAB9SaGFUFtbW+66666ce+65Pdeqqqpy7rnn5rbbbtuj5/jGN76R1772tRk6dOhuP97a2pqWlpad3irF2OF1SRRCAAAAwM4KLYTWrFmTzs7OjB8/fqfr48ePz8qVK//s42+//fY88MADectb3vK098ydOzeNjY09b1OnTn3WufuLscO2F0KbFEIAAADAnxS+ZOzZ+MY3vpGjjjoqJ5988tPec8UVV6S5ubnnbcmSJQcwYbF2TAitalEIAQAAAH9SU+QnHzNmTKqrq9PU1LTT9aampkyYMOEZH7t58+b813/9Vz760Y8+4311dXWpq6t71ln7o3HDTQgBAAAAuyp0Qqi2tjYnnHBCbrzxxp5rXV1dufHGG3Pqqac+42N/+MMfprW1NW94wxv2d8x+yx5CAAAAwO4UOiGUJJdffnkuueSSnHjiiTn55JPzuc99Lps3b85ll12WJLn44oszefLkzJ07d6fHfeMb38jLX/7yjB49uojY/cKOQmiNQggAAAB4ksILoYsuuiirV6/OlVdemZUrV+bYY4/NNddc07PR9OLFi1NVtfMg06OPPppbbrkl1113XRGR+w0TQgAAAMDulMrlcrnoEAdSS0tLGhsb09zcnIaGhqLj7Fcbt7XnqA93l2YPf/SFGVxbXXAiAAAAYH/Zm86jX58yxjMbVleT+kHd/4lNCQEAAAA7KIQGsFKp9KdlY5u2FZwGAAAA6CsUQgPcpMbBSZIn1mwpOAkAAADQVyiEBrgjJjUmSR5c3lxwEgAAAKCvUAgNcEdM6t5E6sFlLQUnAQAAAPoKhdAAd+Tk7gmhh1a0pKurog6UAwAAAJ6GQmiAmzV2aOpqqrKptSOL1tlHCAAAAFAIDXg11VWZM3H7sjH7CAEAAABRCFWEI7fvI3T/UoUQAAAAoBCqCCcfNCpJ8j9/XJFO+wgBAABAxVMIVYDzj5iQxsGDsmzD1vzmsdVFxwEAAAAKphCqAPWDqvPK4ycnSf7jD4sLTgMAAAAUTSFUIV5z4tQkyf/OW+34eQAAAKhwCqEKcfC4YamuKqWtoyurN7UWHQcAAAAokEKoQtRUV2VCQ32SZOn6LQWnAQAAAIqkEKogU0cNTpIsWbe14CQAAABAkRRCFWTKyCFJTAgBAABApVMIVZApI/80IbS1rTPlss2lAQAAoBIphCrI1O0TQt+/c0kOu/KafPPWhcUGAgAAAAqhEKogOyaEdvjP2xcXlAQAAAAokkKogkwZNWSn9+c1bbKfEAAAAFQghVAF2XHs/JPd9MiqApIAAAAARVIIVZDqqtIu1256dHUBSQAAAIAiKYQqzEdeekSeM3NUvvPmk5MkdzyxruBEAAAAwIFWU3QADqxLTpuRS06bkZZt7UmSja0d2drWmcG11QUnAwAAAA4UE0IVanhdTWpruv/zr9nUWnAaAAAA4EBSCFWoUqmUscPqkiSrFUIAAABQURRCFWzM8O5CaM1GhRAAAABUEoVQBRs7rDZJsmZTW8FJAAAAgANJIVTBxmxfMmYPIQAAAKgsCqEKphACAACAyqQQqmBjepaMKYQAAACgkiiEKtifNpW2hxAAAABUEoVQBRvj2HkAAACoSAqhCtazh5Bj5wEAAKCiKIQq2NjtS8Y2tnZkW3tnwWkAAACAA0UhVMEa6mtSW939LWBjaQAAAKgcCqEKViqVnnTSmI2lAQAAoFIohCrc+Mb6JMmy9VsLTgIAAAAcKAqhCjd77LAkybymjQUnAQAAAA4UhVCFO2T88CTJ46s2FZwEAAAAOFAUQhXu4PEmhAAAAKDSKIQq3I4JoSfWbE5bR1fBaQAAAIADQSFU4SY21md4XU06uspZuHZz0XEAAACAA0AhVOFKpVJmWzYGAAAAFUUhRA4Z171sbF6TjaUBAACgEiiE6NlY+jETQgAAAFARFEL0bCxtyRgAAABUBoUQPYXQwrVb0trRWXAaAAAAYH9TCJHxDXUZXl+Tzq5ynljjpDEAAAAY6BRCpFQqPWnZmI2lAQAAYKBTCJEkOcTG0gAAAFAxFEIkSQ4eZ2NpAAAAqBQKIZL8aWPpxywZAwAAgAFPIUSSPy0ZW7h2c7a1O2kMAAAABjKFEEmSscPr0jh4ULrKyYLVThoDAACAgUwhRJIdJ41t31h6lX2EAAAAYCBTCNHj4PE2lgYAAIBKoBCixyHjuieE5tlYGgAAAAY0hRA9/nTSmAkhAAAAGMgUQvTYsWRs8botThoDAACAAUwhRI8xw2ozYkj3SWOPrjQlBAAAAAOVQogepVIppxw0Kkny9VueKDgNAAAAsL8ohNjJe55/SEql5P/dtzz3L20uOg4AAACwHyiE2MnhkxrysmMmJUl+cOeSgtMAAAAA+4NCiF2ctH3Z2MqWbQUnAQAAAPYHhRC7GD20LkmyZlNrwUkAAACA/UEhxC7GDq9NohACAACAgUohxC7GDNs+IbSxreAkAAAAwP6gEGIXOwqhre2d2dLWUXAaAAAAoLcphNjFkNrq1A/q/tYwJQQAAAADj0KIXZRKpZ4podX2EQIAAIABRyHEbvXsI6QQAgAAgAFHIcRu7SiE1m6yZAwAAAAGGoUQuzVmmKPnAQAAYKBSCLFblowBAADAwKUQYrdMCAEAAMDApRBit8YM3z4h5Nh5AAAAGHAUQuzW6KHbC6HNJoQAAABgoFEIsVuTRtQnSRav3ZJ5TRsLTgMAAAD0JoUQuzVt1JCce9i4dHSV839+eF86OruKjgQAAAD0EoUQu1UqlfLxlx+V4fU1uW9pc25bsLboSAAAAEAvUQjxtCY01ufsQ8YmSf64tLngNAAAAEBvUQjxjI6c3JgkeWh5S8FJAAAAgN6iEOIZHTmpuxB6YLkJIQAAABgoFEI8oyMmNSRJFq3dkpZt7QWnAQAAAHqDQohnNHJobSaPGJzEsjEAAAAYKBRC/Fk7poQeVAgBAADAgKAQ4s86fHsh9OhKhRAAAAAMBAoh/qypI4ckSZZv2FZwEgAAAKA3KIT4syaP7N5DaNmGrQUnAQAAAHqDQog/a8em0ss2bE1XV7ngNAAAAMCzpRDiz5rQWJ+qUtLW0ZU1m1uLjgMAAAA8Swoh/qxB1VUZ31CfxD5CAAAAMBAohNgjO5aN3fTIqvzs3mUply0dAwAAgP6qpugA9A+TRgxOFq3P5298LEkyYkhtzj5kbMGpAAAAgH1hQog9suOksR2uf2hlQUkAAACAZ0shxB7ZsWRsh18/vMqyMQAAAOinFELskUkj6nd6f3nztjy8YmNBaQAAAIBnQyHEHpk5ZljPr888eEyS5KZHVxUVBwAAAHgWbCrNHpkxZmi+ccmJGd9Qn1seX5PfPrYmjzWZEAIAAID+SCHEHnv+YeOTJPNXb0qSrGzZVmQcAAAAYB9ZMsZeG9/QvZ9QU0trwUkAAACAfaEQYq9N2F4IrWze5qQxAAAA6IcUQuy1CY3dhdDW9s60bOsoOA0AAACwtxRC7LX6QdVpHDwoSdJkHyEAAADodxRC7JMnLxsDAAAA+heFEPtk/PZlY04aAwAAgP5HIcQ+mdBQlyRpMiEEAAAA/Y5CiH3Ss2TMhBAAAAD0Owoh9smOJWM2lQYAAID+RyHEPjEhBAAAAP2XQoh9MrFxcJLkgWUtueLH96dcLhecCAAAANhTCiH2yZwJw/Pak6YmSf7z9sW5bcHaghMBAAAAe0ohxD6pqirl/77q6DxvzrgkyRNrNhecCAAAANhTCiGelWmjhiRJFq/bUnASAAAAYE8phHhWdhRCSxRCAAAA0G8ohHhWdhRCi9YqhAAAAKC/UAjxrEwbvX3J2NotThoDAACAfkIhxLMydWR3IbSxtSPNW9sLTgMAAADsCYUQz8rg2uqMG16XxMbSAAAA0F8ohHjWnDQGAAAA/YtCiGdNIQQAAAD9i0KIZ21Kz9HzWwtOAgAAAOwJhRDP2oSG+iTJ6o3bCk4CAAAA7AmFEM/ajk2lm1paC04CAAAA7AmFEM/a+O0TQqtMCAEAAEC/oBDiWRvf0D0htHpjazq7ygWnAQAAAP4chRDP2uhhdakqJV3lZO0my8YAAACgr1MI8axVV5UyZlj3lNCqjQohAAAA6OsUQvSKHfsINbXYRwgAAAD6OoUQvWLHSWMmhAAAAKDvUwjRK8aZEAIAAIB+QyFEr9hx0lhTiwkhAAAA6OsUQvSKccO7J4RWbzQhBAAAAH1d4YXQl770pcyYMSP19fU55ZRTcvvttz/j/Rs2bMi73vWuTJw4MXV1dTnkkEPyy1/+8gCl5emYEAIAAID+o6bIT/79738/l19+ea666qqccsop+dznPpfzzz8/jz76aMaNG7fL/W1tbTnvvPMybty4/OhHP8rkyZOzaNGijBgx4sCHZyc7ThlbtmFryuVySqVSwYkAAACAp1NoIfTZz342b33rW3PZZZclSa666qr84he/yNVXX52///u/3+X+q6++OuvWrcutt96aQYMGJUlmzJhxICPzNGaPG5a6mqqs29yW+as3Zfa44UVHAgAAAJ5GYUvG2tractddd+Xcc8/9U5iqqpx77rm57bbbdvuYn//85zn11FPzrne9K+PHj8+RRx6Zf/qnf0pnZ+fTfp7W1ta0tLTs9Ebvqx9UnZNmjEqS/O7xtQWnAQAAAJ5JYYXQmjVr0tnZmfHjx+90ffz48Vm5cuVuH7NgwYL86Ec/SmdnZ375y1/mH//xH/OZz3wmH//4x5/288ydOzeNjY09b1OnTu3V18GfnDprdJLkd4+vKTgJAAAA8EwK31R6b3R1dWXcuHH52te+lhNOOCEXXXRRPvjBD+aqq6562sdcccUVaW5u7nlbsmTJAUxcWU6fPSZJ8vsFa9PZVS44DQAAAPB0CttDaMyYMamurk5TU9NO15uamjJhwoTdPmbixIkZNGhQqqure64ddthhWblyZdra2lJbW7vLY+rq6lJXV9e74dmtIyc1ZHh9TVq2deThFS05cnJj0ZEAAACA3ShsQqi2tjYnnHBCbrzxxp5rXV1dufHGG3Pqqafu9jGnn356Hn/88XR1dfVcmzdvXiZOnLjbMogDq6a6KkdtL4EeWbmx4DQAAADA0yl0ydjll1+ef/u3f8u3vvWtPPzww3nHO96RzZs395w6dvHFF+eKK67ouf8d73hH1q1bl/e85z2ZN29efvGLX+Sf/umf8q53vauol8BTzB43LEny+KpNBScBAAAAnk6hx85fdNFFWb16da688sqsXLkyxx57bK655pqejaYXL16cqqo/dVZTp07Ntddem7/927/N0UcfncmTJ+c973lP/u7v/q6ol8BTHNxTCJkQAgAAgL6qVC6XK2r335aWljQ2Nqa5uTkNDQ1Fxxlwbpu/Nq/7t99n+ugh+d//89yi4wAAAEDF2JvOo1+dMkbft2PJ2JJ1W7KtvbPgNAAAAMDuKIToVWOG1WbEkEHpKicLVm8uOg4AAACwGwohelWpVOrZR+gx+wgBAABAn6QQotc5aQwAAAD6NoUQve6Q8cOTJI+sNCEEAAAAfZFCiF532MTuncwfWt5ScBIAAABgdxRC9LodhdCyDVvTvLW94DQAAADAUymE6HWNgwdl8ojBSZKHV5gSAgAAgL5GIcR+sWNKSCEEAAAAfY9CiP3i8En2EQIAAIC+SiHEfnH4xO6Txh4yIQQAAAB9jkKI/WLH0fMLVm9OuVwuOA0AAADwZAoh9ovJIwenVEq2tndmzaa2ouMAAAAAT6IQYr+oq6nOxIb6JMmS9VsKTgMAAAA8mUKI/WbKqCFJkiXrFEIAAADQlyiE2G+mKYQAAACgT1IIsd9MHdldCC1WCAEAAECfohBiv5k2enCSZMm6rQUnAQAAAJ5MIcR+Y0IIAAAA+iaFEPvN1O17CC3bsDVfvvnxrN7YWnAiAAAAIFEIsR+NHVbX8+t/vubRfP23CwpMAwAAAOygEGK/qaoq5ZipI3reX7rBXkIAAADQFyiE2K++8vrj89qTpiZJ1m6yZAwAAAD6AoUQ+9WkEYPzkmMmJUnWbGorOA0AAACQKIQ4AMZs30tojQkhAAAA6BMUQux3Y4bVJkk2bGlPe2dXwWkAAAAAhRD73Yghtakqdf963WbLxgAAAKBoCiH2u+qqUkYN7V42tnqjZWMAAABQNIUQB8SOZWNrTQgBAABA4RRCHBA9G0ubEAIAAIDCKYQ4IHZMCDlpDAAAAIqnEOKA2DEhZMkYAAAAFE8hxAExZrglYwAAANBXKIQ4IEYP7V4yttqSMQAAACicQogDYseE0NpNlowBAABA0RRCHBBjt+8htMqSMQAAACicQogDYkJjfZJk7ebWtHV0FZwGAAAAKptCiANi1JDa1FZXpVxOmlq2FR0HAAAAKppCiAOiqqrUMyW0UiEEAAAAhVIIccDsKIRWNCuEAAAAoEgKIQ6YSTsKoQ1bC04CAAAAlU0hxAEzoXFwEhNCAAAAUDSFEAfMpBE7loyZEAIAAIAiKYQ4YCY0bN9U2oQQAAAAFEohxAEzaUT3krHlCiEAAAAolEKIA2bHKWOrN7bmH3/6QBav3VJwIgAAAKhMCiEOmNFDa3t+/Z3fL8rVv3uiwDQAAABQuRRCHDClUimHjh/e8/6CNZsLTAMAAACVSyHEAfUvFx2bVxw3OUnSZC8hAAAAKIRCiAPq8EkN+evnzU6SLF2/JeVyueBEAAAAUHkUQhxwO04b29zWmQ1b2gtOAwAAAJVHIcQBVz+oOmOH1yVJlm3YWnAaAAAAqDwKIQoxefuU0NL1jp4HAACAA00hRCGmjNxRCJkQAgAAgANNIUQhpowckkQhBAAAAEVQCFGIySaEAAAAoDAKIQqxY8mYTaUBAADgwFMIUYipI20qDQAAAEVRCFGISdtPGdu4rSPNW9sLTgMAAACVRSFEIYbU1mT00NokyTL7CAEAAMABpRCiMJMtGwMAAIBCKIQojI2lAQAAoBgKIQozZeSQJI6eBwAAgANNIURhJo+wZAwAAACKoBCiMJaMAQAAQDEUQhTmT5tKK4QAAADgQFIIUZgdS8Y2bGnPptaOgtMAAABA5VAIUZjh9YMyYsigJMmSdfYRAgAAgANFIUShDhk/PEly35INxQYBAACACqIQolDPmTk6SfL7BWsLTgIAAACVQyFEoZ5z0Kgkye8XrEu5XC44DQAAAFQGhRCFOm7ayNRWV2Vly7YsWmsfIQAAADgQFEIUanBtdY6dOiKJZWMAAABwoCiEKNyJM0YmSf64rLngJAAAAFAZFEIUbsaYoUkcPQ8AAAAHikKIwk0bNSRJslghBAAAAAeEQojC7SiElq3fmo7OroLTAAAAwMCnEKJwExrqU1tdlY6uclY0bys6DgAAAAx4CiEKV1VVypRRg5PYRwgAAAAOBIUQfYJ9hAAAAODAUQjRJyiEAAAA4MBRCNEnKIQAAADgwFEI0SdM3V4I2UMIAAAA9j+FEH3C1JEmhAAAAOBAUQjRJ0we2X3K2Pot7dnS1lFwGgAAABjYFEL0CY2DB2V4XU2SZPmGbQWnAQAAgIFNIUSfMWlE95TQsg1bC04CAAAAA5tCiD5jx7Kx5QohAAAA2K8UQvQZk0bUJ0mWrVcIAQAAwP6kEKLPmDyi+6QxE0IAAACwfymE6DN2TAgtVQgBAADAfqUQos+YPMIeQgAAAHAgKIToM3ZsKr2yeVs6u8oFpwEAAICBSyFEnzFueH1qqkrp6Cpn1cZtRccBAACAAUshRJ9RXVXKtFHdG0v/6v6VBacBAACAgUshRJ/yljNnJkn+5fp5poQAAABgP1EI0adcdNLUHDOlMRtbO/Kd2xYVHQcAAAAGJIUQfUp1VSmvPH5KkuSRlRsLTgMAAAADk0KIPuegMUOTJE+s2VxwEgAAABiYFEL0OTPHdhdCi9ZuTkdnV8FpAAAAYOBRCNHnTGocnPpBVWnvLGfp+q1FxwEAAIABRyFEn1NVVcqM0d1TQgvWbCo4DQAAAAw8CiH6pFljhyVJFqy2jxAAAAD0NoUQfdKOjaXnK4QAAACg1ymE6JN2bCy9YLUlYwAAANDbFEL0STsmhBat3VJwEgAAABh4FEL0SVNGDkmSNG3clrYOR88DAABAb1II0SeNHlqb2pqqlMtJU8u2ouMAAADAgKIQok+qqipl8ojBSZJlG7YWnAYAAAAGFoUQfdakEfVJkmXrFUIAAADQmxRC9FmTGrsnhJabEAIAAIBepRCiz5o8cnsh1KwQAgAAgN6kEKLPmtSzh5BNpQEAAKA3KYTos3o2lV6/peAkAAAAMLAohOizdhRCyzdsS7lcLjgNAAAADBwKIfqsCY3dp4xtbe/Mhi3tBacBAACAgUMhRJ9VP6g6Y4fXJUmWOWkMAAAAeo1CiD5tfEN3IbRqo42lAQAAoLcohOjTxg/vXjbW1NJacBIAAAAYOBRC9GnjdkwIKYQAAACg1yiE6NPG7ZgQsmQMAAAAeo1CiD7NhBAAAAD0PoUQfdqOPYRsKg0AAAC9RyFEn2ZCCAAAAHqfQog+bcceQqs3taazq1xwGgAAABgYFEL0aWOG1aZUSjq7ylm3ua3oOAAAADAgKITo02qqqzJ66PZlY/YRAgAAgF6hEKLPG28fIQAAAOhVCiH6vHHDTQgBAABAb1II0eeNb+jeWHplswkhAAAA6A0KIfq8qaOGJEkWrNlUcBIAAAAYGBRC9HmHT2xIkjy4vKXgJAAAADAwKITo846Y1F0ILVi9KVvbOgtOAwAAAP2fQog+b1xDfcYMq0tXOXlkpSkhAAAAeLYUQvQLh0+ybAwAAAB6S58ohL70pS9lxowZqa+vzymnnJLbb7/9ae/95je/mVKptNNbfX39AUxLEY5QCAEAAECvKbwQ+v73v5/LL788H/rQh3L33XfnmGOOyfnnn59Vq1Y97WMaGhqyYsWKnrdFixYdwMQUYUch9NDy5oKTAAAAQP9XeCH02c9+Nm9961tz2WWX5fDDD89VV12VIUOG5Oqrr37ax5RKpUyYMKHnbfz48QcwMUU4dPzwJMmC1ZtTLpcLTgMAAAD9W6GFUFtbW+66666ce+65Pdeqqqpy7rnn5rbbbnvax23atCnTp0/P1KlT87KXvSwPPvjg097b2tqalpaWnd7of6aMHJIk2djakeat7QWnAQAAgP6t0EJozZo16ezs3GXCZ/z48Vm5cuVuH3PooYfm6quvzs9+9rN897vfTVdXV0477bQsXbp0t/fPnTs3jY2NPW9Tp07t9dfB/je4tjpjhtUlSZas21pwGgAAAOjfCl8ytrdOPfXUXHzxxTn22GNz9tln58c//nHGjh2br371q7u9/4orrkhzc3PP25IlSw5wYnrL1FGDkyRL1m8pOAkAAAD0bzVFfvIxY8akuro6TU1NO11vamrKhAkT9ug5Bg0alOOOOy6PP/74bj9eV1eXurq6Z52V4k0dOST3LN6QJesUQgAAAPBsFDohVFtbmxNOOCE33nhjz7Wurq7ceOONOfXUU/foOTo7O3P//fdn4sSJ+ysmfYQJIQAAAOgdhU4IJcnll1+eSy65JCeeeGJOPvnkfO5zn8vmzZtz2WWXJUkuvvjiTJ48OXPnzk2SfPSjH81znvOczJ49Oxs2bMinPvWpLFq0KG95y1uKfBkcANNGdW8sbQ8hAAAAeHYKL4QuuuiirF69OldeeWVWrlyZY489Ntdcc03PRtOLFy9OVdWfBpnWr1+ft771rVm5cmVGjhyZE044IbfeemsOP/zwol4CB8jUkTsKIRNCAAAA8GyUyuVyuegQB1JLS0saGxvT3NychoaGouOwF5as25Iz//mm1FZX5ZGPvTBVVaWiIwEAAECfsTedR787ZYzKNbGxPtVVpbR1dmXVxtai4wAAAEC/pRCi36iprsqEhvokybINlo0BAADAvlII0a9MaOwuhJpaTAgBAADAvlII0a/smBBa2byt4CQAAADQfymE6FfGNdQlSZo2KoQAAABgXymE6Fd2TAg1mRACAACAfaYQol8Z32APIQAAAHi2FEL0Kz2FkCVjAAAAsM8UQvQr43fsIWTJGAAAAOyzfSqElixZkqVLl/a8f/vtt+e9731vvva1r/VaMNidHRNCm9s6s6m1o+A0AAAA0D/tUyH0l3/5l7npppuSJCtXrsx5552X22+/PR/84Afz0Y9+tFcDwpMNravJ8LqaJI6eBwAAgH21T4XQAw88kJNPPjlJ8oMf/CBHHnlkbr311nzve9/LN7/5zd7MB7sY39g9JbSqRSEEAAAA+2KfCqH29vbU1XXv5XLDDTfkpS99aZJkzpw5WbFiRe+lg93YsY/QSoUQAAAA7JN9KoSOOOKIXHXVVfntb3+b66+/Pi984QuTJMuXL8/o0aN7NSA81fjh3RNCCiEAAADYN/tUCH3yk5/MV7/61Zxzzjl53etel2OOOSZJ8vOf/7xnKRnsL9NHD02SPLispeAkAAAA0D/V7MuDzjnnnKxZsyYtLS0ZOXJkz/W3ve1tGTJkSK+Fg90565Ax+Zcb5uU3j61Oe2dXBlXvU68JAAAAFWuf/iW9devWtLa29pRBixYtyuc+97k8+uijGTduXK8GhKc6esqIjBpam43bOnLXovVFxwEAAIB+Z58KoZe97GX59re/nSTZsGFDTjnllHzmM5/Jy1/+8nzlK1/p1YDwVNVVpZxzyNgkyU2Prio4DQAAAPQ/+1QI3X333TnzzDOTJD/60Y8yfvz4LFq0KN/+9rfzr//6r70aEHbnnDndk2i/nbem4CQAAADQ/+xTIbRly5YMHz48SXLdddflla98ZaqqqvKc5zwnixYt6tWAsDtHTmpIkixcuznlcrngNAAAANC/7FMhNHv27Pz0pz/NkiVLcu211+YFL3hBkmTVqlVpaGjo1YCwO5NGDE6SbGnrTMvWjoLTAAAAQP+yT4XQlVdemfe///2ZMWNGTj755Jx66qlJuqeFjjvuuF4NCLtTP6g6o4bWJkmWN28tOA0AAAD0L/t07PyrX/3qnHHGGVmxYkWOOeaYnuvPf/7z84pXvKLXwsEzmdhYn3Wb27KieWsOm2gyDQAAAPbUPhVCSTJhwoRMmDAhS5cuTZJMmTIlJ598cq8Fgz9nYuPgPLi8Jcs3bCs6CgAAAPQr+7RkrKurKx/96EfT2NiY6dOnZ/r06RkxYkQ+9rGPpaurq7czwm5NGlGfJFlhyRgAAADslX2aEPrgBz+Yb3zjG/m///f/5vTTT0+S3HLLLfnwhz+cbdu25ROf+ESvhoTdmdjYvbG0CSEAAADYO/tUCH3rW9/K17/+9bz0pS/tuXb00Udn8uTJeec736kQ4oDYMSG0fIMJIQAAANgb+7RkbN26dZkzZ84u1+fMmZN169Y961CwJ3YcPb+i2YQQAAAA7I19KoSOOeaYfPGLX9zl+he/+MUcffTRzzoU7ImJjd0TQiubt6Wrq1xwGgAAAOg/9mnJ2D//8z/nwgsvzA033JBTTz01SXLbbbdlyZIl+eUvf9mrAeHpjG+oT6mUtHV2Ze3mtowdXld0JAAAAOgX9mlC6Oyzz868efPyile8Ihs2bMiGDRvyyle+Mg8++GC+853v9HZG2K1B1VWZtH1j6bsWrS84DQAAAPQfpXK53Gtrbe67774cf/zx6ezs7K2n7HUtLS1pbGxMc3NzGhoaio7Ds/TP1zySL988PycfNCo/ePupRccBAACAwuxN57FPE0LQV1x86ozUVJVy+xPrcv/S5qLjAAAAQL+gEKJfm9BYnwuPnpgk+fE9SwtOAwAAAP2DQoh+73lzxiVJ7lxoHyEAAADYE3t1ytgrX/nKZ/z4hg0bnk0W2CcnzRiVJHloRUs2t3ZkaN0+HZ4HAAAAFWOv/uXc2Nj4Zz9+8cUXP6tAsLcmjRicSY31Wd68Lfct2ZDTZo8pOhIAAAD0aXtVCP37v//7/soBz8oJM0Zl+X3Lc+ei9QohAAAA+DPsIcSAcNKMkUmS259YV3ASAAAA6PsUQgwIp80anSS55fE1uXuxzaUBAADgmSiEGBBmjxueVx0/JUnyjz99IJ1d5YITAQAAQN+lEGLAuOKCORleX5MHl7fktvlri44DAAAAfZZCiAFjzLC6XHDkxCTJ9Q+tLDgNAAAA9F0KIQaUFxwxPkly/UNNKZctGwMAAIDdUQgxoJw+e0yG1FZnefO2PLi8peg4AAAA0CcphBhQ6gdV5+xDxiZJbni4qeA0AAAA0DcphBhwzjh4TJLkjoXrCk4CAAAAfZNCiAHnpBmjkiR3L9qQ9s6ugtMAAABA36MQYsCZPXZYGgcPytb2zjxkHyEAAADYhUKIAaeqqpQTp49MYtkYAAAA7I5CiAHppIO6l4398v4VWbp+S8FpAAAAoG9RCDEgnTZrdJLk7sUbcsYnb8rLvvS7PNa0seBUAAAA0DcohBiQjp4yIl994wk5debolErJfUs25Nu3LSo6FgAAAPQJCiEGrPOPmJD/fNtz8rmLjk2S3LtkQ6F5AAAAoK9QCDHg7TiG/uEVLdna1llwGgAAACieQogBb2JjfcY31KWjq5wHljcXHQcAAAAKpxBiwCuVSjluavcx9PcsXl9wGgAAACieQoiKcNy0EUmSexZvKDQHAAAA9AUKISrCCdO7J4RuW7A27Z1dBacBAACAYimEqAjHTRuZMcNqs2FLe26dv7boOAAAAFAohRAVobqqlBcdOTFJ8j/3LS84DQAAABRLIUTFePHR3YXQtQ+uTFuHZWMAAABULoUQFePEGaMyZlhtWrZ15L6lG4qOAwAAAIVRCFExqqtKOXb78fN/XNpccBoAAAAojkKIinL0lMYkyf0mhAAAAKhgCiEqylHbC6E/LjMhBAAAQOVSCFFRjprcXQgtWL05G7e1F5wGAAAAiqEQoqKMGVaXySMGJ0keWNZScBoAAAAohkKIirNjSuj+ZRuKDQIAAAAFUQhRcQ4ZPyxJsnDtloKTAAAAQDEUQlScKSOHJEmWrt9acBIAAAAohkKIijNlZPceQkvXmxACAACgMimEqDhPnhDq6ioXnAYAAAAOPIUQFWfiiPpUlZK2jq6s2dRadBwAAAA44BRCVJxB1VWZ2Ni9bGyJfYQAAACoQAohKtJk+wgBAABQwRRCVKQ/bSxtQggAAIDKoxCiIk3t2VjahBAAAACVRyFERTIhBAAAQCVTCFGRpo8emiR5dOXGlMuOngcAAKCyKISoSEdPaUxdTVVWbWzNvKZNRccBAACAA0ohREWqH1SdU2aOTpL8Zt7qgtMAAADAgaUQomKdfcjYJMlvHlMIAQAAUFkUQlSssw8ZkyT5wxPrsrWts+A0AAAAcOAohKhYs8YOy8TG+rR1dOWuReuLjgMAAAAHjEKIilUqlXLq9n2Efr9gbcFpAAAA4MBRCFHRTpk5KknyhycUQgAAAFQOhRAV7TnbJ4TuXbLBPkIAAABUDIUQFW3aqCGZ2Fif9s5y7llsHyEAAAAqg0KIilYqlXLKQd3Lxu5YqBACAACgMiiEqHhHTGpMksxbtbHgJAAAAHBgKISoeLPHD0uSPNakEAIAAKAyKISoeIeMH54keWLN5rR3dhWcBgAAAPY/hRAVb1JjfYbWVqe9s5xFa7cUHQcAAAD2O4UQFa9UKmX2OMvGAAAAqBwKIUhy8PZlY4+t2lRwEgAAANj/FEKQ5OAdE0IKIQAAACqAQgiSHLz9pLGHV7QUnAQAAAD2P4UQJDlu6sgkyeOrNmX1xtaC0wAAAMD+pRCCJCOH1ubwiQ1JktsWrC04DQAAAOxfCiHY7rRZo5Mkt81fU3ASAAAA2L8UQrDdabO7C6Fb55sQAgAAYGBTCMF2Jx80OtVVpSxauyVL128pOg4AAADsNwoh2G5YXU2OmdKYxJQQAAAAA5tCCJ7ktFljkiS3KYQAAAAYwBRC8CQ7Npa+df6alMvlgtMAAADA/qEQgic5fvrI1NZUpamlNQvWbC46DgAAAOwXCiF4kvpB1Tlh2sgk9hECAABg4FIIwVMcvX1j6QWrNxWcBAAAAPYPhRA8xaQRg5MkyzdsLTgJAAAA7B8KIXiKPxVC2wpOAgAAAPuHQgieYtKI+iTJimYTQgAAAAxMCiF4isnbJ4TWbGrLtvbOgtMAAABA71MIwVM0Dh6UwYOqkyQrmi0bAwAAYOBRCMFTlEqlnmVjNpYGAABgIFIIwW44aQwAAICBTCEEuzHZSWMAAAAMYAoh2I2JjSaEAAAAGLgUQrAbPXsIOXoeAACAAUghBLsxZeSQJMmitVsKTgIAAAC9TyEEu3HohOFJksXrtmTjtvaC0wAAAEDvUgjBbowaWpsJDd3Lxh5dubHgNAAAANC7FELwNA6f1JAkeWhFS8FJAAAAoHcphOBpHDaxe9nYQ8sVQgAAAAwsCiF4GodPbEySPGxCCAAAgAFGIQRPY8eSsUdWbkxHZ1fBaQAAAKD3KITgaUwfNSRDaqvT2tGVhY6fBwAAYABRCMHTqKoqZdbYYUmSx1dtKjgNAAAA9B6FEDyD2eO6C6H5qxVCAAAADBwKIXgGs8YOTaIQAgAAYGBRCMEz2LFkbP7qzQUnAQAAgN6jEIJnMGv7krEFqzalXC4XnAYAAAB6h0IInsH00UNSVUo2tnZk9cbWouMAAABAr1AIwTOoq6nOtFFDkjhpDAAAgIFDIQR/xo6Txh63sTQAAAADhEII/oxDxg9Pkjy8oqXgJAAAANA7+kQh9KUvfSkzZsxIfX19TjnllNx+++179Lj/+q//SqlUystf/vL9G5CKdvSUxiTJfUuaC04CAAAAvaPwQuj73/9+Lr/88nzoQx/K3XffnWOOOSbnn39+Vq1a9YyPW7hwYd7//vfnzDPPPEBJqVRHTxmRJHm0aWO2tXcWGwYAAAB6QeGF0Gc/+9m89a1vzWWXXZbDDz88V111VYYMGZKrr776aR/T2dmZ17/+9fnIRz6SmTNnHsC0VKKJjfUZM6w2nV3lPLjcsjEAAAD6v0ILoba2ttx1110599xze65VVVXl3HPPzW233fa0j/voRz+acePG5c1vfvOf/Rytra1paWnZ6Q32RqlU6pkSun/phkKzAAAAQG8otBBas2ZNOjs7M378+J2ujx8/PitXrtztY2655ZZ84xvfyL/927/t0eeYO3duGhsbe96mTp36rHNTeXbsI/THpfYRAgAAoP8rfMnY3ti4cWPe+MY35t/+7d8yZsyYPXrMFVdckebm5p63JUuW7OeUDEQ7CiFLxgAAABgIaor85GPGjEl1dXWampp2ut7U1JQJEybscv/8+fOzcOHCvOQlL+m51tXVlSSpqanJo48+mlmzZu30mLq6utTV1e2H9FSS2WO7j55fuHZzurrKqaoqFZwIAAAA9l2hE0K1tbU54YQTcuONN/Zc6+rqyo033phTTz11l/vnzJmT+++/P/fee2/P20tf+tI897nPzb333ms5GPvNpBH1qakqpbWjKytathUdBwAAAJ6VQieEkuTyyy/PJZdckhNPPDEnn3xyPve5z2Xz5s257LLLkiQXX3xxJk+enLlz56a+vj5HHnnkTo8fMWJEkuxyHXpTTXVVpo0akgVrNmfhms2ZPGJw0ZEAAABgnxVeCF100UVZvXp1rrzyyqxcuTLHHntsrrnmmp6NphcvXpyqqn611RED1IwxQ7sLobWbc/rsPdvDCgAAAPqiUrlcLhcd4kBqaWlJY2Njmpub09DQUHQc+pGP/r+HcvXvnshbzzwoH7zw8KLjAAAAwE72pvMwegN76KAxQ5IkP7hzaS6++vYsXLO54EQAAACwbxRCsIemjx6aJGne2p7fzFudL9/8eMGJAAAAYN8ohGAPHTRm6E7vr9vcXlASAAAAeHYUQrCHJj3lZLE1m1oLSgIAAADPjkII9lB1VSkffdkROWnGyCTJ0vVbCk4EAAAA+0YhBHvh4lNn5OuXnJQkWbOpLVvaOgpOBAAAAHtPIQR7qXHwoDTU1yRJlqzbWnAaAAAA2HsKIdgHU0d1H0G/ZJ1lYwAAAPQ/CiHYB1NHbi+E7CMEAABAP6QQgn0wbfSOCSFLxgAAAOh/FEKwD6aO7D6C3oQQAAAA/ZFCCPbB9NFDkyT3LdmQ9s6ugtMAAADA3lEIwT44ZeaojBlWm1UbW3Pdg01FxwEAAIC9ohCCfVBXU52/PHlakuSbtz5RcBoAAADYOwoh2Eevf8701FSVcsfC9bnpkVVFxwEAAIA9phCCfTS+oT6XnjYjSfL3P/5jmre2FxsIAAAA9pBCCJ6F973g0Bw0ZmiaWlrzwzuXFB0HAAAA9ohCCJ6FwbXVefmxk5Mk85o2FpwGAAAA9oxCCJ6lGWOGJEmeWLO54CQAAACwZxRC8CzNHDMsSfLEmi0FJwEAAIA9oxCCZ2nHhNCaTa3ZuM3G0gAAAPR9CiF4lobXD8qYYXVJkoWmhAAAAOgHFELQCw7aPiW0YM2mgpMAAADAn6cQgl5w0JihSUwIAQAA0D8ohKAXzNheCD1hQggAAIB+QCEEvWDm9kLozkXr09rRWXAaAAAAeGYKIegFZxw8NmOH12Xp+q35+m+fKDoOAAAAPCOFEPSCYXU1+eAFhyVJvvDrx/L4KkvHAAAA6LsUQtBLXnbspJwxe0y2tXflr//znmxrt3QMAACAvkkhBL2kVCrlM685JqOH1ubhFS354Z1Lio4EAAAAu6UQgl40vqE+bzx1epLk3iXNBacBAACA3VMIQS87bGJDkuSRlS0FJwEAAIDdUwhBLztsQnch9FjTpnR0dhWcBgAAAHalEIJeNmXk4AytrU5bZ1eeWLO56DgAAACwC4UQ9LKqqlIOnTA8SfLwyo0FpwEAAIBdKYRgP5izYx+hFfYRAgAAoO9RCMF+cNj2CaE/LnXSGAAAAH2PQgj2g1Nmjk6plNzy+Jrc8FBT0XEAAABgJwoh2A8OGT88bz1zZpLk73/8x2zc1l5wIgAAAPgThRDsJ+97wSE5aMzQrNnUlp/csyxJ8pnrHs37f3if4+gBAAAolEII9pO6mupccur0JMm3b1uUVS3b8oVfP54f3bU0ty1YW3A6AAAAKplCCPajV54wJUNqq/P4qk35v796pOf6tQ+uLDAVAAAAlU4hBPtRQ/2gvOr4KUmSH29fNpYk1z/UlK6uclGxAAAAqHAKIdjP3nbWzFRXlXa61tTSmvuWbigmEAAAABVPIQT72dRRQ/KK4yYnSRrqa3L+EeOTJDc/urrIWAAAAFQwhRAcAO95/sGZM2F43nbWzJwxe0yS5O7F6wtOBQAAQKWqKToAVIKpo4bkmveelSR5cHlzkuTexRvS1VVO1VOWkwEAAMD+ZkIIDrBDxw/P0NrqbGztyGOrNhUdBwAAgAqkEIIDrKa6KsdOG5EkuWuRZWMAAAAceAohKMDx00YmSe5ctK7gJAAAAFQihRAU4DkzRydJ/ue+FXlkZUvBaQAAAKg0CiEowGmzRuf5c8alrbMr7/2ve9PZVS46EgAAABVEIQQFKJVK+eSrj87wupo8snJj7l/WXHQkAAAAKohCCAoyZlhdTpk5Kkly50J7CQEAAHDgKISgQCfO6C6E7lAIAQAAcAAphKBAJ83YftrYwvUpl+0jBAAAwIGhEIICHTm5MbU1VVm7uS0L1mwuOg4AAAAVQiEEBaqrqc6xU0cksY8QAAAAB45CCAp2xKSGJMljTZsKTgIAAEClUAhBwWaOGZokWbjWkjEAAAAODIUQFGzG9kLoCXsIAQAAcIAohKBgM0Z3F0JL1m1NZ5eTxgAAANj/FEJQsEkjBqe2uiptnV1ZvmFr0XEAAACoAAohKFh1VSnTRw9JEkfPAwAAcEAohKAP2LGP0EKFEAAAAAeAQgj6gINsLA0AAMABpBCCPmDHxtLzV28qOAkAAACVQCEEfcCxU0ckSX6/YG1Wb2wtNgwAAAADnkII+oDDJzXkuGkj0t5ZzvfvWFx0HAAAAAY4hRD0ERefOj1J8r0/LE5HZ1fBaQAAABjIFELQR1xw1MQ01NdkRfO2PLi8peg4AAAADGAKIegj6mqqc/JBo5IkdyxcV3AaAAAABjKFEPQhJ83oLoRuf0IhBAAAwP6jEII+5KQnTQh1dZULTgMAAMBApRCCPuTISY2pH1SV9VvaM3/1pqLjAAAAMEAphKAPqa2pyvHTRiZJbrePEAAAAPuJQgj6GPsIAQAAsL8phKCP6TlpTCEEAADAfqIQgj7muGkjUlNVyvLmbVm6fkvRcQAAABiAFELQxwyprcmRkxuTWDYGAADA/qEQgj7o5CcdPw8AAAC9TSEEfdCpM0cnSa57sCnb2jsLTgMAAMBAoxCCPujMg8dkUmN91m5uy8/vW150HAAAAAYYhRD0QTXVVbn4tBlJkqtveSLlcrnYQAAAAAwoCiHoo1530rQMqi7lkZUbs3T91qLjAAAAMIAohKCPahwyKNNGDUmSLFrr+HkAAAB6j0II+rDpo4cmSRat21xwEgAAAAYShRD0YTsmhBabEAIAAKAXKYSgD5s+2pIxAAAAep9CCPqwnkJonUIIAACA3qMQgj5s2qjuPYQWr93s6HkAAAB6jUII+rCpowanVEo2t3Vm7ea2ouMAAAAwQCiEoA+rq6nOpMbBSZJFa500BgAAQO9QCEEft+OksVd95bZ8+OcPWjoGAADAs6YQgj7unEPH9vz6m7cuzKeve7TANAAAAAwECiHo495+9qzc9f+dm0+84sgkyZdump9PXvOISSEAAAD2mUII+oHRw+ry+lOm54oXzUmSfOXm+fnVAysLTgUAAEB/pRCCfuTtZ8/KG54zLUnyu8fXFJwGAACA/kohBP3Mc2aOTpI8sKy54CQAAAD0Vwoh6GeOmtyYJHl45ca0dXQVnAYAAID+SCEE/cy0UUPSUF+Tto6uzGvaWHQcAAAA+iGFEPQzpVIpR03pnhKybAwAAIB9oRCCfujI7cvG7lcIAQAAsA8UQtAPHTd1RJLkuoeasrm1o9gwAAAA9DsKIeiHnjdnfKaNGpLVG1vztd8sKDoOAAAA/YxCCPqh2pqq/N0L5yRJvvabBXl81aaCEwEAANCfKISgn7rgqAk5bdbobG3vzDu/d1e2tFk6BgAAwJ5RCEE/VSqV8rnXHpuxw+syr2lT/uMPi4uOBAAAQD+hEIJ+bNzw+rz7ubOTJL96YGXBaQAAAOgvFELQz73giPFJkrsWrc+qlm0FpwEAAKA/UAhBPzexcXCO3X4M/bUPNRUbBgAAgH5BIQQDwIuOnJAkudayMQAAAPaAQggGgPOP6C6EbluwNhu2tBWcBgAAgL5OIQQDwIwxQzNnwvB0dpVzw8Orio4DAABAH6cQggHihduXjV1j2RgAAAB/hkIIBogdhdBv5q3Obx9bXXAaAAAA+jKFEAwQh44fnrMPGZu2zq5c+u935O7F64uOBAAAQB+lEIIBolQq5WsXn5CzDxmbzq5yfn7v8qIjAQAA0EcphGAAqaupzmtPmpokuXX+moLTAAAA0FcphGCAec7M0UmSeU2bsnpja8FpAAAA6IsUQjDAjBxam8MnNiRJfn7f8qzf3FZwIgAAAPoahRAMQKfN6p4S+tj/PJSzP3VT5jVtLDgRAAAAfYlCCAagFx01MaVS969btnXksn+/Izc9uiqdXeVigwEAANAnlMrlckX9C7GlpSWNjY1pbm5OQ0ND0XFgv1nRvDXtHeVcfPUfsnDtliTJX54yLf/0iqMKTgYAAMD+sDedhwkhGKAmNg7OtNFD8l9vOzWvO7n75LH/d9/ydHR2FZwMAACAoimEYICb0Fifj7/8qIwcMigbt3Xk7sUbio4EAABAwRRCUAGqq0o5+5CxSZKbHl1VcBoAAACKphCCCvHcOeOSJDc9ohACAACodAohqBBnHTw2VaXkkZUbs2D1pqLjAAAAUCCFEFSIkUNrc9b2ZWM/uHNpwWkAAAAokkIIKshrT+o+bexHdy1Nu9PGAAAAKpZCCCrI8w8bnzHDarNmU2t+bS8hAACAiqUQggoyqLoqrzphSpLk+3csKTgNAAAARVEIQYW56MTuZWM3P7oqK5q3FpwGAACAIiiEoMLMHDssJx80Kl3l5Ic2lwYAAKhIfaIQ+tKXvpQZM2akvr4+p5xySm6//fanvffHP/5xTjzxxIwYMSJDhw7Nsccem+985zsHMC30fzs2l/7+HUvS1VUuOA0AAAAHWuGF0Pe///1cfvnl+dCHPpS77747xxxzTM4///ysWrX7DW9HjRqVD37wg7ntttvyxz/+MZdddlkuu+yyXHvttQc4OfRfFxw1McPra7Jsw9a87Tt35riPXpf3//C+NLVsKzoaAAAAB0CpXC4XOh5wyimn5KSTTsoXv/jFJElXV1emTp2av/7rv87f//3f79FzHH/88bnwwgvzsY997M/e29LSksbGxjQ3N6ehoeFZZYf+7MqfPZBv37Zop2tnHjwm33nzKQUlAgAA4NnYm86j0Amhtra23HXXXTn33HN7rlVVVeXcc8/Nbbfd9mcfXy6Xc+ONN+bRRx/NWWedtdt7Wltb09LSstMbkFy0fdlYkrz46IlJklvnr03LtvaiIgEAAHCAFFoIrVmzJp2dnRk/fvxO18ePH5+VK1c+7eOam5szbNiw1NbW5sILL8wXvvCFnHfeebu9d+7cuWlsbOx5mzp16m7vg0pzxKTGvOf5B+ctZxyUz7/2uMwcOzSdXeX8dt6aoqMBAACwnxW+h9C+GD58eO69997ccccd+cQnPpHLL788N998827vveKKK9Lc3NzztmTJkgMbFvqwvz3vkPx/Lz481VWlPO/QcUmSXz+y+/27AAAAGDhqivzkY8aMSXV1dZqamna63tTUlAkTJjzt46qqqjJ79uwkybHHHpuHH344c+fOzTnnnLPLvXV1damrq+vV3DAQPW/OuHz9lidy86Or0t7ZlUHV/bIvBgAAYA8U+i++2tranHDCCbnxxht7rnV1deXGG2/MqaeeusfP09XVldbW1v0RESrGiTNGZfTQ2qzd3JYf3bW06DgAAADsR4WPAFx++eX5t3/7t3zrW9/Kww8/nHe84x3ZvHlzLrvssiTJxRdfnCuuuKLn/rlz5+b666/PggUL8vDDD+czn/lMvvOd7+QNb3hDUS8BBoTamqq887ndk3efv+GxbGvvLDgRAAAA+0uhS8aS5KKLLsrq1atz5ZVXZuXKlTn22GNzzTXX9Gw0vXjx4lRV/am32rx5c975zndm6dKlGTx4cObMmZPvfve7ueiii4p6CTBgvP6UafnGbxdkefO2/OSeZXndydOKjgQAAMB+UCqXy+WiQxxILS0taWxsTHNzcxoaGoqOA33Ol29+PP98zaM5Y/aYfPctpxQdBwAAgD20N51H4UvGgL7lwqMmJkluW7A26za3FZwGAACA/UEhBOxk+uihOWJSQzq7yrn2wZVFxwEAAGA/UAgBu7hg+5TQl29+PKs2bis4DQAAAL1NIQTs4i9PnpZpo4ZkybqtufTqO7JxW3vRkQAAAOhFCiFgFyOH1ubbbzo5Y4bV5qEVLXnbt+/K2k2tRccCAACglyiEgN2aMWZovnnZyRlWV5PbFqzN6Z/8dX5019KiYwEAANALFELA0zpycmO+9aaTc9Tkxmxr78qVP3sg37p1Yd71vbtNDAEAAPRjpXK5XC46xIHU0tKSxsbGNDc3p6Ghoeg40C+Uy+W88iu35p7FG3qu/c3zD84RkxpSSvKCIyYUlg0AAIBue9N5mBAC/qxSqZR/fPHhO137jz8sytu/c1fe9p27cu+SDcUEAwAAYJ8ohIA9cvy0kfn6xSfm039xTGprqrJmU1vPxz788wfT1VVRw4YAAAD9mkII2GPnHj4+rz5hSs45ZGzPtfpBVbl3yYb84v4VBSYDAABgbyiEgL322pOnJkleesyk/NXZs5IkX7l5fipsSzIAAIB+q6boAED/87w543Pj+87O1JFDsrm1I1/7zYI8tKIl1z/UZINpAACAfkAhBOyTWWOHJUlqa2rzupOn5Ru3PJG3feeuTB4xOEPrqvPl1x+f2eOGF5wSAACA3bFkDHjW/ub5B+eFR0xIqZQs27A185o25f0//GNueWxN7nMCGQAAQJ9TKlfYph8tLS1pbGxMc3NzGhoaio4DA8qK5q1ZsHpz/uo7d2Vja0eSpKqUfPilR+TiU2cUGw4AAGCA25vOw4QQ0GsmNg7O6bPH5B9ffHiSpK6mKl3l5MqfPZibH11VcDoAAAB2UAgBve41J03Nze8/J/dceV5ee1L3iWT/efviglMBAACwg0II2C9mjBmaIbU1ufT0GUmSXz+yKus3txUbCgAAgCQKIWA/mzOhIUdMakh7Zzn/eYcpIQAAgL5AIQTsd39xwpQkyT9f82je9R93Z/P2DacBAAAoRk3RAYCB7w3PmZ7lzdvyjVueyC/+uCIPLGvOzDFDc9npB+WsQ8YWHQ8AAKDimBAC9rua6qr8wwWH5Yd/dWrGDKvNorVbctOjq/OWb92Z2+avLToeAABAxVEIAQfM8dNG5pr3npXPXXRszj1sfNo6u/Lmb92RX92/ouhoAAAAFaVULpfLRYc4kFpaWtLY2Jjm5uY0NDQUHQcq1rb2zrztO3flN/NWJ0lmjxuWwYOqc8L0kfnQSw5PqVQqOCEAAED/sjedhwkhoBD1g6pz9SUn5m1nzUxtdVUeX7Up9y9rzjdvXZg7Fq4vOh4AAMCAphACCrNjb6E7PnhuvvL643P+EeOTJF/93/kFJwMAABjYFEJA4RqHDMqLjpqYv3vhnJRKyY2PrMrjqzYWHQsAAGDAUggBfcbMscPyvEPHJUl+8ceVBacBAAAYuBRCQJ9y/hETkiS/fqSp4CQAAAADl0II6FPOmTM2SXLf0uas2rit4DQAAAADk0II6FPGDa/PMVMakyTf/f3ibGnrKDgRAADAwKMQAvqc583pPm3sX298LC/+wi1KIQAAgF6mEAL6nItPnZ7XnjQ1I4YMyoLVm/O13ywoOhIAAMCAohAC+pyRQ2vzf191dD7+8iOTJF/93wWZ1+QYegAAgN6iEAL6rAuPmpiTZozM1vbOvPLLt+YLNz6Wlc3dG00vXLM5nV3lghMCAAD0T6VyuVxR/6JqaWlJY2Njmpub09DQUHQc4M9Yu6k17/ze3fnDE+uSJKOH1uaik6bmyzfPz/HTRuTfLz05jUMGFZwSAACgeHvTeSiEgD6vvbMrP7lnWa66eX4WrNm808fmTBieb7/55IwbXl9QOgAAgL5hbzoPS8aAPm9QdVVec+LUfOn1x2dQdSlJctKMkRk7vC6PrNyYv7jqtp6lZAAAAPx5NUUHANhTh01syCdecVSufWBl/umVR2Vbe2fe8I0/ZNHaLXnLt+/I6bPHpKF+UF538rSMGlr7Z5/vrkXr0jh4UGaPG34A0gMAAPQdlowB/dritVvysi/dkvVb2nuuDauryX++9Tk5akrjbh+zrb0zH//FQ/nu7xentroqH3/5kTnj4DGZNGLwgYoNAADQ6+wh9AwUQjDw3LlwXf7xZw/m4HHDMq9pYx5ZuTEHjxuWL/7l8Zk0oj7rN7fnE798KEdNbszY4XX5ys3zs3Dtll2e5wMvPDTvPGd2Aa8AAADg2VMIPQOFEAxs6ze35bx/+U3WbGpNkkwZOTgzxw7Lb+at3um+8Q11mfvKo3LP4g35wZ1L0tTSmjHD6nLbFc/LoGrbqwEAAP2PQugZKIRg4Lv50VV55/fuTmtHVzq7un+LK5WSk6aPSle5nDMOHpM3nXFQGuq7j6tv7+zKqXN/nTWbWnPVG47PC4+cWGR8AACAfbI3nYdNpYEB55xDx+XBj5yf/523Opf++x1JkguOnJgvvf743d4/qLoqf3HilHzl5vn5z9uXKIQAAIABz7oIYEAqlUo559Bxee1JU9NQX5P3nnvwM97/2pOmJkl+89jqLFm36/5CAAAAA4lCCBjQ5r7yqNz3oRfk4PHPfLT89NFDc/rs0SmXkx/eueQApQMAACiGQggY0EqlUkql0h7d+7qTpyVJvn/nknR0du3PWAAAAIWyhxDAducdPj6jhtamqaU1b/rWnTnvsHEZWleT2eOG5egpI4qOBwAA0GsUQgDb1dVU5xMvPzLv/f69+c281TsdVf+aE6fkwy89ItVVpTRvbc+44fW7fY72zq60dnRlWJ3fXgGAvmH95rb8zx+X57TZYzJr7LBdPl4ulzOvaVO2tXemqlTK8PqaTB89ZI+nrIH+yb9YAJ7kRUdNzMyxw/L13y7IptaONG9tz20L1uYHdy7NnQvXZ2t7Z1ZvbM1Vbzgh5x4+vudx29o78+Wb5+d7v1+Ure2d+a+3PcdUEQAMMJ1d5bR3dqV+UHWS5Ik1m/NY08aMHlaX46eNyOqNrVm6YWtmjRmWxiGDCs1aLpezaO2W/PieZfnm755Iy7aODKou5dLTZuSvzp6V0cPqkiQ3Pboqc3/5cOY1bdrp8ZNHDM7mto4cMm54vnbxCRkxpLaIlwHsR6VyuVwuOsSB1NLSksbGxjQ3N6ehoaHoOEA/cNv8tfnb79+blS3beq4Nq6vJVW84If9x+6L8fsG6DB5UnWUbtvZ8fM6E4fl/f31GBlXbqg0ADrS7F6/PFf99f54zc1T+vxcfvld/Hnd2lTN/9aas3tiaIyY1ZMSQ2mxu7cj371iSL9/8eNZtbssh44dnysgh+fUjTena/q+p46aNyIPLWtLW2ZVSKTn7kLF5zszRec7M0Tl26og9/vzb2jvzWNOmHDm5Ya8ndO5atC63PLY2j6/elDueWLfT313GDKvLmk2tPe83Dh6UE6aPzP/OW53OrnLqB1Vl9NC6dJXLWbupLW1P2k/xiEkN+Y+3PieNg3cuuR5duTFDaqszddSQvcoJ7D9703kohAD2wPrNbfnM9Y9m1NC6/H7+2ty+cN0u94wZVpsPvHBO5v7y4azf0p53nDMrf/fCOQWkBYDKdev8NXnzN+/M1vbOJMlZh4zNl19//J9dzr2lrSOfuvbR/OSeZdmwpT1J0lBfk1Nnjc7vHl+bTa0du33c4RMb8vjqTWnr6C5QRg2tzbrNbT0fL5WSS06dkSQ5fvrIvPioiamq2n3R09HZldf92+9zx8L1OfewcXn/+Ydm9thhKSdZvG5LyuVyJo0YnCG1u76WX92/Iu/8j7vz5H/dDaou5eSDRuWik6blwqMm5jfzVudfbpiXPy5t3umxrzp+Sq58yeE9hc+m1o7cvWh9usrlvP+H92XNpracdcjY/MMFc1JdKqVxyKD8v/tW5OO/eCh1NVX5/GuPy3FTR+TH9yzLqKG1edXxU1JdVUq5XM6ND6/K46s35dLTZvRMVnV0dqXGD81gv1AIPQOFEPBsrd/clo//4uH85J6lGTOsLh9+6RFp7+zK6bPHZMywuvz8vuX5m/+8J0nykZcekYtPnW4NPgAcAI+sbMmrv3JbNrV25PhpI/Lwio3Z2t6ZIyc35KtvPDGTRwze5THb2jvz83uX56r/nZ8FazYn6Z4EHlpXnaaWP03UHDRmaN565sycfejY3L+0OY81bczJB43KKTNH59GVG/Ovv34sp88ak9edPDUL127Jz+9dnvuWbsivH1m10+c7ZuqIfPPSkzJy6K5LsD597aP54k2P73K9pqqUju2jSIMHVeeVx0/OB86f07Ms7d4lG/Kar96Wto6unHnwmJxy0KgcP31kjps6MoNrq3d6rnK5nPVb2rNw7eb8/N7lGddQl786a9bTllQPLGvOq6+6Ndva9/wE1kmN9amu7n6+Jeu6J6ifN2dcvvz64/Pe/7o3v5u/Jp94xVF56TGT9vg5qUwPLGvOus1tOWnGqJ7v5TWbWvPIio2ZMnJwOsvldHWVM2ZY3W7/P1WJFELPQCEE9JbVG1szpLY6Q3fzE8fPXj8v/3rjY0mS848Yn89ddFx+/8TaTGocnEMnDD/QUQFgwGtq2ZZXfOl3Wd68LScfNCrfefPJeWTFxrzpm3dk7ea2DKuryRmzx2RQTVW6yuWs29SWwyY25Nb5a/LIyo1JkvENdfmnVxyVsw8ZmyT5+X3Ls6J5W54zc1SOnzZyn37A8+O7l+ZXD6zMmGF1+Z8/Ls/GbR2ZPGJwtrZ3ZsOWtkwaMTgvOnJCljdvyy/+uCJJ8r7zDsntC9flrkXrs6Wte9JpSG11qqtK2bite1Jp5pih+calJ2V8Q10u+Pxvs3Dtlpx72Lh89Y0npvppyp19dc0DK/Ke/7o3g2ur09VVTsu2jowaWpu3njkzS9dvyQ/uXJL2znKOmNSQxeu29GRMktqaqpSStHZ0ZeSQQVm/ffoqSS48emLeec6sHDGpca/ybGrtyA0PNSVJVjRvS1PLtoweWpvXnjwtY4fX9cprpnjXPrgy7/ze3ensKqemqpSZY4emrqY6D69o6SlId6gqJVdfelLOOXRcQWn7DoXQM1AIAQdCuVzOl2+en8/dMC/tneXMHjcsj6/alNqaqvz7pSfl9Nljio5IhdjU2pGl67dk5phhqa3Zv+P5qze2ZlhdTWqqS7n+oabcOn9NqkqlnDZrdM4/YkJufHhVvnjT43l05cYcPH5YXnfytPzFCVNy9+IN+f4dS/KXp0zNCdNH7deMwMC0snlb3vytO/Lg8pbMHDs0P37HaT2bIC9euyXv/f49uXvxhqd9/OihtXnLmTPzupOn7tfNkx9r2piLvvb7nZaUPVlVKXnfCw7Nu547O0n3fkbrt7SlraMrExrqUyp17234/h/el+XN2zJmWF0OGT8st85fm4mN9bnmPWftt82sy+VyTyHW1VXeaaKoq6ucTW0dGV5Xk+at7XlgWUsG11antaMzs8YOy7ymjXn3f9yT5q3dZdALj5iQax5c2fOa3/Cc6XnunHE5ecao3f6g7clueKgp//izB7KiedsuHzt43LD86B2n7bLXEf1HuVzO3Ys35D9vX5yf3bss7Z3lDK+v2alkTJIpIwdn9cbW7r/blJONrd1F63V/e9af/R4a6BRCz0AhBBxIt85fkzd+4/Z0PumnGIOqSznz4LGZOWZonjdnXE7bXg7ds3h9JjYOzoTG3R9pv6/K5XI2tXZkeH3//svRtvbOfOT/PZhVLa15+XGTs3DN5jx3zrgcOXnXnyq2dXTt9/Jjf/nl/Svy60dW5T3PP7hnk84tbR25+pYn8v07l2TFhm0ZVl+Tk2eMyqWnzej5/nmqHaXkVf87Pxu3daR+UFUuPe2gvP2smXl4ZUt+v2BdXnHc5Bw0Zug+5dzW3pmv/WZBbni4Kcs3bM3g2uosWbc1DfU1mdg4OI82bdzp/nMPG5cbHl61y/MMqa3u+el3bU1VPn/RsXnRURP3KRPQt923ZENKpWT2uGEZPKg6pVIpG7e1Z2t7Z8YNr88TazZnxOBBe7zso72zK5+9fl5+9/iazF+1KZvbOjN6aG1+8s7TM230zpscd3aVc/1DTVm9cVvaO7v/TB5WV5ObHu3+fekjLz0i4xp698/fp/PEms254aGmHD99RCaNGJzbn1iXOxeuT1Upeemxk/aoGF+9sTWXXH17HlrRkiSpra7KN990Uk6b1Xd/4NS8tT3/dfviTB01JBccNTEPLW/Jl256PL+4f0XPPbXVVXnVCZPzljNn5r9uX5wn1mzO0vVb09SyLVvbOzOhoT4L125J0n0K2vTRQzJyaG2mjRqSH9+9NE0trZk2akhecszEPPfQcWnr7MqDy1rSWS7nTacflFKpewnSoOqq3f79geK0d3blP29fnO/9fvFOf4d46TGT8tnXHJOmja15fNWmdHR2ZfroIZk97k8T91vaOvKCf/lNlq7fmtqaqjQOHpSJjfV58xkH5SVHT3ra5ZADlULoGSiEgAPtO7ctzCd++XAuO/2gzF+1KddtH3He4bLTZ2Tm2GH5x58+kBFDBuW69561019Ky+Vy7li4PvNXb8rS9VsytK4mrz9les9Pv9o7u7J+S1vGDqvr+cndtvbO/PvvFub+ZRty35LmLNuwNX919qz83QsP7fkL+JDampTL5TRtbM3Gbe05eNzwnUbMN7V2pL6mqmfTx86ucqpK2ef9kLq6yvnmrQuzamNr3vXcWRlePyh/WLA2T6zZnJMPGpWVLdty7QMrU07yvvMOTeOQQdmwpS1VVaVsa+vMu//zntz+xM6beY8aWptr3ntmWtu78u3bFqahflBuX7guf1iwLp9/bf8qFpq3tOfbty3MZ66fl6T7p9UvOWZS6gdV57oHV/bsa/FU5x42LucfMSErm7fluoeaMr6hLp981dH57u8X519u6H6u2pqqns1On2zyiMH5+btP7zl6OOn+KfvXf7sgv35kVd585kF5/SnTez72+KqN+dJN8/Pg8ua0d5bzxNNkSpIRQwbllcdN6T6Z584lPddfe9LUXHLajPzu8TX50k2P9ywd2DFFV1VKPvGKozJqaG1+cveyjB5Wm786e9Zen2CzbMPWXPHj+zNm+0/9D5/U/Wf+tvbOVJVK/bYwhP7qB3csyQf++4897w8eVJ0XHDE+Nz2yKtvau/IXJ07J9/6wOLU1VTl5xqiMHlabd5wzK8PqavKze5fntvlrs2ZTa55/2Li8+oSpuf6hlbnhoVU7HfJw7NQR+dSrj87B4ytjaXbzlvZc/oN701Uu54MXHrbTP5D7k/+dtzo/vWdZ7ly0rme/oWdSXVXKW848KO99/iE77Y/04PLmvP7rf+jZEPypTpoxMvNXb+6Zznrl8ZPzDxccljHDLDErWsu29rzre3fnt4+tSZLUD6rKi4+elNedPC3HTxuxR3/3vOWxNXnTN+/Y6XS8JDlmSmOuuOCwPGfm6P2SvS9SCD0DhRBQhPbOrp4jb+c1bcxv5q3OQ8tb8uN7lu1y7zmHjs3Vl5zU89OMD/3sgXzrtkU73TNmWG2ufMkRueWx1fnpvcvT1tGVsw8Zm/eee3A2bG3PP1/zaB7e/lPDJ9uxeePP71ue2pqqdHR29RyXO2P0kLR3lrNhS1smjxyceU2bMmZYXc46eExWb2rN7U+sS1e5nFljh+U1J07NX54yree0kD9nW3tnLv/Bvfnl/d3j4dNGDcnbz56ZD//8wZ6f1D7ZiCGDevYoqCol9YO6p0iG19XkvCPG574lG7K5tTMrW7Zl+ughWbOxNZu3T5ns0Dh4UK5971npKpfzhyfW5vwjJmRrW2c2t3Zm6qjBvbLR9+8XrM3m1o6cefDYnoKhqWVbbn9iXU45aFSqqkpp7+zKiMG1u2zq+WTfv2NxrvzZg2ndXto89WjgJJnQUJ8PvPDQnDprdJpaWvPfdy3N9/6wKF27+VP8yQXQ/3fhYbns9INy/UNN+f9++kDWbGrNqKG1qa4qZfXG1hw1uTHveu7sLF63OZNHDMlH/+fBnTZRvfLFh+ey02fkoRUteeWXb+3JmHQXcn/3wkNzxKTGtGxtz6EThueGh5syr2lT3n72zIwbXp9yuZx/+MkD+c/bF+fcw8bla288sed7u72zK4vWbsmg6lKmjBySv//vP+aHdy3d5fXU1VTlXy46Nhc8peBr3tqeBas3ZWhdTQ4ZPzxL1m3JT+5ZlsdW7XzccqmUXHjUxKzf0pY7Fq5Pkrzn+QfnTacflKaWbVm1sTVHT2ns+X7u7Crntvlrt++J0ZWqUimb2zry9rNm5dRZlfMXSni2NrV2ZMOWtvzvvNU9v98Pra3e5ffrp1M/qCodneVd9gp5ssGDqvOPLz48B48flhOmjay4SYCBpFwu5zePrcm7v3d3NrZ25KQZI/Py4yZn8ojBmdg4OLU1VZm/alNmjh2amWOH7fY5Wra156ZHVuXaB1fm9ifWp6G+JgeNGZrfPr6m58/FxsGDsnFbe7rK3Zt1v/DICbn0tBmZNnpIxg0/MFNilai1ozO3P7EuNz2yOsPra/Ku585ObU1VOrvKecPX/5DbFqzN4EHV+cALD80rj5+yT8v+trZ1Zu3m1rRs7ciNDzflqv+d3/P7zSkHjcqY4XV59fFT8tw53fsMdXR25V9vfCz/+9iabGvrzLmHj8tRk0dkYmN9jpjU0G9PwlMIPQOFENCX3PToqvzjTx/I0vVbc8pBo3LPkg1p6+jKa0+amrecOTM3PtyUub96JEly9iFjM3XU4Nw2f23mr376yYwdRg+tzdvPnplDJzRk0drN+dDPH8zufscfVF1KdVVpr04PSbpPW/n0XxyT2WOH5a7F63LmwWN7Sq8na+/syju+e3dueLgpg6pLGT20rucf6kkybnhd1m1uy/iG+pw0Y2TuXbKhZxz8yY6c3JB/ec2xPT/5nde0MS/5wi09BcUJ00dm5P/f3p2HR1Xf+wN/z2SWrJPJvpCdJIQtMQuJMQoiKFJQVEBQegVxKQgVl19Veq9S7bWorfZKr6JFr9BCQYGCQAGNIGGHEAgEAkkI2fd9ZrLN9v39ERmYEFJUSAjn/XqeeR5yzpnJ95BPTs6857s4q+CidsD5WgPOVOrg46ZGa6cZbUYLvF3VaG4zwmwVCPVyxgeP3obEUI8rvk9upQ5HihowLTEIbo5K1Bs68de9F7DpRAUejh+ExRNjoO80462tudjwQ3jh6aLC76eMgNlqxRtfn7HNkXCRg1yGMdE+GBrghpwKHYrrW5EW6QWzRSC/Ro+TPyz/O8TPDbPvCMOU2wKxIasctfoOdJiscFUrMOeOsCuGUZyv1WPt0TKcqWyBt6saiaEe+NuhEhTVt0IuA359TxRevDfadrzFKmA0W+GkckBBjR6PLD94xZh8oKu3zm3BWtv5JYd5olbfgeKGNowK88BTd4ZD12HG3dE+1zTEQgiBM5U6DA3Q9DrRqdUq8O7Oc9h6shIKBznGD/XD6coWHC1qhEwGjIvxxcxRIRg+SINlu85jY1a57ZPAxFAPnChtsgvIBvu4ICZAY5uktTu1Qm6rH0elHI8lh8DQYUb62ZoeP2FWOsjw4cz4K4IpIupitliRkV+H46VNOFOpw76Cersh05NGBuAvj8WjzWTB6YoWrD5cghGD3HGyrBk7Tldjzh1hmJoQhHPVOmw6UYGDhQ0AgNsjPDE5NhBymQx/2H4Whk4z0iK9kBjigQdvCxywPWOoZ2WNbciv0WPsEN/rFvAdPF+Pj/acx4Th/ng8OQTHS5vx9vazOFnWbHfc0AANHk8JwaNJQVArru1DL7o6o9mKVQeL8X1ebdeHeZeFwUmhHpgw3B95NXpsyCqHs8oBXz6bipFB128oX52+Ex/uysfao2V216K4IHeYLAKujoorep9fdPat+3v9MO9mxkCoFwyEiOhm02Gy4HhpE0aFeeJfp6p+6P5tf8yCsYPxmwkxALr+uL6fnodPMy7A21WFD2fGw0+jxjs7ztmChUkjAzD/7sHwu+zN+vHSJnzwbT7q9J14++ER8NM4Qq2Qw9tVjTaTBem51XBTKzHIwwklDW0YGeSOnPIWFNYZ4O6kRHJ410SPu8/V4n93F6BG1wmFXAatsxL1BiMmx3bd6F/e88ZqFXjxq2x8nV0J9Q8Tag8f5I7/2nwaW09WYrCPC75eeCdcVA6257UbLThR1gQvFzVCPJ3R2GZERVM74kO0VwROOeUtOFutQ5DWCbdHeNluHAvrDPiPz46g8ocJJx2VclvgdXHpXje1Ao+lhCA+WIuJIwNg6DTjg2/zsfJgEawCiPF3w7TEIHySUYh6w6XJP++J8cXZKh2qWjogk3UFb5fvB7p6cNUbjJDJAAeZrNdPty9aNC4KL4yP+tk9l4xmKwrrDBjk4QTNv5k3qrypDe/uzEN2WRMifVxxrLgJIV7OWDU3GV4uKvx17wV8kJ5vC038NGrsXDS6T5d1tVgF3tp6xq6X3OXLL/tp1KjTd9p+Z9IivXB3tC+cVA54IDYQ7s5KZBY34l+nqhDu7YK0SG+cKm/Gn7/LR1ljO+SyrkCv+8/QzVGBR36YY8lsFThW3ISdZ6qhkMvw2eyka1rFpLDOgN/+MweNrUaseCIJYT9xvqaelDa0YV1mKUYMcsfEEf52dWOxClTrOnpcXvuiWn0H1h4pg6NSjjFDfBDjz3si+vfqDZ14beMpZJc1I8zLBQJAqKczvFxVyC5rRl61HrpuIbNaIUeg1gmzUkLwRGpYj8M1hRCo0XXazaFnslix6XgFInxckBR2aU6dGl0H9B0mhkB0XeRW6vDxnvM4fKERja2X/pYEujti4T1ReDQpaMD2EulPFqvA9pwqfLirAOdrDbbtPm5q3BXpjW9za2DotL9WfPBoHB5JCLoh7blQZ8CB8/XIrdJj7dFSu31KBxnemDwMGicl0nNrUN7UjtZOM9JfGnND2tIXGAj1goEQEd3s/nWqCu/uPIemViOCPJ0xOTYAvxodccUNSXF9KzxcVP2ykkZLu8kW6lxu5qhgxAVrUdncjruH+GDN4VL880QFFHIZ/vpEIu6J8QNwqcdIqJfzDZvs2mi2Ij23BlYhcE+ML77OrkRMgBuifF3x1Kpjdp8IPZ4Sgu/P1dpWLLl8omOgq+fO2BhffJJRaNsW5uWMP02PQ1ywFu/tPIcV+4rg7arC4ymhWDg2Ep1mC9QKB6gUcpyvNeCbM9Wo1XXAV+OIKN+uFWG0zkpE+7lhRKD7FROg9gfrD3fCl38iW9bYhq2nKlFQY8CTaWGIDdL2S9vyqvXYkFWGlQeLYbIIJIV64JX7Y5Ac7olT5c345/EKTBzhj5RrnCNACIH8GgM8XJTwcVVjb0E9Vh4ogtZZhZmjgpEY6mH3O2exCrz0Q7ipkMsQH6Lter6zEncP8cXM5GAM9nGF0kGOLzNL8f63+ajVXxp6N0jrhC+eHIUzlS3YfKIShXUG3BnpjTlpYVeEMcX1rdhXUAdfjSNSwj1R0tCG7aercHe0L7ac7Oo1Ud7Ubvu0c7CPC5JCPfHEHaHwdFFh4T9OIKukCS/fG41fj4tCm9GMbaeqcLKsuWvYpNGMQ4UNtjfuchnwwvho+LipEeThhLhgLdzUiusyrJIGvlp9BzLy6pBfo8emExVXhKfdebqoMGG4H8K9XXBPjB8ifXse2kN0s2luM2LTiQp8klFoGzp93zA//O/jCZx37kcwmq2YvzoLu851Tdju7arCwrGRGBXuiaH+GsjlMlyoM2BDVjnKm9rhIJchLdIb0xJvTBjUXVZJE8qb2mCxCuzNr8PUxCDcFeXTJ9+7rzAQ6gUDISKi60MIgc3ZFahs7oDKQY63t5/t8Ti5DFj2WDwmxwb2cQuvztBpxqqDxcit0tkNJwrxdMZbU4Yjys8NH36Xj+Y2E4YFajBvzGA4Kh2wv6AeWSVN8HZT4eH4QXBWXVrWtFbXAQ8XVY/D5uj6KWloRVljO9Iivfo8sDCarVi07gR2nK6+6jGDtE6oaL40KeroaB+UN7ZddVJwB7kMvxodgZfvGwJDpxnv7TyHdZmXurarFXKYLpvr63JJoR7IrdLZhZfd/ecvhmLbqUpb78HLjRikgYezyjaJ5+W0zkrMSgnBs6MHc/lmCbtQZ8C0Tw7ZLZEe4eOC3z0wHLoOE+QyGXIqWqBrNyEhxAND/N0Q7efGN880oHWYLFhzpBTv7jwHo9kKN7UC0f5u+NP0uJ+8MqcUFNYZ8Medeciv1eNCXSvUCjmeuzsSc+4Ig7sz/470JQZCvWAgRER0Y+w+V4ONWRVobDXCRa3ArnM1CPF0xtKHR151afT+JoTA0h3nsOZwCeakheHX90Rd80TZJF151XocK2nE0AANGgxGbMgqw66ztXZDAxeOjcSzYyKgcVSiVteBxf/Mwa5ztXBWOeDZ0RGIDXLHuqNltlUHk0I9UNzQZptMPCnUA83tJltX+7hgLXLKmxHl64bXJsYg2t8Ng7ROaGo14mhxI7adqrL12IsLckeMv8ZudTcPZyVmjAqBp4sSjkoHBHs6465IbzjIZfj74RJsPF4BdyclztfobUMtga7eR2ufub3PluOmm8eRCw146auTqGhuR5iXM1LCvTA2xgdjY3w5twpJQkZ+HeavzrKF7u5OSni5qDA62gdLHhgmuV6UtboO7DhdDSelA0aFeyLc2wUNhk4cK2lCVkkT/nGk1DYMTOUgx4rZSRgTfWv1vBkoGAj1goEQEVHfaDB0QuOkHBA9ZoQQkruxo+vLYhVoajMip6IFSrkcd0bZh6BCCGSXNSPIwxk+bpeWON56shIvrz9pW/0m3NsFSx8ZidsjvCCEwMnyFhjNViSHe6Kl3QQ3teKqk6w2thqhdJDBzbFrlb7/O1CEZbsKIJPJsObpFIwYdG0TdbYZzdhXUI/fbTmDqpauuYj+34Ro3BPjx95CtzghBFbsu4A1R0pR8sPk/uHeLlg/L5VLc5Mk6TtMKG1swysbTuFM5aXVW1+5fwieuzvyhn5vIQQaWo1w/5n3UlZr1zD98qY23BXtA1e14t8/6QfVLR1YtO4ETpQ2w2y91FtVLgPSIr1xsLDBbrLm5HBPzE0Lx4hBGgR59P9QeKliINQLBkJERER0M8kqacS6o2UYHe2DCcP9r+twmw6TBWar+FFvAC4qa2zD458dRlnjpSFwM5KC8dZDw39SDxGTxXpNb2rMFisa24xc/vkGau00Y29+nd2bQ5PFapsPDegazjhjVDBemTAEWue+m0ie6GbUZjRjf0E9TlfqsGxXAQBg7BAfLH0k1m4y9J+q02zB4QuNOHC+Hn4aR+jaTfgyswzVug7Eh2ixaFwU9uTVIcrPFU2tRqgVDnjijlCs2HsBG49XQCYDvpgzCgfON2BogBviQzzQ2mnG9pwqfPT9edvqrT5uavxqdAQeiAuEn8YRQgh8c6YGrZ1mPJIwyO7DsdMVLXhqVaZtPiUAiA/RQiGXIbO4ybZtiJ8bEsM8kBLuiV+MDBgQHwTe6hgI9YKBEBEREdG1ae004//2F2F9VjlKG7veUKSEe+LvT6XYBVc7T1dj1cFiBLg74hcjA2AVAttOVaGx1QhPFxUUchm2nqpEcrgn4oM9UFhnwIv3RiPa79JKUe1GC9ZlluKzfUWoaG7HnDvCsGBsJJrbjChvakdcsBaefbjC3a3K0GnGLz87guyyZsQFueNP0+Nw+EIDPt9fZHvTuHhiDGYmh7BHGFE3Qgh8kJ6Pj/cUwmIViAvW4j9uD8W5Kh2GBWowcURAj0uV99QTubDOgOzSZuzOq0VGXt0Vq279O6FezraefEDXalkmi4BMBtwWrMXZKp1thVUXlQPcHJWo1l0aEuynUcPHTY3TFV09nx6MC8QbDwzDseJG7D9fj41ZFWg3WRDp64r/mXEbfNzUttVrd5+rwXdnazEtMQgJIR4/qt104zEQ6gUDISIiIqIfb29+HRasOQ59pxnzxgzG7RGe2Jtfj70FdXbLCl8rZ5UDRoV5QuushMpBjvSzNWhuM/X6nGBPJ4yL8cNrE2M439ePVNLQivmrj+NstQ5Xu/v3clHhPycNvWFLPxPdKgpq9Jj2ySG0tNtfs4I8nDDnjjCYLAIny5rhpHLA8dImlDS0Qa2QY3igBs+OjkBxQxve2XHO7rm+bmrcPcQHxfVtMFuteDItHL5uajy5MhNtRgvGD/WDvsMEtdIBe/PrAAAKuQyvTYzBJxmFqDcYoVbI0fnDEGSgKzSaOSoET6SGQuEgw1fHyrEhqxynyptt1wGlgwxCwG4evIvuivLGR7MSoLlBK8LSjcFAqBcMhIiIiIh+mn+dqsKCfxy/YrvSQYa5aeHQdZhxorQJunYTfjEyAMMHaVDa0I46QwfujvbF9tNVaO00o7nNhCNFjVe8ToinM54dHQE/jSP+9E3XajUqBzkCtU4oumyltjAvZzirFHgoPhDP3BXBOcC6Ka5vxd8Pl2DCcH8kh3uivKkNsz47YutN4O2qxiv3D8HH359HVUsHBvu4YlpiEGaMCobLTxheSCRFO09XY97qLDgpHfBgXCD2FtSh6rJJ+a9GIZdBLpPBaLEiPkSL1Agv3DvMD3FB2h7niCuub0W9oRNJYZ62bZ/vL8Jn+y7gtYkxmHLbIORV67H+WBkeTwlBY6sRF+pacVuIFlG+rj1eH1s7zThbpUNhnQGJoR6o0xvx9vZcnK7QQeusxCPxQUgK88B9w/yg4BCwAYeBUC8YCBERERH9dC9/dRIbj5cj0N0Ro6N9MDraB2mDvX/UssJmixUZ+XVobDWiztCJlnYT7or0we0RnnZvPtqMZjjIZVArHNDUasThCw147Z85dp/Kjx3ig5nJIajVdyLU0xlD/N3gpHJAh8kCH1f1gA+LdB0mZJU0oaBGj/XHymERAokhHngyLRzDAq+8lz1fa8BjKw6jTt8170e0nytKG9vQYbIi2NMJK59MRoinM5QOclx8GzDQ/4+I+su5ah08XVTwdXNEa6cZfztUghOlTbCKruG1JqsVYV4uSArzgKHDjPd25mHnmWoAXb1v/jY3+ab5/RNCoLKlA57Oqh6HvdHAwUCoFwyEiIiIiH46q1WgztAJX7f+CVuqWzpw6EI9anWd+OM3eT0Oc7hoVJgH/vDwSERdNlfRQHKosAG/XnsC9YbOHvdfvtKREALrs8rx1tZcGDrN8Nc4olbfYVsVKDnME3+aHocQL678Q9Rf9B0mPPTRAVS1dGDLwjRE+g7MaxPd3BgI9YKBEBEREdGtIa9aj0/3FiKnvAWBWidcqDegoqkdl2dEchkwLTEI/zV52ICZB0PXYcKfvsnD3w+XQAggwN0Rkb6uuH+EPwZpnbAhqxzbTlUBAB5JGASNoxLFDa3Yk9c1r0hiqAdWPJEEo9mKvBo9HBVyJId73jQ9EYikrM1oRrvRAi9XdX83hW5RDIR6wUCIiIiI6NZltQoYLVY0tBrx5pYz+Da3BgAQ5euK8cP8oJDLEOLpjMmxgTflsIhdZ2vw2005tqWeH00KwpsPjriire/uPIflewrttikdZHjx3mj8avRgOPQwFwkREd36GAj1goEQERERkXRkFjdi4T+O2wKWizxdVNA6K3F7hBd+98BwqBTXb+LU5jYj1h4twx2DvRAXrLXbZ7JYcaK0GYZOExJDPW1Lu5ssVnz8fSH+/F0+ACDc2wVvPzQCd0R69/g9hBDYnF2BwtpWWISAyWzF1MQgDA3g/S0RkZQxEOoFAyEiIiIiaalu6cAXB4tgNFth+mFC67LGdtv+ybEB+J8Zt13TajoNhk7k1eiRGuHV4xAsk8WKWSuO4Ghx1ypq98T44pm7IhDt5woXtQIzPj2Ek+UtAABnlQNGR/lA46RAZnGTbSW12amhWPyLoXBU3nw9mIiI6ObGQKgXDISIiIiIpM1ksSKzqBHlTe34z805MFkEYoPc0dxmgsJBhskjAxDu44LK5g6Eeblg4gh/yOUyNLYa8cBf9qOiuR3z7x6MV++PAQDU6DrwVWYZlAo59hXU4cD5Bjgq5TBZBCyXTWgU6O6IypYOuKgc4OWqRmljm127PF1U+O0vhmJaYlCf/n8QEdGtg4FQLxgIEREREdFF6bk1ePHLbBg6zVc9Ji7IHZNjA7HjdBWOlzbbtt8x2Asx/hpsOVlptxKYg1yGT3+ZiEhfV/xl93nsLahDvaETQgAyGfC3ucm4M9IbmcVNyKlogaHDjGBPJ4wf5jdgJr4mIqKbEwOhXjAQIiIiIqLLXagz4P8OFCE+2AMAcOB8Pcqb2uHjpsaevFq0Gi22Yx2VcsxICsaqQyV2rxHt54oYfw0C3B0xPSkYkb6udvurWtrxZWYZIn1dMTk28MafFBERSRIDoV4wECIiIiKia1Wr68DG4xU4WtSAwT6umJYUhBh/DS7UGbA3vw7Vuk54OCvxH6mhcFYp+ru5REQkcQyEesFAiIiIiIiIiIhuRT8m87h+62sSEREREREREdGAwECIiIiIiIiIiEhiGAgREREREREREUkMAyEiIiIiIiIiIolhIEREREREREREJDEMhIiIiIiIiIiIJIaBEBERERERERGRxDAQIiIiIiIiIiKSGAZCREREREREREQSw0CIiIiIiIiIiEhiGAgREREREREREUkMAyEiIiIiIiIiIolhIEREREREREREJDEMhIiIiIiIiIiIJIaBEBERERERERGRxDAQIiIiIiIiIiKSGAZCREREREREREQSw0CIiIiIiIiIiEhiGAgREREREREREUkMAyEiIiIiIiIiIolhIEREREREREREJDEMhIiIiIiIiIiIJIaBEBERERERERGRxDAQIiIiIiIiIiKSGAZCREREREREREQSw0CIiIiIiIiIiEhiGAgREREREREREUkMAyEiIiIiIiIiIolhIEREREREREREJDEMhIiIiIiIiIiIJIaBEBERERERERGRxDAQIiIiIiIiIiKSGEV/N6CvCSEAADqdrp9bQkRERERERER0/VzMOi5mH72RXCCk1+sBAMHBwf3cEiIiIiIiIiKi60+v18Pd3b3XY2TiWmKjW4jVakVlZSXc3Nwgk8n6uzk/mU6nQ3BwMMrKyqDRaPq7OXQTYE1Qd6wJ6o41Qd2xJqg71gR1x5qg7lgTNzchBPR6PQIDAyGX9z5LkOR6CMnlcgQFBfV3M64bjUbDX0Kyw5qg7lgT1B1rgrpjTVB3rAnqjjVB3bEmbl7/rmfQRZxUmoiIiIiIiIhIYhgIERERERERERFJDAOhAUqtVmPJkiVQq9X93RS6SbAmqDvWBHXHmqDuWBPUHWuCumNNUHesiVuH5CaVJiIiIiIiIiKSOvYQIiIiIiIiIiKSGAZCREREREREREQSw0CIiIiIiIiIiEhiGAgREREREREREUkMA6EB6KOPPkJYWBgcHR2RkpKCo0eP9neT6AbZu3cvHnjgAQQGBkImk2Hz5s12+4UQeOONNxAQEAAnJyeMHz8eBQUFdsc0NjZi1qxZ0Gg00Gq1eOqpp2AwGPrwLOh6Wrp0KUaNGgU3Nzf4+vrioYceQl5ent0xHR0dWLBgAby8vODq6oqpU6eipqbG7pjS0lJMmjQJzs7O8PX1xW9+8xuYzea+PBW6TpYvX47Y2FhoNBpoNBqkpqZix44dtv2sB3rnnXcgk8nwwgsv2LaxLqTld7/7HWQymd0jJibGtp/1IE0VFRX45S9/CS8vLzg5OWHkyJE4duyYbT/vM6UlLCzsiuuETCbDggULAPA6catiIDTAfPnll3jppZewZMkSHD9+HHFxcZgwYQJqa2v7u2l0A7S2tiIuLg4fffRRj/vfe+89LFu2DJ988gmOHDkCFxcXTJgwAR0dHbZjZs2ahTNnziA9PR3btm3D3r178eyzz/bVKdB1lpGRgQULFuDw4cNIT0+HyWTCfffdh9bWVtsxL774IrZu3Yr169cjIyMDlZWVeOSRR2z7LRYLJk2aBKPRiIMHD2LVqlVYuXIl3njjjf44JfqZgoKC8M477yArKwvHjh3DPffcgylTpuDMmTMAWA9Sl5mZiU8//RSxsbF221kX0jN8+HBUVVXZHvv377ftYz1IT1NTE9LS0qBUKrFjxw7k5ubi/fffh4eHh+0Y3mdKS2Zmpt01Ij09HQAwffp0ALxO3LIEDSjJycliwYIFtq8tFosIDAwUS5cu7cdWUV8AIDZt2mT72mq1Cn9/f/HHP/7Rtq25uVmo1Wqxdu1aIYQQubm5AoDIzMy0HbNjxw4hk8lERUVFn7Wdbpza2loBQGRkZAghumpAqVSK9evX2445e/asACAOHTokhBBi+/btQi6Xi+rqatsxy5cvFxqNRnR2dvbtCdAN4eHhIT777DPWg8Tp9XoRFRUl0tPTxZgxY8SiRYuEELxOSNGSJUtEXFxcj/tYD9L06quvijvvvPOq+3mfSYsWLRKDBw8WVquV14lbGHsIDSBGoxFZWVkYP368bZtcLsf48eNx6NChfmwZ9YeioiJUV1fb1YO7uztSUlJs9XDo0CFotVokJSXZjhk/fjzkcjmOHDnS522m66+lpQUA4OnpCQDIysqCyWSyq4uYmBiEhITY1cXIkSPh5+dnO2bChAnQ6XS2XiU0MFksFqxbtw6tra1ITU1lPUjcggULMGnSJLufP8DrhFQVFBQgMDAQERERmDVrFkpLSwGwHqRqy5YtSEpKwvTp0+Hr64v4+HisWLHCtp/3mdJmNBqxevVqzJ07FzKZjNeJWxgDoQGkvr4eFovF7pcMAPz8/FBdXd1PraL+cvFn3ls9VFdXw9fX126/QqGAp6cna+YWYLVa8cILLyAtLQ0jRowA0PUzV6lU0Gq1dsd2r4ue6ubiPhp4cnJy4OrqCrVajXnz5mHTpk0YNmwY60HC1q1bh+PHj2Pp0qVX7GNdSE9KSgpWrlyJnTt3Yvny5SgqKsJdd90FvV7PepCoCxcuYPny5YiKisI333yD+fPn4/nnn8eqVasA8D5T6jZv3ozm5mbMmTMHAP9u3MoU/d0AIiL6aRYsWIDTp0/bzQNB0jRkyBBkZ2ejpaUFGzZswOzZs5GRkdHfzaJ+UlZWhkWLFiE9PR2Ojo793Ry6CUycONH279jYWKSkpCA0NBRfffUVnJyc+rFl1F+sViuSkpLwhz/8AQAQHx+P06dP45NPPsHs2bP7uXXU3z7//HNMnDgRgYGB/d0UusHYQ2gA8fb2hoODwxWzudfU1MDf37+fWkX95eLPvLd68Pf3v2LCcbPZjMbGRtbMALdw4UJs27YN33//PYKCgmzb/f39YTQa0dzcbHd897roqW4u7qOBR6VSITIyEomJiVi6dCni4uLw4Ycfsh4kKisrC7W1tUhISIBCoYBCoUBGRgaWLVsGhUIBPz8/1oXEabVaREdH4/z587xOSFRAQACGDRtmt23o0KG2oYS8z5SukpISfPfdd3j66adt23iduHUxEBpAVCoVEhMTsWvXLts2q9WKXbt2ITU1tR9bRv0hPDwc/v7+dvWg0+lw5MgRWz2kpqaiubkZWVlZtmN2794Nq9WKlJSUPm8z/XxCCCxcuBCbNm3C7t27ER4ebrc/MTERSqXSri7y8vJQWlpqVxc5OTl2N3Hp6enQaDRX3BzSwGS1WtHZ2cl6kKhx48YhJycH2dnZtkdSUhJmzZpl+zfrQtoMBgMKCwsREBDA64REpaWlIS8vz25bfn4+QkNDAfA+U8q++OIL+Pr6YtKkSbZtvE7cwvp7Vmv6cdatWyfUarVYuXKlyM3NFc8++6zQarV2s7nTrUOv14sTJ06IEydOCADigw8+ECdOnBAlJSVCCCHeeecdodVqxddffy1OnTolpkyZIsLDw0V7e7vtNe6//34RHx8vjhw5Ivbv3y+ioqLEY4891l+nRD/T/Pnzhbu7u9izZ4+oqqqyPdra2mzHzJs3T4SEhIjdu3eLY8eOidTUVJGammrbbzabxYgRI8R9990nsrOzxc6dO4WPj49YvHhxf5wS/UyvvfaayMjIEEVFReLUqVPitddeEzKZTHz77bdCCNYDdbl8lTEhWBdS8/LLL4s9e/aIoqIiceDAATF+/Hjh7e0tamtrhRCsByk6evSoUCgU4u233xYFBQVizZo1wtnZWaxevdp2DO8zpcdisYiQkBDx6quvXrGP14lbEwOhAegvf/mLCAkJESqVSiQnJ4vDhw/3d5PoBvn+++8FgCses2fPFkJ0LQn6+uuvCz8/P6FWq8W4ceNEXl6e3Ws0NDSIxx57TLi6ugqNRiOefPJJodfr++Fs6HroqR4AiC+++MJ2THt7u3juueeEh4eHcHZ2Fg8//LCoqqqye53i4mIxceJE4eTkJLy9vcXLL78sTCZTH58NXQ9z584VoaGhQqVSCR8fHzFu3DhbGCQE64G6dA+EWBfSMmPGDBEQECBUKpUYNGiQmDFjhjh//rxtP+tBmrZu3SpGjBgh1Gq1iImJEX/961/t9vM+U3q++eYbAeCKn7MQvE7cqmRCCNEvXZOIiIiIiIiIiKhfcA4hIiIiIiIiIiKJYSBERERERERERCQxDISIiIiIiIiIiCSGgRARERERERERkcQwECIiIiIiIiIikhgGQkREREREREREEsNAiIiIiIiIiIhIYhgIERERERERERFJDAMhIiIiIiIiIiKJYSBEREREdBV1dXWYP38+QkJCoFar4e/vjwkTJuDAgQMAAJlMhs2bN/dvI4mIiIh+AkV/N4CIiIjoZjV16lQYjUasWrUKERERqKmpwa5du9DQ0NDfTSMiIiL6WdhDiIiIiKgHzc3N2LdvH959912MHTsWoaGhSE5OxuLFi/Hggw8iLCwMAPDwww9DJpPZvgaAr7/+GgkJCXB0dERERATefPNNmM1m236ZTIbly5dj4sSJcHJyQkREBDZs2GDbbzQasXDhQgQEBMDR0RGhoaFYunRpX506ERERSQADISIiIqIeuLq6wtXVFZs3b0ZnZ+cV+zMzMwEAX3zxBaqqqmxf79u3D0888QQWLVqE3NxcfPrpp1i5ciXefvttu+e//vrrmDp1Kk6ePIlZs2Zh5syZOHv2LABg2bJl2LJlC7766ivk5eVhzZo1doETERER0c8lE0KI/m4EERER0c1o48aNeOaZZ9De3o6EhASMGTMGM2fORGxsLICunj6bNm3CQw89ZHvO+PHjMW7cOCxevNi2bfXq1XjllVdQWVlpe968efOwfPly2zG33347EhIS8PHHH+P555/HmTNn8N1330Emk/XNyRIREZGksIcQERER0VVMnToVlZWV2LJlC+6//37s2bMHCQkJWLly5VWfc/LkSbz11lu2Hkaurq545plnUFVVhba2Nttxqampds9LTU219RCaM2cOsrOzMWTIEDz//PP49ttvb8j5ERERkXQxECIiIiLqhaOjI+699168/vrrOHjwIObMmYMlS5Zc9XiDwYA333wT2dnZtkdOTg4KCgrg6Oh4Td8zISEBRUVF+P3vf4/29nY8+uijmDZt2vU6JSIiIiIGQkREREQ/xrBhw9Da2goAUCqVsFgsdvsTEhKQl5eHyMjIKx5y+aVbr8OHD9s97/Dhwxg6dKjta41GgxkzZmDFihX48ssvsXHjRjQ2Nt7AMyMiIiIp4bLzRERERD1oaGjA9OnTMXfuXMTGxsLNzQ3Hjh3De++9hylTpgAAwsLCsGvXLqSlpUGtVsPDwwNvvPEGJk+ejJCQEEybNg1yuRwnT57E6dOn8d///d+211+/fj2SkpJw5513Ys2aNTh69Cg+//xzAMAHH3yAgIAAxMfHQy6XY/369fD394dWq+2P/woiIiK6BTEQIiIiIuqBq6srUlJS8Oc//xmFhYUwmUwIDg7GM888g9/+9rcAgPfffx8vvfQSVqxYgUGDBqG4uBgTJkzAtm3b8NZbb+Hdd9+FUqlETEwMnn76abvXf/PNN7Fu3To899xzCAgIwNq1azFs2DAAgJubG9577z0UFBTAwcEBo0aNwvbt2+16GBERERH9HFxljIiIiKiP9bQ6GREREVFf4sdMREREREREREQSw0CIiIiIiIiIiEhiOIcQERERUR/jiH0iIiLqb+whREREREREREQkMQyEiIiIiIiIiIgkhoEQEREREREREZHEMBAiIiIiIiIiIpIYBkJERERERERERBLDQIiIiIiIiIiISGIYCBERERERERERSQwDISIiIiIiIiIiifn/YrDPkpFqt/oAAAAASUVORK5CYII=\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "def plot_heatmap(similarity_matrix: np.array, sentences: list[str]) -> None:\n", " fig, ax = plt.subplots(figsize=(10, 10))\n", " im = ax.imshow(similarity_matrix, cmap='YlGn', interpolation='nearest')\n", "\n", " ax.set_yticks(np.arange(len(sentences)), labels=[txt[:50] + \"...\" for txt in sentences])\n", " ax.set_xticks(np.arange(len(sentences)), labels=[txt[:50] + \"...\" for txt in sentences])\n", "\n", " plt.setp(ax.get_xticklabels(), rotation=45, ha=\"right\", rotation_mode=\"anchor\")\n", "\n", " for i in range(len(sentences)):\n", " for j in range(len(sentences)):\n", " text = ax.text(j, i, round(similarity_matrix[i, j], 2),\n", " ha=\"center\", va=\"center\", color=\"w\")\n", "\n", " fig.tight_layout()\n", " plt.show()" ], "metadata": { "id": "dVPqZgOLwUMo" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "sentences = [\n", " \"wh? monday, one day. tuesday, two day. wednesday, when huh what? thurs— oh!\",\n", " \"come on joey!!!\",\n", " \"but people that you dont know and will never see again.\",\n", " \"yes, but still. theyre people…with eyes\",\n", " \"you had no right to tell me you ever had feelings for me.\",\n", " \"what?\",\n", " \"oh, i know, we should have been more prepared. its okay. now, the way i see it, our real competition now is cameron. oh my god, they just took her sweater off. look at those arms! hello michelin man.\",\n", " \"oh, phoebe! come on! you know what, its already three oclock and they havent even gotten to emmas group yet. we gotta go, we got dinner!\",\n", " \"you kissed him?\",\n", " \"yeah. it was after the party, we were on the balcony and...\"\n", "]" ], "metadata": { "id": "VM-BRNH3sSg_" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [], "metadata": { "id": "2YKMiP4YwBrQ" } }, { "cell_type": "code", "source": [ "pooled_embeds = encode(sentences, model.bert_tokenizer, model.bert_model, device)\n", "pooled_embeds = pooled_embeds.cpu().detach().numpy()" ], "metadata": { "id": "DM4Yq9JjwB_4" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "similarity_matrix = cosine_similarity(pooled_embeds)\n", "plot_heatmap(similarity_matrix, sentences)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 906 }, "id": "GxdGdDWzwRxe", "outputId": "15dc2749-316e-43b2-c856-2d6be3e5a557" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "Try without training" ], "metadata": { "id": "PH1S3v4-xO9n" } }, { "cell_type": "code", "source": [ "bert_model = AutoModel.from_pretrained(\"distilbert-base-uncased\")" ], "metadata": { "id": "6NfuXPQaxOCo" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "pooled_embeds = encode(sentences, tokenizer, bert_model, \"cpu\")\n", "pooled_embeds = pooled_embeds.detach().numpy()" ], "metadata": { "id": "tyg3xNehxUKq" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "similarity_matrix = cosine_similarity(pooled_embeds)\n", "plot_heatmap(similarity_matrix, sentences)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 906 }, "id": "zOFyJzlQxVDk", "outputId": "1c2b8d63-6539-4d38-da5e-7125541c83d6" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "df_base = pd.read_csv(\"rachel_friends.csv\") # read the database into a data frame\n", "df.head(3) # see first 5 lines" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 143 }, "id": "VJZI5eNHduyQ", "outputId": "119c400c-2053-4079-ab8a-edac7a3ab4b5" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " questioner question answerer \\\n", "0 joey you're a pain in my ass, geller! rachel \n", "1 monica why isn't it working out? rachel \n", "2 phoebe or we could use it to call china. see how thos... rachel \n", "\n", " answer label \n", "0 all right, look you guys... look, we appreciat... 1 \n", "1 i don't know... sometimes it doesn't. 1 \n", "2 yeah? really? no one’s home? 0 " ], "text/html": [ "\n", "
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questionerquestionanswereranswerlabel
0joeyyou're a pain in my ass, geller!rachelall right, look you guys... look, we appreciat...1
1monicawhy isn't it working out?racheli don't know... sometimes it doesn't.1
2phoebeor we could use it to call china. see how thos...rachelyeah? really? no one’s home?0
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\n" ], "application/vnd.google.colaboratory.intrinsic+json": { "type": "dataframe", "variable_name": "df", "summary": "{\n \"name\": \"df\",\n \"rows\": 16118,\n \"fields\": [\n {\n \"column\": \"questioner\",\n \"properties\": {\n \"dtype\": \"category\",\n \"samples\": [\n \"mrs. waltham\",\n \"dr. long\",\n \"erin\"\n ],\n \"num_unique_values\": 116,\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"question\",\n \"properties\": {\n \"dtype\": \"category\",\n \"samples\": [\n \"good for you!!\",\n \"that's gonna take weeks. why don't just let me take care of the presentation?\",\n \"i wanted a big wheel. and instead my parents got me this little plastic chicken that you hop around on. it was embarrassing; kids made fun of me. that was a pretty tough year.\"\n ],\n \"num_unique_values\": 7119,\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"answerer\",\n \"properties\": {\n \"dtype\": \"category\",\n \"samples\": [\n \"rachel\"\n ],\n \"num_unique_values\": 1,\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"answer\",\n \"properties\": {\n \"dtype\": \"string\",\n \"samples\": [\n \"i came with paul!\"\n ],\n \"num_unique_values\": 14055,\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"label\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0,\n \"min\": 0,\n \"max\": 1,\n \"samples\": [\n 0\n ],\n \"num_unique_values\": 2,\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" } }, "metadata": {}, "execution_count": 127 } ] }, { "cell_type": "code", "source": [ "inverted_answer = dict(enumerate(df_base.answer.tolist()))" ], "metadata": { "id": "tVx0S8G-sa0w" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Create base with the answers" ], "metadata": { "id": "P6Vs-CT3m_P8" } }, { "cell_type": "code", "source": [ "answer_embeds = [encode(sent, model.bert_tokenizer, model.bert_model, device).squeeze().cpu().detach().numpy() for sent in df_base.answer.tolist()]\n", "answer_embeds = np.array(answer_embeds)\n", "print(answer_embeds.shape)\n", "np.save(\"bi_bert_answer.npy\", answer_embeds)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "kAyqD-zRl9fe", "outputId": "a3073041-9bef-492a-eb6d-9433496a2bb2" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "(8059, 768)\n" ] } ] }, { "cell_type": "code", "source": [ "question_embeds = [encode(sent, model.bert_tokenizer, model.bert_model, device).squeeze().cpu().detach().numpy() for sent in df_base.question.tolist()]\n", "question_embeds = np.array(question_embeds)\n", "print(question_embeds.shape)\n", "np.save(\"bi_bert_question.npy\", question_embeds)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Wzj27x88uNiD", "outputId": "9c138937-cf92-4859-b959-4e97eeb86592" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "(8059, 768)\n" ] } ] }, { "cell_type": "code", "source": [ "question = \"Where are you going?\"\n", "question = encode(question, model.bert_tokenizer, model.bert_model, device).squeeze().cpu().detach().numpy()" ], "metadata": { "id": "GxxYht2WpVyi" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Try different options for answers" ], "metadata": { "id": "olztsG6jtGPf" } }, { "cell_type": "code", "source": [ "cosine_similarities = cosine_similarity([question], answer_embeds).flatten()\n", "topk_indices = np.argsort(cosine_similarities, axis=0)[::-1][:5]\n", "topk_indices.tolist()\n", "print(\"top k answers\")\n", "print([inverted_answer[ind] for ind in topk_indices])\n", "print()\n", "print(\"top answer\")\n", "top_indices = np.argmax(cosine_similarities, axis=0)\n", "print(inverted_answer[top_indices])" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "2uhFCAiynrt4", "outputId": "1a89504e-9dc3-4e39-9165-9f71dcdce804" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "top k answers\n", "['where are you going?', 'why, where are you going?', 'why aren’t you home yet?!', 'so umm, what time are you supposed to leave?', 'where ya going?']\n", "\n", "top answer\n", "where are you going?\n" ] } ] }, { "cell_type": "code", "source": [ "cosine_similarities = cosine_similarity([question], question_embeds).flatten()\n", "topk_indices = np.argsort(cosine_similarities, axis=0)[::-1][:5]\n", "topk_indices.tolist()\n", "print(\"top k answers\")\n", "topk_answers_on_question = [inverted_answer[ind] for ind in topk_indices]\n", "print(topk_answers_on_question)\n", "print()\n", "print(\"top answer\")\n", "top_indices = np.argmax(cosine_similarities, axis=0)\n", "print(inverted_answer[top_indices])" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "tc6aRgN_uuYi", "outputId": "e829caee-20b9-4fc3-e6d6-d4912a6436be" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "top k answers\n", "['how about you guys?', \"oh well, you know, i think it's kinda really important that i go somewhere where there's sun, so i'm sort of... hey!\", 'hi!', 'ooh, the gift shop!', \"no, these aren't all my suitcases. this one's paolo's.\"]\n", "\n", "top answer\n", "how about you guys?\n" ] } ] }, { "cell_type": "markdown", "source": [ "# Let's try cross encoder" ], "metadata": { "id": "lk-4JXaR1be_" } }, { "cell_type": "code", "source": [ "tokenizer = AutoTokenizer.from_pretrained(\"distilbert-base-uncased\")\n", "bert_model = AutoModel.from_pretrained(\"distilbert-base-uncased\")" ], "metadata": { "id": "VMAIrMlBI4DM" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# example of next sentence prediction objective used for a cross encoder\n", "tokenized_texts = tokenizer([\"I am hungry.\"], [\"Order some food for me\"], padding=True, truncation=True)\n", "tokenizer.decode(tokenized_texts[\"input_ids\"][0])" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 36 }, "id": "dYeTNrQrIgAC", "outputId": "77245842-dd0a-4714-fc9a-a472bfa32c27" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "'[CLS] i am hungry. [SEP] order some food for me [SEP]'" ], "application/vnd.google.colaboratory.intrinsic+json": { "type": "string" } }, "metadata": {}, "execution_count": 164 } ] }, { "cell_type": "code", "source": [ "%%time\n", "\n", "MAX_LENGTH = 128\n", "\n", "tokenized_texts = tokenizer(df.question.tolist(),\n", " df.answer.tolist(),\n", " max_length=MAX_LENGTH, padding=\"max_length\",\n", " truncation=True, verbose=True)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "rqY2FOPzhFiM", "outputId": "ffcbac98-2fa9-4868-afb3-4b701f784a21" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "CPU times: user 3.3 s, sys: 368 ms, total: 3.66 s\n", "Wall time: 2.18 s\n" ] } ] }, { "cell_type": "code", "source": [ "class CrossFriendsDataset(Dataset):\n", " def __init__(self, tokens: dict, labels: list[float]):\n", " self.tokens = tokens\n", " self.labels = labels\n", "\n", " def __getitem__(self, ix: int) -> dict[str, torch.tensor]:\n", " return {\n", " \"input_ids\": torch.tensor(self.tokens[\"input_ids\"][ix], dtype=torch.long),\n", " \"attention_mask\": torch.tensor(self.tokens[\"attention_mask\"][ix], dtype=torch.long),\n", " \"labels\": torch.tensor(self.labels[ix], dtype=torch.float) # Use float for regression\n", " }\n", "\n", " def __len__(self) -> int:\n", " return len(self.tokens[\"input_ids\"])" ], "metadata": { "id": "hvKSKmddhKUW" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "cross_friends_dataset = CrossFriendsDataset(tokenized_texts, df.label.tolist())" ], "metadata": { "id": "NYZaUsQqh-Rx" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "train_ratio = 0.8\n", "n_total = len(cross_friends_dataset)\n", "n_train = int(n_total * train_ratio)\n", "n_val = n_total - n_train\n", "\n", "train_dataset, val_dataset = random_split(cross_friends_dataset, [n_train, n_val])\n", "\n", "batch_size = 16 # mentioned in the paper\n", "train_dataloader = DataLoader(train_dataset, batch_size=batch_size, shuffle=True)\n", "val_dataloader = DataLoader(val_dataset, batch_size=batch_size, shuffle=False)" ], "metadata": { "id": "6ykPpt6mjYIX" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "len(train_dataloader), len(val_dataloader)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Lp1WzHdXjZCh", "outputId": "285b531d-0cc6-4bc3-f25c-4fb1fadb4083" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "(806, 202)" ] }, "metadata": {}, "execution_count": 188 } ] }, { "cell_type": "code", "source": [ "class CrossEncoderBert(torch.nn.Module):\n", " def __init__(self, max_length: int = MAX_LENGTH):\n", " super().__init__()\n", " self.max_length = max_length\n", " self.bert_model = AutoModel.from_pretrained('distilbert-base-uncased')\n", " self.bert_tokenizer = AutoTokenizer.from_pretrained('distilbert-base-uncased')\n", " self.linear = torch.nn.Linear(self.bert_model.config.hidden_size, 1)\n", "\n", " def forward(self, input_ids, attention_mask):\n", " outputs = self.bert_model(input_ids=input_ids, attention_mask=attention_mask)\n", " pooled_output = outputs.last_hidden_state[:, 0] # Use the CLS token's output\n", " return self.linear(pooled_output)" ], "metadata": { "id": "cB9TaHC8jajn" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "def test_cross_encoder_bert():\n", " max_length = 128\n", " model = CrossEncoderBert(max_length=max_length)\n", "\n", " # Check __init__ method\n", " assert model.max_length == max_length, \"Incorrect max_length initialization\"\n", " assert isinstance(model.linear, torch.nn.Linear), \"linear is not an instance of torch.nn.Linear\"\n", " assert model.linear.in_features == model.bert_model.config.hidden_size, \"Incorrect input size for linear layer\"\n", "\n", " # Prepare dummy data for forward method check\n", " input_text = [\"Hello, world!\"]\n", " inputs = model.bert_tokenizer(input_text, return_tensors=\"pt\", max_length=max_length, truncation=True, padding=True)\n", " input_ids = inputs[\"input_ids\"]\n", " attention_mask = inputs[\"attention_mask\"]\n", "\n", " # Check forward method\n", " output = model(input_ids, attention_mask)\n", " assert output.shape == (1, 1), \"Output shape is incorrect\"\n", "\n", " print(\"All checks passed!\")\n", "\n", "test_cross_encoder_bert()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "x01rvspdjbgy", "outputId": "033c7ee0-bb21-4915-e429-7f797354cb73" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "All checks passed!\n" ] } ] }, { "cell_type": "code", "source": [ "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n", "model = CrossEncoderBert().to(device)" ], "metadata": { "id": "MALjG-MdjdHu" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# optimizer, lr, num_warmup steps have been picked from the paper\n", "optimizer = torch.optim.AdamW(model.parameters(), lr=3e-5)\n", "total_steps = len(train_dataset) // batch_size\n", "warmup_steps = int(0.1 * total_steps)\n", "scheduler = get_linear_schedule_with_warmup(optimizer, num_warmup_steps=warmup_steps,\n", " num_training_steps=total_steps - warmup_steps)\n", "\n", "loss_fn = torch.nn.MSELoss()" ], "metadata": { "id": "y8aDTkM7jdyz" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "def train_step_fn(model, optimizer, scheduler, loss_fn, batch):\n", " model.train()\n", " input_ids = batch['input_ids'].to(device)\n", " attention_mask = batch['attention_mask'].to(device)\n", " labels = batch['labels'].to(device)\n", " optimizer.zero_grad()\n", " logits = model(input_ids, attention_mask)\n", " loss = loss_fn(logits.squeeze(-1), labels)\n", " loss.backward()\n", " optimizer.step()\n", " scheduler.step()\n", " return loss.item()\n", "\n", "def val_step_fn(model, loss_fn, batch):\n", " model.eval()\n", " input_ids = batch['input_ids'].to(device)\n", " attention_mask = batch['attention_mask'].to(device)\n", " labels = batch['labels'].to(device)\n", " with torch.no_grad():\n", " logits = model(input_ids, attention_mask)\n", " loss = loss_fn(logits.squeeze(-1), labels)\n", " return loss.item()\n", "\n", "def mini_batch(dataloader, step_fn, is_training=True):\n", " mini_batch_losses = []\n", " for i, batch in enumerate(dataloader):\n", " if is_training:\n", " loss = step_fn(model, optimizer, scheduler, loss_fn, batch)\n", " else:\n", " loss = step_fn(model, loss_fn, batch)\n", " mini_batch_losses.append(loss)\n", " if i % (batch_size * 4) == 0:\n", " print(f\"Step {i:>5}/{len(dataloader)}, Loss = {loss:.3f}\")\n", " return np.mean(mini_batch_losses), mini_batch_losses" ], "metadata": { "id": "yAZt0WsNje_s" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "%%time\n", "\n", "n_epochs = 2\n", "\n", "train_losses, train_mini_batch_losses = [], []\n", "val_losses, val_mini_batch_losses = [], []\n", "\n", "for epoch in range(1, n_epochs + 1):\n", " print(f\"\\nEpoch {epoch}\")\n", " train_loss, _train_mini_batch_losses = mini_batch(train_dataloader, train_step_fn, is_training=True)\n", " train_mini_batch_losses.extend(_train_mini_batch_losses)\n", " train_losses.append(train_loss)\n", "\n", " with torch.no_grad():\n", " val_loss, _val_mini_batch_losses = mini_batch(val_dataloader, val_step_fn, is_training=False)\n", " val_mini_batch_losses.extend(_val_mini_batch_losses)\n", " val_losses.append(val_loss)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "0tGNd3tPjgSa", "outputId": "b246b951-d7b9-4a23-a594-591e75929c3e" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "\n", "Epoch 1\n", "Step 0/806, Loss = 0.656\n", "Step 64/806, Loss = 0.306\n", "Step 128/806, Loss = 0.312\n", "Step 192/806, Loss = 0.219\n", "Step 256/806, Loss = 0.289\n", "Step 320/806, Loss = 0.177\n", "Step 384/806, Loss = 0.358\n", "Step 448/806, Loss = 0.250\n", "Step 512/806, Loss = 0.246\n", "Step 576/806, Loss = 0.214\n", "Step 640/806, Loss = 0.241\n", "Step 704/806, Loss = 0.191\n", "Step 768/806, Loss = 0.233\n", "Step 0/202, Loss = 0.237\n", "Step 64/202, Loss = 0.225\n", "Step 128/202, Loss = 0.265\n", "Step 192/202, Loss = 0.253\n", "\n", "Epoch 2\n", "Step 0/806, Loss = 0.195\n", "Step 64/806, Loss = 0.178\n", "Step 128/806, Loss = 0.223\n", "Step 192/806, Loss = 0.202\n", "Step 256/806, Loss = 0.201\n", "Step 320/806, Loss = 0.225\n", "Step 384/806, Loss = 0.216\n", "Step 448/806, Loss = 0.212\n", "Step 512/806, Loss = 0.211\n", "Step 576/806, Loss = 0.213\n", "Step 640/806, Loss = 0.221\n", "Step 704/806, Loss = 0.221\n", "Step 768/806, Loss = 0.203\n", "Step 0/202, Loss = 0.237\n", "Step 64/202, Loss = 0.225\n", "Step 128/202, Loss = 0.265\n", "Step 192/202, Loss = 0.253\n", "CPU times: user 4min 57s, sys: 647 ms, total: 4min 58s\n", "Wall time: 5min 19s\n" ] } ] }, { "cell_type": "code", "source": [ "model.bert_model.save_pretrained(\"models/friends_cross_encoder\")" ], "metadata": { "id": "w4fv1S193oXB" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "window_size = 32\n", "\n", "train_mb_running_loss = []\n", "for i in range(len(train_mini_batch_losses)-window_size):\n", " train_mb_running_loss.append(np.mean(train_mini_batch_losses[i:i+window_size]))\n", "\n", "val_mb_running_loss = []\n", "for i in range(len(val_mini_batch_losses)-window_size):\n", " val_mb_running_loss.append(np.mean(val_mini_batch_losses[i:i+window_size]))\n", "\n", "fix, ax = plt.subplots(figsize=(14, 8))\n", "ax.plot(range(len(train_mb_running_loss)), train_mb_running_loss);" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 584 }, "id": "8aSD8T2M1ig3", "outputId": "a073b5f7-4c23-4d5f-f682-dd91002a8503" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
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}, "metadata": {} } ] }, { "cell_type": "code", "source": [ "torch.cuda.empty_cache()" ], "metadata": { "id": "CoCgYAvV3GTy" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "def get_ranked_docs(\n", " tokenizer: AutoTokenizer, finetuned_ce: CrossEncoderBert,\n", " base_bert: AutoModel, query: str, corpus: list[str]\n", ") -> None:\n", "\n", " queries = [query] * len(corpus)\n", " tokenized_texts = tokenizer(\n", " queries, corpus, max_length=MAX_LENGTH, padding=True, truncation=True, return_tensors=\"pt\"\n", " ).to(device)\n", "\n", " # Finetuned CrossEncoder model scoring\n", " with torch.no_grad():\n", " ce_scores = finetuned_ce(tokenized_texts['input_ids'], tokenized_texts['attention_mask']).squeeze(-1)\n", " ce_scores = torch.sigmoid(ce_scores) # Apply sigmoid if needed\n", "\n", " # Base Bert model scoring\n", " with torch.no_grad():\n", " base_bert_outputs = base_bert(**tokenized_texts)\n", " bert_scores = torch.sigmoid(finetuned_ce.linear(base_bert_outputs.last_hidden_state[:, 0, :])) # Use CLS token output\n", "\n", " # Process scores for finetuned model\n", " print(f\"Query - {query} [Finetuned Cross-Encoder]\\n---\")\n", " scores = ce_scores.cpu().numpy()\n", " scores_ix = np.argsort(scores)[::-1]\n", " for ix in scores_ix: # Limit to corpus size\n", " print(f\"{scores[ix]: >.2f}\\t{corpus[ix]}\")\n", "\n", " # Process scores for base Bert model\n", " print(f\"\\nQuery - {query} [Bert Base]\\n---\")\n", " scores = bert_scores.cpu().numpy().squeeze(-1)\n", " scores_ix = np.argsort(scores)[::-1]\n", " for ix in scores_ix: # Limit to corpus size\n", " print(f\"{scores[ix]: >.2f}\\t{corpus[ix]}\")" ], "metadata": { "id": "dSbAfqgEjmlx" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "corpus = topk_answers_on_question\n", "query = \"Where are you going?\"" ], "metadata": { "id": "tljfDOWdyAMr" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "get_ranked_docs(tokenizer, model, bert_model.to(device), query, corpus)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ksl8f4muyCWs", "outputId": "592cf2f3-1d89-44c7-f066-f32d85672b31" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Query - Where are you going? [Finetuned Cross-Encoder]\n", "---\n", "0.63\tooh, the gift shop!\n", "0.63\thi!\n", "0.63\thow about you guys?\n", "0.61\tno, these aren't all my suitcases. this one's paolo's.\n", "0.59\toh well, you know, i think it's kinda really important that i go somewhere where there's sun, so i'm sort of... hey!\n", "\n", "Query - Where are you going? [Bert Base]\n", "---\n", "0.50\tno, these aren't all my suitcases. this one's paolo's.\n", "0.49\toh well, you know, i think it's kinda really important that i go somewhere where there's sun, so i'm sort of... hey!\n", "0.49\thi!\n", "0.48\thow about you guys?\n", "0.48\tooh, the gift shop!\n" ] } ] }, { "cell_type": "code", "source": [ "def get_cross_answer(\n", " tokenizer: AutoTokenizer, finetuned_ce: CrossEncoderBert,\n", " base_bert: AutoModel, query: str, corpus: list[str]\n", ") -> None:\n", "\n", " queries = [query] * len(corpus)\n", " tokenized_texts = tokenizer(\n", " queries, corpus, max_length=MAX_LENGTH, padding=True, truncation=True, return_tensors=\"pt\"\n", " ).to(device)\n", "\n", " # Finetuned CrossEncoder model scoring\n", " with torch.no_grad():\n", " ce_scores = finetuned_ce(tokenized_texts['input_ids'], tokenized_texts['attention_mask']).squeeze(-1)\n", " ce_scores = torch.sigmoid(ce_scores) # Apply sigmoid if needed\n", "\n", "\n", " # Process scores for finetuned model\n", " scores = ce_scores.cpu().numpy()\n", " scores_ix = np.argmax(scores)\n", " print(f\"{corpus[scores_ix]}\")" ], "metadata": { "id": "BoZbAZ5c9kuq" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "get_cross_answer(tokenizer, model, bert_model.to(device), query, corpus)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "-0QN9iTh93_b", "outputId": "2008a630-0662-4b9c-a3db-973675d32fa9" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "ooh, the gift shop!\n" ] } ] } ] }