speech_command_recognition_quantization-part1.ipynb

{
 "cells": [
  {
   "attachments": {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Code for More Resource Efficient Model Inference with Quantization (1)\n",
    "\n",
    "This tutorial shows how to improve model Resource inference efficiency using quantization with PyTorch Lightning - in this first part, we convert code from PyTorch to Lightning and train a baseline.\n",
    "\n",
    "Author: *Thomas Viehmann*\n",
    "\n",
    "\n",
    "See the [blog post here](https://devblog.pytorchlightning.ai/training-an-edge-optimized-speech-recognition-model-with-pytorch-lightning-a0a6a0c2a413) .\n",
    "\n",
    "The model and training hyperparameters are adapted from the [Speech Command Recognition with TorchAudio](https://pytorch.org/tutorials/intermediate/speech_command_recognition_with_torchaudio.html) tutorial on the PyTorch web site.\n",
    "\n",
    "This notebook can be run either in Grid.ai (using the free credits you get at signup, see below), in Colab or on your own (GPU-enabled) computer.\n",
    "\n",
    "## Training on Grid.ai\n",
    "\n",
    "Here is how to run this notebook on [Grid.AI](https://grid.ai/) with ease.\n",
    "\n",
    "![image.png](attachment:image.png)\n",
    "\n",
    "[Grid.AI](https://grid.ai/) enables you to scale training from your laptop to the cloud without having to modify a single line of code. While Grid supports all the classic Machine Learning Frameworks such as TensorFlow, Keras, PyTorch, and more. Leveraging Lightning features such as Early Stopping, Integrated Logging, Automatic Checkpointing, and CLI enables you to make the traditional MLOps behind model training seem invisible.\n",
    "\n",
    "You can run this relatively quickly on a T4 GPU (~ 1 minute per epoch, so about twice as fast as a free K80 on colab) in Grid.ai.\n",
    "\n",
    "1. After signing up, you get a \\\\$25 credit. The single T4 instance (g4dn.xlarge) costs \\\\$0.55 per hour, so we get around 45 hours of session compute for free.\n",
    "\n",
    "2. Create a datastore from the speech commands dataset, e.g. using\n",
    "  ```\n",
    "  grid datastore create --source https://storage.googleapis.com/download.tensorflow.org/data/speech_commands_v0.02.tar.gz --name speech-commands-v2\n",
    "  ```\n",
    "  from the command line.\n",
    "\n",
    "3. Create a g4dn.xlarge session with the datastore and open the JupyterLab on it. Upload the notebook and run it (increase the number of epochs to 40 if you want reasonable accuracy, one epoch with validation needs about 1.5 minutes). The notebook is a tweak to symlink the datastore to where PyTorch expects the data.\n",
    "4. Download the resulting .pt files from JupyterLab before pausing the session again.\n",
    "5. The g4dn.xlarge instance with a single T4 costs \\\\$0.55 per hour, so if you run both unquantized and quantized training for 40 epochs and remember to pause the instance not too long after training you use only about \\\\$0.75 of your free \\\\$25 of credits.\n",
    "\n",
    "Go and experiment with grid further, but keep another dollar of compute credits for training the quanitzed model in Part 3 of the tutorial!\n",
    "\n",
    "## But now the code!\n",
    "\n",
    "We start with a few preparations:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "MmtA0x8kz7VL",
    "outputId": "b20bb5f8-df9f-48c6-82bd-59e18c77ec57"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The tensorboard extension is already loaded. To reload it, use:\n",
      "  %reload_ext tensorboard\n",
      "Collecting torchaudio\n",
      "  Downloading torchaudio-0.8.1-cp37-cp37m-manylinux1_x86_64.whl (1.9 MB)\n",
      "\u001b[K     |████████████████████████████████| 1.9 MB 25.9 MB/s eta 0:00:01\n",
      "\u001b[?25hRequirement already satisfied: torch==1.8.1 in ./conda/lib/python3.7/site-packages (from torchaudio) (1.8.1)\n",
      "Requirement already satisfied: typing-extensions in ./conda/lib/python3.7/site-packages (from torch==1.8.1->torchaudio) (3.7.4.3)\n",
      "Requirement already satisfied: numpy in ./conda/lib/python3.7/site-packages (from torch==1.8.1->torchaudio) (1.20.2)\n",
      "Installing collected packages: torchaudio\n",
      "Successfully installed torchaudio-0.8.1\n"
     ]
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "\n",
    "# Don't forget to turn on the GPU on google colab! Uncomment these for colab.\n",
    "#!pip install --upgrade pydub torch torchvision torchaudio torchtext \n",
    "#!pip install pytorch_lightning\n",
    "\n",
    "!pip install torchaudio"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "yw_vDab0z7VP",
    "outputId": "251d8eb9-e57e-4674-b599-c6734b8cc0f9"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "cuda\n"
     ]
    }
   ],
   "source": [
    "\n",
    "from typing import Union, Optional\n",
    "from pathlib import Path\n",
    "import torch\n",
    "import sys\n",
    "import os\n",
    "import torchaudio\n",
    "import pytorch_lightning as pl\n",
    "from matplotlib import pyplot\n",
    "import IPython\n",
    "\n",
    "device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n",
    "print(device)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Be sure that it says `cuda` above.\n",
    "\n",
    "Because the Grid.ai datastore from the tar.gz does not quite have the baroque directory structure TorchAudio expects, we create a `data` directory and symlink the datastore."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "la1WcheU1ogh"
   },
   "outputs": [],
   "source": [
    "if os.path.exists('./speech-commands-v2') and not os.path.exists('data/SpeechCommands/speech_commands_v0.02'):\n",
    "    os.mkdirs('data/SpeechCommands', exists_ok=True)\n",
    "    os.symlink('../../speech-commands-v2', 'data/SpeechCommands/speech_commands_v0.02', target_is_directory=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "8ccM3il0z7VR"
   },
   "source": [
    "And now here is the LightningDataModule. It is pretty straightforward. Note the special trick of doing the resampling in the collate function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "id": "eHNVkDorz7VR"
   },
   "outputs": [],
   "source": [
    "class DataModule(pl.LightningDataModule):\n",
    "    def __init__(\n",
    "        self,\n",
    "        dl_path: Union[str, Path] = \"data\",\n",
    "        device: Union[torch.device, str, None] = None,\n",
    "        num_workers: Optional[int] = None,\n",
    "        pin_memory: Optional[bool] = None,\n",
    "        batch_size: int = 128,\n",
    "        sample_rate = 8000,\n",
    "        \n",
    "    ):\n",
    "        super().__init__()\n",
    "\n",
    "        if device is None:\n",
    "            self.device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n",
    "        elif isinstance(device, torch.device):\n",
    "            self.device = device\n",
    "        else:\n",
    "            self.device = torch.device(device)\n",
    "\n",
    "        self._dl_path = dl_path\n",
    "        self._num_workers = num_workers\n",
    "        self._batch_size = batch_size\n",
    "        \n",
    "        if pin_memory is not None:\n",
    "            self._pin_memory = pin_memory\n",
    "        else:\n",
    "            self._pin_memory = (self.device.type == \"cuda\")\n",
    "\n",
    "        if num_workers is not None:\n",
    "            self._num_workers = num_workers\n",
    "        else:\n",
    "            self._num_workers = 16 if self.device.type == \"cuda\" else 0       \n",
    "        self._train_dataset = None\n",
    "        self._val_dataset = None\n",
    "        self._labels = None\n",
    "        self._label_to_index = None\n",
    "        self.sample_rate = sample_rate\n",
    "        self._transform = None\n",
    "        self._input_sample_rate = None\n",
    "\n",
    "    @staticmethod\n",
    "    def pad_sequence(batch):\n",
    "        # Make all tensor in a batch the same length by padding with zeros\n",
    "        batch = [item.t() for item in batch]\n",
    "        batch = torch.nn.utils.rnn.pad_sequence(batch, batch_first=True, padding_value=0.)\n",
    "        return batch.permute(0, 2, 1)\n",
    "\n",
    "    def transform(self, input, input_sample_rate=None):\n",
    "        if input_sample_rate is None:\n",
    "            if self._input_sample_rate is None:\n",
    "                _, self._input_sample_rate, *_ = self.train_dataset[0]\n",
    "            input_sample_rate = self._input_sample_rate\n",
    "        # in TorchAudio master (0.9) there is a functional.resample\n",
    "        return torchaudio.transforms.Resample(orig_freq=input_sample_rate, new_freq=self.sample_rate)(input)\n",
    "\n",
    "    def collate_fn(self, batch):\n",
    "\n",
    "        # A data tuple has the form:\n",
    "        # waveform, sample_rate, label, speaker_id, utterance_number\n",
    "\n",
    "        tensors, targets = [], []\n",
    "\n",
    "        # Gather in lists, and encode labels as indices\n",
    "        for waveform, input_sample_rate, label, *_ in batch:\n",
    "            \n",
    "            tensors += [self.transform(waveform, input_sample_rate)]\n",
    "            targets += [self.label_to_index(label)]\n",
    "\n",
    "        # Group the list of tensors into a batched tensor\n",
    "        tensors = self.pad_sequence(tensors)\n",
    "        targets = torch.stack(targets)\n",
    "        self._label_to_index = None\n",
    "\n",
    "        return tensors, targets\n",
    "\n",
    "    def prepare_data(self):\n",
    "        \"\"\"Download images and prepare dataset.\"\"\"\n",
    "        os.makedirs(self._dl_path, exist_ok=True)\n",
    "        # we don't use the dataset, but download here\n",
    "        torchaudio.datasets.speechcommands.SPEECHCOMMANDS(root=self._dl_path, download=False)\n",
    "\n",
    "    @property\n",
    "    def data_path(self):\n",
    "        return Path(self._dl_path).joinpath(\"speech_commands\")\n",
    "\n",
    "    def __dataset(self, train: bool):\n",
    "        return torchaudio.datasets.speechcommands.SPEECHCOMMANDS(root=self._dl_path,\n",
    "                                                        subset=\"training\" if train else \"validation\")\n",
    "\n",
    "    @property\n",
    "    def labels(self):\n",
    "        if self._labels is None:\n",
    "            self._labels = sorted({os.path.basename(os.path.dirname(p)) for p in self.train_dataset._walker})\n",
    "        return self._labels\n",
    "\n",
    "    @property\n",
    "    def train_dataset(self):\n",
    "        # note that we don't do any augmentation (randomness) here, so caching is OK\n",
    "        if self._train_dataset is None:\n",
    "            self._train_dataset = self.__dataset(train=True)\n",
    "        return self._train_dataset\n",
    "\n",
    "    @property\n",
    "    def val_dataset(self):\n",
    "        if self._val_dataset is None:\n",
    "            self._val_dataset = self.__dataset(train=False)\n",
    "        return self._train_dataset\n",
    "\n",
    "    def __dataloader(self, train: bool):\n",
    "        \"\"\"Train/validation loaders.\"\"\"\n",
    "        return torch.utils.data.DataLoader(\n",
    "            self.train_dataset if train else self.val_dataset,\n",
    "            batch_size=self._batch_size,\n",
    "            shuffle=train,\n",
    "            drop_last=train,\n",
    "            collate_fn=self.collate_fn,\n",
    "            pin_memory=self._pin_memory,\n",
    "            num_workers=self._num_workers,\n",
    "        )\n",
    "    \n",
    "    def train_dataloader(self):\n",
    "        return self.__dataloader(train=True)\n",
    "\n",
    "    def val_dataloader(self):\n",
    "        return self.__dataloader(train=False)\n",
    "\n",
    "    def label_to_index(self, word):\n",
    "        if self._label_to_index is None:\n",
    "            self._label_to_index = {l: torch.tensor(idx) for idx, l in enumerate(self.labels)}\n",
    "        # Return the position of the word in labels, slow...\n",
    "        return self._label_to_index[word]\n",
    "\n",
    "    def index_to_label(self, index):\n",
    "        # Return the word corresponding to the index in labels\n",
    "        # This is the inverse of label_to_index\n",
    "        return self.labels[index]\n",
    "\n",
    "    \n",
    "dm = DataModule(dl_path='data', num_workers=4)\n",
    "dm.prepare_data()\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "RwpQExzvz7VW"
   },
   "source": [
    "We can visualize the data (coming from the dataset instead of the dataloader, this is before resampling):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 299
    },
    "id": "P3wSOo1Gz7VX",
    "outputId": "e9a73f68-cc52-4ec1-868f-3c9109ff59ad"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Shape of waveform: torch.Size([1, 16000])\n",
      "Sample rate of waveform: 16000\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "waveform, sample_rate, label, speaker_id, utterance_number = dm.train_dataset[0]\n",
    "\n",
    "print(\"Shape of waveform: {}\".format(waveform.size()))\n",
    "print(\"Sample rate of waveform: {}\".format(sample_rate))\n",
    "\n",
    "pyplot.plot(waveform.t().numpy());"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "J2dJaNn1z7VY"
   },
   "source": [
    "Let’s find the list of labels available in the dataset.\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "Ecgldsrdz7VY"
   },
   "source": [
    "The 35 audio labels are commands that are said by users. The first few\n",
    "files are people saying “backward”.\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 75
    },
    "id": "ioFy-z4vz7VZ",
    "outputId": "a045d2d7-80e2-4da9-fc75-be78b0fd98f6"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "                <audio  controls=\"controls\" >\n",
       "                    <source 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\" type=\"audio/wav\" />\n",
       "                    Your browser does not support the audio element.\n",
       "                </audio>\n",
       "              "
      ],
      "text/plain": [
       "<IPython.lib.display.Audio object>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "waveform_first, *_ = dm.train_dataset[0]\n",
    "IPython.display.Audio(waveform_first.numpy(), rate=sample_rate)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "YjJcqN8Vz7VZ"
   },
   "source": [
    "The last file is someone saying “zero”.\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 75
    },
    "id": "H63YTfUez7VZ",
    "outputId": "df813e3d-0c45-4b36-a012-965ac8519e23"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "                <audio  controls=\"controls\" >\n",
       "                    <source 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\" type=\"audio/wav\" />\n",
       "                    Your browser does not support the audio element.\n",
       "                </audio>\n",
       "              "
      ],
      "text/plain": [
       "<IPython.lib.display.Audio object>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "waveform_last, *_ = dm.train_dataset[-1]\n",
    "IPython.display.Audio(waveform_last.numpy(), rate=sample_rate)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "c3xy-vDbz7Va"
   },
   "source": [
    "## The model\n",
    "\n",
    "This directly mirrors [the model in the tutorial](https://pytorch.org/tutorials/intermediate/speech_command_recognition_with_torchaudio.html#define-the-network), but I find the `nn.Sequential` more elegant here (and it will be useful to us, later, too)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "id": "K7vdF9wYz7Va"
   },
   "outputs": [],
   "source": [
    "class M5(torch.nn.Sequential):\n",
    "    def __init__(self, n_input=1, n_output=35, stride=16, n_channel=32):\n",
    "        super().__init__(\n",
    "            torch.nn.Conv1d(n_input, n_channel, kernel_size=80, stride=stride),\n",
    "            torch.nn.BatchNorm1d(n_channel),\n",
    "            torch.nn.ReLU(),\n",
    "            torch.nn.MaxPool1d(4),\n",
    "            torch.nn.Conv1d(n_channel, n_channel, kernel_size=3),\n",
    "            torch.nn.BatchNorm1d(n_channel),\n",
    "            torch.nn.ReLU(),\n",
    "            torch.nn.MaxPool1d(4),\n",
    "            torch.nn.Conv1d(n_channel, 2 * n_channel, kernel_size=3),\n",
    "            torch.nn.BatchNorm1d(2 * n_channel),\n",
    "            torch.nn.ReLU(),\n",
    "            torch.nn.MaxPool1d(4),\n",
    "            torch.nn.Conv1d(2 * n_channel, 2 * n_channel, kernel_size=3),\n",
    "            torch.nn.BatchNorm1d(2 * n_channel),\n",
    "            torch.nn.ReLU(),\n",
    "            torch.nn.MaxPool1d(4),\n",
    "            torch.nn.AdaptiveAvgPool1d(1),\n",
    "            torch.nn.Flatten(),\n",
    "            torch.nn.Linear(2 * n_channel, n_output),\n",
    "        )\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "etOY1Mdpz7Vb"
   },
   "source": [
    "But we not only need a PyTorch module but also a Lightning module. This is pretty vanilla PyTorch lightning tooling, we use the optimization hyperparameters from the tutorial except that I halved the learning rate after Quantization Aware Training ran into NaNs below. Personally, I like to do my LightningModule as a wrapper, but any other way is OK, too.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "id": "edZKOe-Pz7Vb"
   },
   "outputs": [],
   "source": [
    "class AudioModel(pl.LightningModule):\n",
    "    def __init__(self, klass=M5):\n",
    "        # n_input = 1 for mono, 2 for stereo\n",
    "        super().__init__()\n",
    "        self.model = klass(n_input=1, n_output=len(dm.labels))\n",
    "        self.val_accuracy = pl.metrics.Accuracy()\n",
    "\n",
    "    def forward(self, x):\n",
    "        return self.model(x)\n",
    "\n",
    "    def training_step(self, batch, batch_idx):\n",
    "        inp, label = batch\n",
    "        pred = self(inp)\n",
    "        loss = torch.nn.functional.cross_entropy(pred, label)\n",
    "        # Logging to TensorBoard by default\n",
    "        self.log('train_loss', loss)\n",
    "        return loss\n",
    "    \n",
    "    def validation_step(self, batch, batch_idx):\n",
    "        inp, label = batch\n",
    "        pred = self(inp)\n",
    "        loss = torch.nn.functional.cross_entropy(pred, label)        \n",
    "        acc = self.val_accuracy(pred.softmax(dim=-1), label)\n",
    "        self.log('valid_acc', acc, on_step=True, on_epoch=True)\n",
    "        self.log('valid_loss',loss, on_step=True, on_epoch=True)\n",
    "        return loss\n",
    "\n",
    "    def configure_optimizers(self):\n",
    "        opt = torch.optim.Adam(model.parameters(), lr=0.005, weight_decay=0.0001)\n",
    "        sched = torch.optim.lr_scheduler.StepLR(opt, step_size=20, gamma=0.1) \n",
    "        return [opt], [sched]\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "25-m5ak3z7Vb"
   },
   "source": [
    "## Training\n",
    "\n",
    "Datamodule, model and we're good to go!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 319,
     "referenced_widgets": [
      "8f290318195f42389d5c312613848119",
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      "bec463ad4fb74f1f84b1b5258f2e9834",
      "91e0b4eb667548d98bc95352204ae4ad",
      "f9a2d36e4b8d4125a42c267d1caeaff7",
      "98df4b54ac7a4665bb95d8906e063031",
      "ad75cb3601954e71b2b46ae72de7d352",
      "3d59e2ec767f4f05965d4a5d35a81100",
      "c736fb95255a47299a9bfff6dbe4786d",
      "e2aafe26c8074fc2a3702053f6f3c69c",
      "15f22e4a47be4d4b80105e9ce89701ad",
      "a983aeb19b4647c1b673a59fe5403366",
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      "\n",
      "  | Name         | Type     | Params\n",
      "------------------------------------------\n",
      "0 | model        | M5       | 26.9 K\n",
      "1 | val_accuracy | Accuracy | 0     \n",
      "------------------------------------------\n",
      "26.9 K    Trainable params\n",
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    "model = AudioModel()\n",
    "trainer = pl.Trainer(gpus=1, max_epochs=40, check_val_every_n_epoch=1)  # for real training, I use 40 epochs or so\n",
    "trainer.fit(model, datamodule=dm)\n"
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   ]
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   "source": [
    "Now we save the model to TorchScript."
   ]
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   "execution_count": 26,
   "metadata": {
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    "# Running on the Raspberry Pi\n",
    "\n",
    "Naturally, I am [using the packages I compiled for it](http://mathinf.com/pytorch/arm64/), but if you select  \"pip\" and \"CPU\" on the official [PyTorch download page](https://pytorch.org/get-started/locally/) you get installation commands that also work on 64 bit ARM.\n",
    "\n",
    "We can easily do so using the new benchmark API from PyTorch:\n",
    "\n",
    "```\n",
    "import torch\n",
    "import torch.utils.benchmark\n",
    "\n",
    "torch.backends.quantized.engine = 'qnnpack'\n",
    "\n",
    "fp_model = torch.jit.load('./audio_model_fp32.pt', map_location='cpu')\n",
    "\n",
    "inp = torch.randn(1, 1, 8000)\n",
    "\n",
    "tf = torch.utils.benchmark.Timer(setup='from __main__ import fp_model, inp', stmt='fp_model(inp)')\n",
    "# due to the way PyTorch computes warmup, use >= 200 here to get at least two warmup steps\n",
    "print(f\"fp32 {tf.timeit(200).median * 1000:.1f} ms\")\n",
    "```\n",
    "\n",
    "On my Rasperry Pi 4, this gives 5.1ms for the fp32 model.\n",
    "\n",
    "We will discuss benchmarking more once we have the quantized model.\n",
    "\n",
    "Stay tuned for the next parts of our tutorial!"
   ]
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