lstm_bert_embeddings.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "from emojify.utils.nn_manager import NNManager\n",
    "from emojify.dataloaders.bert_embedded_data import load_bert_embeddings_data\n",
    "from emojify.models.lstm_net import LSTMNet\n",
    "import torch\n",
    "import matplotlib.pyplot as plt\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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3, 1, 4, 4, 2, 2, 2, 0, 3, 4, 2, 1, 0, 1, 2, 1, 4, 4, 4, 4, 2, 4, 4, 4, 4, 0, 4, 4, 2, 2, 2, 1, 2, 0, 4, 1, 0, 4, 3, 0, 4, 2, 3, 3, 2, 2, 2, 2, 4, 0, 2, 2, 2, 0, 4, 4, 4, 0, 2, 3, 4, 2, 4, 2, 4, 2, 2, 3, 0, 2, 0, 4, 3, 4, 1, 2, 1, 2, 4, 5, 2, 0, 2, 0, 2, 2, 4, 2, 0, 3, 3, 2, 5, 1, 1, 0, 0, 3, 1, 0, 4, 1, 4, 3, 2, 1, 0, 4, 2, 4, 4, 2, 2, 4, 3, 2, 2, 4, 1, 2, 1, 2, 2, 3, 2, 2, 4, 2, 2, 4, 2, 2, 5, 5, 2, 2, 4, 4, 0, 4, 2, 0, 1, 1, 2, 4, 1, 4, 4, 5, 4, 2, 0, 4, 4, 5, 4, 2, 2, 2, 4, 4, 4, 4, 4, 2, 1, 0, 1, 1, 4, 4, 4, 2, 4, 2, 3, 0, 4, 4, 2, 0, 2, 2, 2, 4, 4, 1, 2, 2, 0, 3, 2, 0, 3, 4, 4, 2, 2, 4, 2, 2, 3, 2, 4, 2, 2, 3, 2, 3, 2, 1, 2, 4, 0, 2, 0, 2, 4, 2, 0, 2, 4, 4, 2, 4, 0, 2, 2, 1, 2, 2, 1, 2, 0, 1, 4, 4, 2, 4, 2, 2, 4, 2, 4, 2, 2, 3, 0, 2, 0, 4, 2, 4, 4, 4, 2, 3, 4, 4, 3, 4, 2, 4, 4, 0, 4, 0, 2, 5, 1, 0, 2, 2, 2, 0, 4, 4, 2, 2, 4, 4, 2, 5, 4, 4, 1, 0, 4, 2, 4, 2, 2, 1, 3, 4, 0, 2, 4, 2, 1, 4, 2, 3, 0, 4, 4, 2, 4, 2, 1, 2, 4, 4, 2, 5, 2, 2, 4, 3, 2, 2, 4, 4, 2, 2, 4, 3, 3, 2, 2, 2, 0, 1, 2, 4, 4, 0, 4, 0, 0, 4, 0, 2, 1, 4, 4, 4, 3, 3, 0, 0, 4, 0, 0, 2, 2, 1]\n",
      "classes_to_idx {'anger': 0, 'fear': 1, 'joy': 2, 'love': 3, 'sadness': 4, 'surprise': 5}\n",
      "20000\n",
      "LSTMNet(\n",
      "  (lstm): LSTM(768, 6, num_layers=2, batch_first=True)\n",
      "  (seq): Sequential(\n",
      "    (0): ReLU()\n",
      "    (1): Linear(in_features=6, out_features=24, bias=True)\n",
      "    (2): ReLU()\n",
      "    (3): Linear(in_features=24, out_features=6, bias=True)\n",
      "  )\n",
      ")\n",
      "---- Epoch 1 of 30 ----\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 58%|█████▊    | 292/500 [00:01<00:01, 204.58it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 0, Batches per seconds: 219.01, Global step:    250, Validation Loss: 1.57, Validation Accuracy: 0.336\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 500/500 [00:02<00:00, 229.95it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 0, Batches per seconds: 229.79, Global step:    500, Validation Loss: 1.43, Validation Accuracy: 0.482\n",
      "---- Epoch 2 of 30 ----\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 60%|██████    | 300/500 [00:01<00:00, 235.13it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 1, Batches per seconds: 233.99, Global step:    750, Validation Loss: 1.33, Validation Accuracy: 0.501\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 500/500 [00:02<00:00, 242.30it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 1, Batches per seconds: 235.73, Global step:   1000, Validation Loss: 1.23, Validation Accuracy: 0.539\n",
      "---- Epoch 3 of 30 ----\n"
     ]
    },
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 2, Batches per seconds: 235.82, Global step:   1250, Validation Loss: 1.22, Validation Accuracy: 0.532\n"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 2, Batches per seconds: 238.07, Global step:   1500, Validation Loss: 1.22, Validation Accuracy: 0.533\n",
      "---- Epoch 4 of 30 ----\n"
     ]
    },
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 3, Batches per seconds: 239.13, Global step:   1750, Validation Loss: 1.23, Validation Accuracy: 0.547\n"
     ]
    },
    {
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 3, Batches per seconds: 238.98, Global step:   2000, Validation Loss: 1.19, Validation Accuracy: 0.555\n",
      "---- Epoch 5 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 4, Batches per seconds: 239.61, Global step:   2250, Validation Loss: 1.21, Validation Accuracy: 0.538\n"
     ]
    },
    {
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 4, Batches per seconds: 240.36, Global step:   2500, Validation Loss: 1.19, Validation Accuracy: 0.546\n",
      "---- Epoch 6 of 30 ----\n"
     ]
    },
    {
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     "output_type": "stream",
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      " 57%|█████▋    | 283/500 [00:01<00:00, 243.19it/s]"
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 5, Batches per seconds: 241.59, Global step:   2750, Validation Loss: 1.18, Validation Accuracy: 0.546\n"
     ]
    },
    {
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 5, Batches per seconds: 242.92, Global step:   3000, Validation Loss: 1.29, Validation Accuracy: 0.507\n",
      "---- Epoch 7 of 30 ----\n"
     ]
    },
    {
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     "output_type": "stream",
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      " 59%|█████▉    | 296/500 [00:01<00:00, 234.14it/s]"
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 6, Batches per seconds: 242.93, Global step:   3250, Validation Loss: 1.21, Validation Accuracy: 0.550\n"
     ]
    },
    {
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 6, Batches per seconds: 243.52, Global step:   3500, Validation Loss: 1.18, Validation Accuracy: 0.557\n",
      "---- Epoch 8 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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      " 55%|█████▌    | 275/500 [00:01<00:01, 217.76it/s]"
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 7, Batches per seconds: 243.67, Global step:   3750, Validation Loss: 1.17, Validation Accuracy: 0.563\n"
     ]
    },
    {
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     "output_type": "stream",
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 7, Batches per seconds: 242.51, Global step:   4000, Validation Loss: 1.17, Validation Accuracy: 0.554\n",
      "---- Epoch 9 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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      " 56%|█████▌    | 280/500 [00:01<00:01, 218.55it/s]"
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 8, Batches per seconds: 241.66, Global step:   4250, Validation Loss: 1.17, Validation Accuracy: 0.557\n"
     ]
    },
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     "output_type": "stream",
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     ]
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 8, Batches per seconds: 242.15, Global step:   4500, Validation Loss: 1.16, Validation Accuracy: 0.558\n",
      "---- Epoch 10 of 30 ----\n"
     ]
    },
    {
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     "output_type": "stream",
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 9, Batches per seconds: 242.71, Global step:   4750, Validation Loss: 1.18, Validation Accuracy: 0.559\n"
     ]
    },
    {
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     "output_type": "stream",
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     ]
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 9, Batches per seconds: 243.34, Global step:   5000, Validation Loss: 1.15, Validation Accuracy: 0.553\n",
      "---- Epoch 11 of 30 ----\n"
     ]
    },
    {
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     "output_type": "stream",
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      " 55%|█████▌    | 277/500 [00:01<00:00, 232.28it/s]"
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 10, Batches per seconds: 243.55, Global step:   5250, Validation Loss: 1.17, Validation Accuracy: 0.558\n"
     ]
    },
    {
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     "output_type": "stream",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 10, Batches per seconds: 244.13, Global step:   5500, Validation Loss: 1.19, Validation Accuracy: 0.553\n",
      "---- Epoch 12 of 30 ----\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
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      " 58%|█████▊    | 292/500 [00:01<00:00, 239.45it/s]"
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 11, Batches per seconds: 243.98, Global step:   5750, Validation Loss: 1.16, Validation Accuracy: 0.571\n"
     ]
    },
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     "output_type": "stream",
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     ]
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 11, Batches per seconds: 244.53, Global step:   6000, Validation Loss: 1.19, Validation Accuracy: 0.567\n",
      "---- Epoch 13 of 30 ----\n"
     ]
    },
    {
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     "output_type": "stream",
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      " 56%|█████▌    | 281/500 [00:01<00:00, 237.00it/s]"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 12, Batches per seconds: 244.74, Global step:   6250, Validation Loss: 1.15, Validation Accuracy: 0.568\n"
     ]
    },
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     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 12, Batches per seconds: 245.24, Global step:   6500, Validation Loss: 1.16, Validation Accuracy: 0.576\n",
      "---- Epoch 14 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 13, Batches per seconds: 245.69, Global step:   6750, Validation Loss: 1.16, Validation Accuracy: 0.575\n"
     ]
    },
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     "output_type": "stream",
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     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 13, Batches per seconds: 245.82, Global step:   7000, Validation Loss: 1.15, Validation Accuracy: 0.569\n",
      "---- Epoch 15 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 14, Batches per seconds: 246.08, Global step:   7250, Validation Loss: 1.15, Validation Accuracy: 0.581\n"
     ]
    },
    {
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     "output_type": "stream",
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 14, Batches per seconds: 246.28, Global step:   7500, Validation Loss: 1.14, Validation Accuracy: 0.581\n",
      "---- Epoch 16 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 15, Batches per seconds: 246.59, Global step:   7750, Validation Loss: 1.13, Validation Accuracy: 0.586\n"
     ]
    },
    {
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 15, Batches per seconds: 246.70, Global step:   8000, Validation Loss: 1.13, Validation Accuracy: 0.576\n",
      "---- Epoch 17 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 16, Batches per seconds: 246.62, Global step:   8250, Validation Loss: 1.16, Validation Accuracy: 0.577\n"
     ]
    },
    {
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     "output_type": "stream",
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     ]
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 16, Batches per seconds: 246.92, Global step:   8500, Validation Loss: 1.17, Validation Accuracy: 0.587\n",
      "---- Epoch 18 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 17, Batches per seconds: 247.24, Global step:   8750, Validation Loss: 1.14, Validation Accuracy: 0.581\n"
     ]
    },
    {
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     "output_type": "stream",
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     ]
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 17, Batches per seconds: 247.29, Global step:   9000, Validation Loss: 1.15, Validation Accuracy: 0.592\n",
      "---- Epoch 19 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 18, Batches per seconds: 247.55, Global step:   9250, Validation Loss: 1.12, Validation Accuracy: 0.602\n"
     ]
    },
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     "output_type": "stream",
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 18, Batches per seconds: 247.41, Global step:   9500, Validation Loss: 1.12, Validation Accuracy: 0.592\n",
      "---- Epoch 20 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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     ]
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 19, Batches per seconds: 247.48, Global step:   9750, Validation Loss: 1.13, Validation Accuracy: 0.589\n"
     ]
    },
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 19, Batches per seconds: 247.69, Global step:  10000, Validation Loss: 1.11, Validation Accuracy: 0.611\n",
      "---- Epoch 21 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 20, Batches per seconds: 247.91, Global step:  10250, Validation Loss: 1.12, Validation Accuracy: 0.600\n"
     ]
    },
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     "output_type": "stream",
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     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 20, Batches per seconds: 248.04, Global step:  10500, Validation Loss: 1.09, Validation Accuracy: 0.611\n",
      "---- Epoch 22 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    },
    {
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     "output_type": "stream",
     "text": [
      "Epoch: 21, Batches per seconds: 247.95, Global step:  10750, Validation Loss: 1.13, Validation Accuracy: 0.601\n"
     ]
    },
    {
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     "output_type": "stream",
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     ]
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 21, Batches per seconds: 248.11, Global step:  11000, Validation Loss: 1.12, Validation Accuracy: 0.595\n",
      "---- Epoch 23 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 22, Batches per seconds: 248.21, Global step:  11250, Validation Loss: 1.14, Validation Accuracy: 0.580\n"
     ]
    },
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     "output_type": "stream",
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 22, Batches per seconds: 248.12, Global step:  11500, Validation Loss: 1.11, Validation Accuracy: 0.603\n",
      "---- Epoch 24 of 30 ----\n"
     ]
    },
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 23, Batches per seconds: 248.10, Global step:  11750, Validation Loss: 1.11, Validation Accuracy: 0.599\n"
     ]
    },
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 23, Batches per seconds: 248.04, Global step:  12000, Validation Loss: 1.12, Validation Accuracy: 0.594\n",
      "---- Epoch 25 of 30 ----\n"
     ]
    },
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 24, Batches per seconds: 247.98, Global step:  12250, Validation Loss: 1.16, Validation Accuracy: 0.598\n"
     ]
    },
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    {
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     "output_type": "stream",
     "text": [
      "Epoch: 24, Batches per seconds: 248.23, Global step:  12500, Validation Loss: 1.12, Validation Accuracy: 0.607\n",
      "---- Epoch 26 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
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     "output_type": "stream",
     "text": [
      "Epoch: 25, Batches per seconds: 248.54, Global step:  12750, Validation Loss: 1.14, Validation Accuracy: 0.573\n"
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     "output_type": "stream",
     "text": [
      "Epoch: 25, Batches per seconds: 248.57, Global step:  13000, Validation Loss: 1.10, Validation Accuracy: 0.611\n",
      "---- Epoch 27 of 30 ----\n"
     ]
    },
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     "output_type": "stream",
     "text": [
      "Epoch: 26, Batches per seconds: 248.29, Global step:  13250, Validation Loss: 1.13, Validation Accuracy: 0.606\n"
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     "output_type": "stream",
     "text": [
      "Epoch: 26, Batches per seconds: 248.26, Global step:  13500, Validation Loss: 1.13, Validation Accuracy: 0.593\n",
      "---- Epoch 28 of 30 ----\n"
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 27, Batches per seconds: 248.39, Global step:  13750, Validation Loss: 1.11, Validation Accuracy: 0.599\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 500/500 [00:01<00:00, 256.57it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 27, Batches per seconds: 248.53, Global step:  14000, Validation Loss: 1.13, Validation Accuracy: 0.598\n",
      "---- Epoch 29 of 30 ----\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 55%|█████▌    | 276/500 [00:01<00:01, 221.13it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 28, Batches per seconds: 248.51, Global step:  14250, Validation Loss: 1.13, Validation Accuracy: 0.612\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 500/500 [00:02<00:00, 241.51it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 28, Batches per seconds: 248.27, Global step:  14500, Validation Loss: 1.12, Validation Accuracy: 0.602\n",
      "---- Epoch 30 of 30 ----\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      " 55%|█████▌    | 275/500 [00:01<00:00, 237.04it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 29, Batches per seconds: 248.34, Global step:  14750, Validation Loss: 1.15, Validation Accuracy: 0.586\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 500/500 [00:02<00:00, 247.96it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch: 29, Batches per seconds: 248.25, Global step:  15000, Validation Loss: 1.11, Validation Accuracy: 0.586\n"
     ]
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 2000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "torch.manual_seed(124)\n",
    "embedding_dim = 768  # should probably be 32\n",
    "hidden_dim = 6  # should probably be 32\n",
    "epochs = 30\n",
    "batch_size = 32\n",
    "learning_rate = 5e-3\n",
    "early_stop_count = 30\n",
    "train, val, test = load_bert_embeddings_data(batch_size)\n",
    "model = LSTMNet(\n",
    "    embedding_dim,\n",
    "    hidden_dim,\n",
    "    6\n",
    ")\n",
    "nn_manager = NNManager(\n",
    "    batch_size, learning_rate, early_stop_count, epochs, model, (train, val, test)\n",
    ")\n",
    "nn_manager.train()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 63/63 [00:00<00:00, 1024.17it/s]"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Classification Report:\n",
      "              precision    recall  f1-score   support\n",
      "\n",
      "           0       0.41      0.65      0.51       266\n",
      "           1       0.52      0.47      0.49       247\n",
      "           2       0.76      0.71      0.73       658\n",
      "           3       0.31      0.41      0.36       148\n",
      "           4       0.67      0.59      0.63       601\n",
      "           5       0.24      0.05      0.08        80\n",
      "\n",
      "    accuracy                           0.59      2000\n",
      "   macro avg       0.48      0.48      0.47      2000\n",
      "weighted avg       0.60      0.59      0.59      2000\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "0.588"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "acc = nn_manager.test()\n",
    "acc"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "venv",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.10"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}