soundprocess_pytorch.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "id": "94kdUPk-LzsA"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/lijm1358/anaconda3/envs/mlenv/lib/python3.8/site-packages/tqdm/auto.py:22: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
      "  from .autonotebook import tqdm as notebook_tqdm\n"
     ]
    }
   ],
   "source": [
    "import os\n",
    "import sys\n",
    "import warnings\n",
    "import subprocess\n",
    "from subprocess import call\n",
    "from functools import partial\n",
    "import statistics\n",
    "\n",
    "import librosa\n",
    "\n",
    "from tqdm import tqdm\n",
    "\n",
    "import numpy as np\n",
    "\n",
    "import torch\n",
    "from torch import nn, Tensor\n",
    "import torch.nn.functional as F\n",
    "from torch.nn.functional import pad\n",
    "\n",
    "from torch.utils.data import Dataset\n",
    "from torch.utils.data import DataLoader\n",
    "from torch.utils.data import random_split\n",
    "\n",
    "from torchmetrics.audio import SignalDistortionRatio\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "import soundfile\n",
    "\n",
    "from typing import Tuple"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "id": "mHRoNfiqLzsC"
   },
   "outputs": [],
   "source": [
    "# path_folder_in = '../dataset/train'\n",
    "# path_folder_out = '../dataset/createdmusdb18/train'\n",
    "\n",
    "# files = os.listdir(path_folder_in)\n",
    "# for file in tqdm(files, position=0, leave=True):\n",
    "#   # tqdm.write(f\"current song : {file}\")\n",
    "#   file_in = path_folder_in + '/' + file\n",
    "#   for i in range(5):\n",
    "#     filesp = file.split(\".\")\n",
    "#     filesp[-1] = f\"{i}.mp3\"\n",
    "#     filesp = \".\".join(filesp)\n",
    "#     file_out = f\"{path_folder_out}/{filesp}\"\n",
    "#     # tqdm.write(f\"processing {file_out}\", end='\\r')\n",
    "#     call(('ffmpeg', '-y', '-i', file_in, '-map', f'0:{i}', '-vn', file_out),\n",
    "#          stdout=subprocess.DEVNULL,\n",
    "#          stderr=subprocess.STDOUT)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [],
   "source": [
    "# base_dir = '../dataset/createdmusdb18/test'\n",
    "# target_dir = '../dataset/createdmusdb18/test/data_numpy'\n",
    "# music_list = os.listdir('../dataset/createdmusdb18/test')\n",
    "# music_list.sort()\n",
    "\n",
    "# warnings.filterwarnings('ignore')\n",
    "# for music in tqdm(music_list):\n",
    "#     if music != 'data_numpy' and music != 'data_numpy_split':\n",
    "#         music = os.path.join(base_dir, music)\n",
    "#         outfile_name = music.split(\"/\")[-1]\n",
    "#         outfile_name = os.path.join(target_dir, outfile_name)\n",
    "#         #print(outfile_name)\n",
    "#         arr, _ = librosa.load(music)\n",
    "#         np.save(outfile_name, arr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "jw2g-pCOsE6R",
    "outputId": "5babe083-22f9-451c-cdb8-e1265ff18c9b"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 250/250 [01:16<00:00,  3.26it/s]\n"
     ]
    }
   ],
   "source": [
    "# base_dir = '../dataset/createdmusdb18/test/data_numpy'\n",
    "# target_dir = '../dataset/createdmusdb18/test/data_numpy_split'\n",
    "\n",
    "# # 16384 for training, 22050 for validation/test(1sec length)\n",
    "# sep_length = 22050\n",
    "\n",
    "# filelist = os.listdir(base_dir)\n",
    "# filelist.sort()\n",
    "# song_np_full = []\n",
    "# count = 0\n",
    "# for i, filename in enumerate(tqdm(filelist)):\n",
    "#     song_np = np.load(os.path.join(base_dir, filename))\n",
    "#     song_np_full.append(song_np)\n",
    "#     if i%5==4:\n",
    "#         song_np_full = np.stack(song_np_full)\n",
    "#         index = 0\n",
    "#         while index+sep_length <= song_np_full.shape[1]:\n",
    "#             np.save(os.path.join(target_dir, str(count)), \n",
    "#                     song_np_full[:, index:index+sep_length])\n",
    "#             index+=sep_length\n",
    "#             count+=1\n",
    "#         song_np_full = []"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "id": "X7N0hkaCLzsD"
   },
   "outputs": [],
   "source": [
    "class MUSDBDataset(Dataset):\n",
    "    def __init__(self, data_dir: str):\n",
    "        self.music_list = []\n",
    "        self.data_dir = os.path.join(data_dir, 'data_numpy_split')\n",
    "        self.music_list = self.get_filenames(self.data_dir)\n",
    "\n",
    "    def __len__(self):\n",
    "        return len(self.music_list)\n",
    "\n",
    "    def __getitem__(self, idx):\n",
    "        music = self.music_list[idx]\n",
    "        music = np.load(music)\n",
    "        return np.expand_dims(music[0], 0), music[1:]\n",
    "\n",
    "    def get_filenames(self, path):\n",
    "        files_list = list()\n",
    "        filenames = os.listdir(path)\n",
    "        filenames.sort()\n",
    "        for filename in filenames:\n",
    "            files_list.append(os.path.join(path, filename))\n",
    "        return files_list"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "htj5Z8MpLzsE",
    "outputId": "c9dc23ba-d3f8-4571-ccb5-4e88748d5fad"
   },
   "outputs": [],
   "source": [
    "train_ds = MUSDBDataset('../dataset/createdmusdb18/train')\n",
    "test_ds = MUSDBDataset('../dataset/createdmusdb18/test')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "valid_ds, test_ds = random_split(test_ds, [int(len(test_ds)*0.5), len(test_ds) - int(len(test_ds)*0.5)])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "id": "0XBPVV1sLzsF"
   },
   "outputs": [],
   "source": [
    "train_dataloader = DataLoader(train_ds, batch_size=16)\n",
    "valid_dataloader = DataLoader(valid_ds, batch_size=16)\n",
    "test_dataloader = DataLoader(test_ds, batch_size=16)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "id": "3m3_EPkjLzsF"
   },
   "outputs": [],
   "source": [
    "class DownSampling(nn.Module):\n",
    "    def __init__(self, in_ch=1, out_ch=24, kernel_size=15):\n",
    "        super().__init__()\n",
    "        self.net = nn.Sequential(\n",
    "            nn.Conv1d(in_ch, out_ch, kernel_size=kernel_size, padding=7),\n",
    "            nn.LeakyReLU(inplace=True),\n",
    "            nn.Conv1d(out_ch, out_ch, kernel_size=kernel_size, padding=7),\n",
    "            nn.LeakyReLU(inplace=True),\n",
    "        )\n",
    "        \n",
    "    def forward(self, x: Tensor):\n",
    "        x = self.net(x)\n",
    "        return x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "id": "khmjRe9-LzsG"
   },
   "outputs": [],
   "source": [
    "class UpSampling(nn.Module):\n",
    "    def __init__(self, in_ch, out_ch, kernel_size):\n",
    "        super().__init__()\n",
    "        self.upsample = nn.Upsample(scale_factor=2, mode=\"linear\", align_corners=True)\n",
    "        self.conv = nn.Sequential(\n",
    "            nn.Conv1d(in_ch, out_ch, kernel_size=kernel_size, padding=2),\n",
    "            nn.LeakyReLU(inplace=True),\n",
    "            nn.Conv1d(out_ch, out_ch, kernel_size=kernel_size, padding=2),\n",
    "            nn.LeakyReLU(inplace=True),\n",
    "        )\n",
    "        \n",
    "    def forward(self, x, x_back):\n",
    "        x = self.upsample(x)\n",
    "        diff = x_back.shape[-1] - x.shape[-1]\n",
    "        x = pad(x, (0, diff))\n",
    "        x = torch.cat([x, x_back], axis=1)\n",
    "        return self.conv(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "id": "LOe36a_mLzsH"
   },
   "outputs": [],
   "source": [
    "class WaveUNet(nn.Module):\n",
    "    def __init__(self, n_level=12, n_source=4):\n",
    "        super().__init__()\n",
    "        self.level = n_level\n",
    "        \n",
    "        layers=[DownSampling(in_ch=1,out_ch=24,kernel_size=15)]\n",
    "        \n",
    "        for i in range(self.level-1):\n",
    "            layers.append(DownSampling(in_ch=24*(i+1),out_ch=24*(i+2),kernel_size=15))\n",
    "            \n",
    "        # layers.append(DownSampling(in_ch=24*(self.level), out_ch=24*(self.level+1), kernel_size=15, decimate=False))\n",
    "        layers.append(DownSampling(in_ch=24*(self.level), out_ch=24*(self.level+1), kernel_size=15))\n",
    "            \n",
    "        for i in range(self.level):\n",
    "            layers.append(UpSampling(in_ch=24*(self.level+1-i) + 24*(self.level - i), out_ch=24*(self.level-i), kernel_size=5))\n",
    "            \n",
    "        self.net = nn.ModuleList(layers)\n",
    "        self.separation = nn.Sequential(\n",
    "            nn.Conv1d(25, n_source, kernel_size=1),\n",
    "            nn.LeakyReLU(inplace=True),\n",
    "            nn.Conv1d(n_source, n_source, kernel_size=1),\n",
    "            nn.LeakyReLU(inplace=True),\n",
    "        )\n",
    "    \n",
    "    def forward(self, x: Tensor):\n",
    "        layer_to_concat = []\n",
    "        # print(\"before in \", x.shape)\n",
    "        layer_to_concat.append(x)\n",
    "        for layer in self.net[0: self.level]:\n",
    "            x = layer(x)\n",
    "            # print(\"conv \", x.shape)\n",
    "            layer_to_concat.append(x)\n",
    "            x = x[:, :, 1::2]\n",
    "            # print(\"decimate \", x.shape)\n",
    "        x = self.net[self.level](x)\n",
    "        # print(\"middle out \", x.shape)\n",
    "        layer_to_concat.append(x)\n",
    "        for i, layer in enumerate(self.net[self.level+1:]):\n",
    "            # print(\"before up \", x.shape)\n",
    "            x = layer_to_concat[-1]\n",
    "            x = layer(x, layer_to_concat[-1-i-1])\n",
    "            # print(\"after up \", x.shape)\n",
    "            layer_to_concat[-1] = x\n",
    "            \n",
    "        x = torch.cat([layer_to_concat[0], x], axis=1)\n",
    "        x = self.separation(x)\n",
    "\n",
    "        return x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "rwTtpsAdLzsH",
    "outputId": "50dee6d2-5daf-4094-e4ca-e811f5b2fff2"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Using cuda device\n"
     ]
    }
   ],
   "source": [
    "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
    "print(f\"Using {device} device\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "class EarlyStopping:\n",
    "    def __init__(self, patience, path='checkpoint.pt'):\n",
    "        self.patience = patience\n",
    "        self.best_loss = -np.inf\n",
    "        self.counter = 0\n",
    "        self.path = path\n",
    "        self.early_stop = False\n",
    "    \n",
    "    def __call__(self, val_loss, model):\n",
    "        if self.best_loss < val_loss:\n",
    "            print(f'Validation loss improved({self.best_loss} -> {val_loss})')\n",
    "            self.counter = 0\n",
    "            self.best_loss = val_loss\n",
    "            torch.save(model.state_dict(), self.path)\n",
    "        else:\n",
    "            self.counter += 1\n",
    "            if self.counter >= self.patience:\n",
    "                self.early_stop = True\n",
    "\n",
    "    def is_stop(self):\n",
    "        return self.early_stop"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "id": "wJcJkej6LzsI"
   },
   "outputs": [],
   "source": [
    "model = WaveUNet(n_level=12).to(device)\n",
    "# print(model)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "from torchmetrics.functional.audio.sdr import signal_distortion_ratio\n",
    "\n",
    "class ModifiedSDR(SignalDistortionRatio):\n",
    "    def update(self, preds: Tensor, target: Tensor) -> None:\n",
    "        sdr_batch = signal_distortion_ratio(\n",
    "            preds, target, self.use_cg_iter, self.filter_length, self.zero_mean, self.load_diag\n",
    "        )\n",
    "\n",
    "        self.sdr_batch = sdr_batch\n",
    "        self.sum_sdr += sdr_batch.sum()\n",
    "\n",
    "    def compute(self) -> Tuple[Tensor, Tensor]:\n",
    "        return self.sum_sdr, self.sdr_batch"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "id": "L0646__YLzsI"
   },
   "outputs": [],
   "source": [
    "loss_fn = nn.MSELoss()\n",
    "test_loss_fn = ModifiedSDR().to(device)\n",
    "\n",
    "optimizer = torch.optim.Adam(model.parameters(), lr=0.0001, betas=[0.9, 0.999])\n",
    "\n",
    "early_stop = EarlyStopping(patience=20, path='checkpoint/best.pt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "def sdr_loss_mean(y_target, y_pred, loss_fn) -> Tuple[float, list, int]:\n",
    "    y_target_acc = y_target[:, 0:3]\n",
    "    y_target_acc = torch.flatten(y_target_acc, end_dim=1)\n",
    "    y_pred_acc = y_pred[:, 0:3]\n",
    "    y_pred_acc = torch.flatten(y_pred_acc, end_dim=1)\n",
    "\n",
    "    y_target_voc = y_target[:, 3]\n",
    "    y_pred_voc = y_pred[:, 3]\n",
    "\n",
    "    # remove tensor element only consists of zero.\n",
    "    mask = (y_target_acc != 0).any(dim=1)   \n",
    "    y_target_acc = y_target_acc[mask]\n",
    "    y_pred_acc = y_pred_acc[mask]\n",
    "\n",
    "    mask = (y_target_voc != 0).any(dim=1)\n",
    "    y_target_voc = y_target_voc[mask]\n",
    "    y_pred_voc = y_pred_voc[mask]\n",
    "\n",
    "    loss_acc = loss_fn(y_pred_acc, y_target_acc)[0].item()\n",
    "    loss_voc = loss_fn(y_pred_voc, y_target_voc)[1]\n",
    "\n",
    "    return loss_acc, loss_voc, y_target_acc.shape[0]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "id": "p9ikop1ULzsJ"
   },
   "outputs": [],
   "source": [
    "train_loss_list = []\n",
    "def train(dataloader, model, loss_fn, optimizer):\n",
    "    size = len(dataloader.dataset)\n",
    "    loss_avg = 0\n",
    "    for batch, (X, y) in enumerate(tqdm(dataloader)):\n",
    "        X, y = X.to(device), y.to(device)\n",
    "        pred = model(X)\n",
    "        loss = loss_fn(pred, y)\n",
    "        \n",
    "        optimizer.zero_grad()\n",
    "        loss.backward()\n",
    "        optimizer.step()\n",
    "\n",
    "        loss_avg += loss.item()\n",
    "        \n",
    "        # if batch*len(X) % 800 == 0:\n",
    "        #    print(f\"loss : {loss.item()} ({batch*len(X)}/{size})\")\n",
    "    loss_avg = loss_avg / len(dataloader)\n",
    "    train_loss_list.append(loss_avg)\n",
    "    print(f\"train loss : {loss_avg}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "val_loss_list = []\n",
    "def val(dataloader, model, loss_fn):\n",
    "    model.eval()\n",
    "    val_loss_acc = 0\n",
    "    val_loss_voc = []\n",
    "    data_count = 0\n",
    "    with torch.no_grad():\n",
    "        for X, y in tqdm(dataloader):\n",
    "            X, y = X.to(device), y.to(device)\n",
    "            pred = model(X)\n",
    "            acc_loss, voc_loss, count = sdr_loss_mean(y, pred, loss_fn)\n",
    "            val_loss_acc += acc_loss\n",
    "            val_loss_voc += voc_loss\n",
    "            data_count += count\n",
    "    val_loss_acc /= data_count\n",
    "    val_loss_voc = statistics.median(val_loss_voc)\n",
    "    early_stop(val_loss_acc, model) # only accompanies' sdr will be used for early stopping.\n",
    "    val_loss_list.append(val_loss_acc)\n",
    "    print(f\"validation loss : {val_loss_acc} (accompanies loss, mean), {val_loss_voc} (vocal loss, median)\\n\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "id": "zwZK5M1c18F4"
   },
   "outputs": [],
   "source": [
    "def test(dataloader, model, loss_fn):\n",
    "    model.eval()\n",
    "    test_loss_acc = 0\n",
    "    test_loss_voc = []\n",
    "    data_count = 0\n",
    "    with torch.no_grad():\n",
    "        for X, y in tqdm(dataloader):\n",
    "            X, y = X.to(device), y.to(device)\n",
    "            pred = model(X)\n",
    "            acc_loss, voc_loss, count = sdr_loss_mean(y, pred, loss_fn)\n",
    "            test_loss_acc += acc_loss\n",
    "            test_loss_voc += voc_loss\n",
    "            data_count += count\n",
    "    test_loss_acc /= data_count\n",
    "    test_loss_voc = statistics.median(test_loss_voc)\n",
    "    print(f\"test loss : {test_loss_acc} (accompanies loss, mean), {test_loss_voc} (vocal loss, median)\\n\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "checkpoint = torch.load('checkpoint/checkpoint_epoch23')\n",
    "\n",
    "model.load_state_dict(checkpoint['model_state_dict'])\n",
    "optimizer.load_state_dict(checkpoint['optimizer_state_dict'])\n",
    "early_stop.best_loss = checkpoint['earlystop_bestloss']\n",
    "early_stop.counter = checkpoint['earlystop_counter']\n",
    "\n",
    "train_loss_list = checkpoint['train_losslist']\n",
    "val_loss_list = checkpoint['val_losslist']\n",
    "\n",
    "start_epoch = checkpoint['epoch']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 389/389 [00:58<00:00,  6.63it/s]\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Validation loss improved(-1.4704411668406976 -> -1.4518170610262389)\n",
      "validation loss : -1.4518170610262389 (accompanies loss, mean), -0.827527642250061 (vocal loss, median)\n",
      "\n"
     ]
    }
   ],
   "source": [
    "val(valid_dataloader, model, test_loss_fn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "id": "3MhFHqZwLzsJ",
    "outputId": "ceb53c04-eb88-447a-f8b4-7b569879b7fa"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "epoch : 25\n",
      "---------------------------\n"
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     "text": [
      "Validation loss improved(-1.4518170610262389 -> -1.380292035323095)\n",
      "validation loss : -1.380292035323095 (accompanies loss, mean), -0.7667863965034485 (vocal loss, median)\n",
      "\n",
      "epoch : 26\n",
      "---------------------------\n"
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      "Validation loss improved(-1.380292035323095 -> -1.3204353722709843)\n",
      "validation loss : -1.3204353722709843 (accompanies loss, mean), -0.9163544774055481 (vocal loss, median)\n",
      "\n",
      "epoch : 27\n",
      "---------------------------\n"
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      "train loss : 0.0015368117260175\n"
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      "validation loss : -1.3567086781734319 (accompanies loss, mean), -1.214671015739441 (vocal loss, median)\n",
      "\n",
      "epoch : 28\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0015220990394671594\n"
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     "text": [
      "Validation loss improved(-1.3204353722709843 -> -1.282679025676857)\n",
      "validation loss : -1.282679025676857 (accompanies loss, mean), -1.06052565574646 (vocal loss, median)\n",
      "\n",
      "epoch : 29\n",
      "---------------------------\n"
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      "train loss : 0.001509402202585035\n"
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     "text": [
      "Validation loss improved(-1.282679025676857 -> -1.2068704579387992)\n",
      "validation loss : -1.2068704579387992 (accompanies loss, mean), -1.2193220853805542 (vocal loss, median)\n",
      "\n",
      "epoch : 30\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0014925937767946674\n"
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      "Validation loss improved(-1.2068704579387992 -> -1.0495144482514225)\n",
      "validation loss : -1.0495144482514225 (accompanies loss, mean), -1.2437537908554077 (vocal loss, median)\n",
      "\n",
      "epoch : 31\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0014727052823610416\n"
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     "text": [
      "Validation loss improved(-1.0495144482514225 -> -1.0421157694505778)\n",
      "validation loss : -1.0421157694505778 (accompanies loss, mean), -1.1660497188568115 (vocal loss, median)\n",
      "\n",
      "epoch : 32\n",
      "---------------------------\n"
     ]
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      "train loss : 0.001454049202486259\n"
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     "text": [
      "Validation loss improved(-1.0421157694505778 -> -0.8925157434915183)\n",
      "validation loss : -0.8925157434915183 (accompanies loss, mean), -1.1602317094802856 (vocal loss, median)\n",
      "\n",
      "epoch : 33\n",
      "---------------------------\n"
     ]
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      "train loss : 0.001432320923312773\n"
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     "text": [
      "Validation loss improved(-0.8925157434915183 -> -0.7980909912136207)\n",
      "validation loss : -0.7980909912136207 (accompanies loss, mean), -1.0651788711547852 (vocal loss, median)\n",
      "\n",
      "epoch : 34\n",
      "---------------------------\n"
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      "train loss : 0.0014184323541547022\n"
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      "validation loss : -0.9986630979344546 (accompanies loss, mean), -1.0217247009277344 (vocal loss, median)\n",
      "\n",
      "epoch : 35\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0014003114339766565\n"
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      "validation loss : -0.8871145981487328 (accompanies loss, mean), -0.8552269339561462 (vocal loss, median)\n",
      "\n",
      "epoch : 36\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0013884397580537938\n"
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     "text": [
      "Validation loss improved(-0.7980909912136207 -> -0.6390449578010183)\n",
      "validation loss : -0.6390449578010183 (accompanies loss, mean), -0.8925269842147827 (vocal loss, median)\n",
      "\n",
      "epoch : 37\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0013683473587562205\n"
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      "validation loss : -0.7071262525086666 (accompanies loss, mean), -0.6717513203620911 (vocal loss, median)\n",
      "\n",
      "epoch : 38\n",
      "---------------------------\n"
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      "train loss : 0.0013523277705673785\n"
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     "text": [
      "Validation loss improved(-0.6390449578010183 -> -0.6064823700842237)\n",
      "validation loss : -0.6064823700842237 (accompanies loss, mean), -0.6855601668357849 (vocal loss, median)\n",
      "\n",
      "epoch : 39\n",
      "---------------------------\n"
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      "train loss : 0.0013327979443721399\n"
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      "validation loss : -0.6729804854739593 (accompanies loss, mean), -0.6533651351928711 (vocal loss, median)\n",
      "\n",
      "epoch : 40\n",
      "---------------------------\n"
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      "train loss : 0.0013213478977183004\n"
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     "text": [
      "Validation loss improved(-0.6064823700842237 -> -0.5390106010688567)\n",
      "validation loss : -0.5390106010688567 (accompanies loss, mean), -0.7004085779190063 (vocal loss, median)\n",
      "\n",
      "epoch : 41\n",
      "---------------------------\n"
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      "train loss : 0.0013045892091636936\n"
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     "text": [
      "Validation loss improved(-0.5390106010688567 -> -0.46850216425038166)\n",
      "validation loss : -0.46850216425038166 (accompanies loss, mean), -0.6131467819213867 (vocal loss, median)\n",
      "\n",
      "epoch : 42\n",
      "---------------------------\n"
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      "train loss : 0.0012842901765426275\n"
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      "validation loss : -0.47189926588241826 (accompanies loss, mean), -0.5524277091026306 (vocal loss, median)\n",
      "\n",
      "epoch : 43\n",
      "---------------------------\n"
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    {
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      "train loss : 0.0012697820688363129\n"
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     "text": [
      "Validation loss improved(-0.46850216425038166 -> -0.4066763843908679)\n",
      "validation loss : -0.4066763843908679 (accompanies loss, mean), -0.6458346247673035 (vocal loss, median)\n",
      "\n",
      "epoch : 44\n",
      "---------------------------\n"
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      "train loss : 0.0012708345824963584\n"
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     "text": [
      "Validation loss improved(-0.4066763843908679 -> -0.3229318436676285)\n",
      "validation loss : -0.3229318436676285 (accompanies loss, mean), -0.6814343929290771 (vocal loss, median)\n",
      "\n",
      "epoch : 45\n",
      "---------------------------\n"
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      "train loss : 0.0012516560645360127\n"
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     "text": [
      "Validation loss improved(-0.3229318436676285 -> -0.2903461952841156)\n",
      "validation loss : -0.2903461952841156 (accompanies loss, mean), -0.5283935070037842 (vocal loss, median)\n",
      "\n",
      "epoch : 46\n",
      "---------------------------\n"
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      "train loss : 0.0012373094092928368\n"
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      "validation loss : -0.38970782176830565 (accompanies loss, mean), -0.43264713883399963 (vocal loss, median)\n",
      "\n",
      "epoch : 47\n",
      "---------------------------\n"
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      "train loss : 0.0012203566501162127\n"
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      "validation loss : -0.3205210106733396 (accompanies loss, mean), -0.384259432554245 (vocal loss, median)\n",
      "\n",
      "epoch : 48\n",
      "---------------------------\n"
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      "\n",
      "epoch : 49\n",
      "---------------------------\n"
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      "validation loss : -0.4561036537149168 (accompanies loss, mean), -0.4432608485221863 (vocal loss, median)\n",
      "\n",
      "epoch : 50\n",
      "---------------------------\n"
     ]
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      "validation loss : -0.508805311019647 (accompanies loss, mean), -0.2933991551399231 (vocal loss, median)\n",
      "\n",
      "epoch : 51\n",
      "---------------------------\n"
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      "validation loss : -0.36407105017099683 (accompanies loss, mean), -0.2939088046550751 (vocal loss, median)\n",
      "\n",
      "epoch : 52\n",
      "---------------------------\n"
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      "validation loss : -0.41089587017352247 (accompanies loss, mean), -0.17414997518062592 (vocal loss, median)\n",
      "\n",
      "epoch : 53\n",
      "---------------------------\n"
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      "validation loss : -0.4226057034164912 (accompanies loss, mean), -0.26651591062545776 (vocal loss, median)\n",
      "\n",
      "epoch : 54\n",
      "---------------------------\n"
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      "validation loss : -0.4967290407887377 (accompanies loss, mean), -0.21527624130249023 (vocal loss, median)\n",
      "\n",
      "epoch : 55\n",
      "---------------------------\n"
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      "validation loss : -0.4471427231153598 (accompanies loss, mean), -0.07446020841598511 (vocal loss, median)\n",
      "\n",
      "epoch : 56\n",
      "---------------------------\n"
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      "validation loss : -0.347207726962681 (accompanies loss, mean), -0.08895508944988251 (vocal loss, median)\n",
      "\n",
      "epoch : 57\n",
      "---------------------------\n"
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      "train loss : 0.0011139849853092133\n"
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      "validation loss : -0.38328568885083214 (accompanies loss, mean), -0.09046626091003418 (vocal loss, median)\n",
      "\n",
      "epoch : 58\n",
      "---------------------------\n"
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      "train loss : 0.0011017371454273572\n"
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     "text": [
      "Validation loss improved(-0.2903461952841156 -> -0.2778525656021494)\n",
      "validation loss : -0.2778525656021494 (accompanies loss, mean), -0.18240126967430115 (vocal loss, median)\n",
      "\n",
      "epoch : 59\n",
      "---------------------------\n"
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      "train loss : 0.0010847943679038934\n"
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      "validation loss : -0.48996544447481843 (accompanies loss, mean), -0.04330801963806152 (vocal loss, median)\n",
      "\n",
      "epoch : 60\n",
      "---------------------------\n"
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      "train loss : 0.001077112037896929\n"
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      "validation loss : -0.2786672040977344 (accompanies loss, mean), -0.037723176181316376 (vocal loss, median)\n",
      "\n",
      "epoch : 61\n",
      "---------------------------\n"
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      "train loss : 0.0010751172083119508\n"
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     "text": [
      "Validation loss improved(-0.2778525656021494 -> -0.23642618586281958)\n",
      "validation loss : -0.23642618586281958 (accompanies loss, mean), -0.10895343124866486 (vocal loss, median)\n",
      "\n",
      "epoch : 62\n",
      "---------------------------\n"
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      "train loss : 0.0010645700480498553\n"
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      "validation loss : -0.2646377873448666 (accompanies loss, mean), -0.1829526424407959 (vocal loss, median)\n",
      "\n",
      "epoch : 63\n",
      "---------------------------\n"
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      "train loss : 0.0010683687589830013\n"
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     "text": [
      "Validation loss improved(-0.23642618586281958 -> -0.13820043485022093)\n",
      "validation loss : -0.13820043485022093 (accompanies loss, mean), -0.2506113350391388 (vocal loss, median)\n",
      "\n",
      "epoch : 64\n",
      "---------------------------\n"
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      "validation loss : -0.21054977061181107 (accompanies loss, mean), -0.39568662643432617 (vocal loss, median)\n",
      "\n",
      "epoch : 65\n",
      "---------------------------\n"
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     "text": [
      "Validation loss improved(-0.13820043485022093 -> -0.0954529519237639)\n",
      "validation loss : -0.0954529519237639 (accompanies loss, mean), -0.3890991806983948 (vocal loss, median)\n",
      "\n",
      "epoch : 66\n",
      "---------------------------\n"
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     "text": [
      "Validation loss improved(-0.0954529519237639 -> -0.07673083181817254)\n",
      "validation loss : -0.07673083181817254 (accompanies loss, mean), -0.5360231995582581 (vocal loss, median)\n",
      "\n",
      "epoch : 67\n",
      "---------------------------\n"
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      "train loss : 0.0010310497205123102\n"
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     "text": [
      "Validation loss improved(-0.07673083181817254 -> 0.07276475760749468)\n",
      "validation loss : 0.07276475760749468 (accompanies loss, mean), -0.7372639775276184 (vocal loss, median)\n",
      "\n",
      "epoch : 68\n",
      "---------------------------\n"
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      "train loss : 0.001014808102422317\n"
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      "validation loss : 0.054143823772354396 (accompanies loss, mean), -0.5486474633216858 (vocal loss, median)\n",
      "\n",
      "epoch : 69\n",
      "---------------------------\n"
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      "train loss : 0.001017301346173331\n"
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      "validation loss : 0.007052457570191145 (accompanies loss, mean), -0.6899881958961487 (vocal loss, median)\n",
      "\n",
      "epoch : 70\n",
      "---------------------------\n"
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      "train loss : 0.0010165887058507894\n"
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     "text": [
      "Validation loss improved(0.07276475760749468 -> 0.13177189926189947)\n",
      "validation loss : 0.13177189926189947 (accompanies loss, mean), -0.36075788736343384 (vocal loss, median)\n",
      "\n",
      "epoch : 71\n",
      "---------------------------\n"
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      "train loss : 0.0010148369448480887\n"
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      "validation loss : -0.029041843565239856 (accompanies loss, mean), -0.5782281756401062 (vocal loss, median)\n",
      "\n",
      "epoch : 72\n",
      "---------------------------\n"
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     "text": [
      "Validation loss improved(0.13177189926189947 -> 0.25111415675488613)\n",
      "validation loss : 0.25111415675488613 (accompanies loss, mean), -0.5805948376655579 (vocal loss, median)\n",
      "\n",
      "epoch : 73\n",
      "---------------------------\n"
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      "\n",
      "epoch : 74\n",
      "---------------------------\n"
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Validation loss improved(0.25111415675488613 -> 0.2634499356168096)\n",
      "validation loss : 0.2634499356168096 (accompanies loss, mean), -0.653320848941803 (vocal loss, median)\n",
      "\n",
      "epoch : 75\n",
      "---------------------------\n"
     ]
    },
    {
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    {
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      "train loss : 0.0009653003580070063\n"
     ]
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Validation loss improved(0.2634499356168096 -> 0.3393128142546937)\n",
      "validation loss : 0.3393128142546937 (accompanies loss, mean), -1.0594760179519653 (vocal loss, median)\n",
      "\n",
      "epoch : 76\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.0009728553778574192\n"
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      "validation loss : 0.2570465742912829 (accompanies loss, mean), -0.15302635729312897 (vocal loss, median)\n",
      "\n",
      "epoch : 77\n",
      "---------------------------\n"
     ]
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    {
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      "train loss : 0.0009552904550512729\n"
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      "validation loss : 0.29175953867846327 (accompanies loss, mean), -0.2903846502304077 (vocal loss, median)\n",
      "\n",
      "epoch : 78\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.0009454838662427967\n"
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     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Validation loss improved(0.3393128142546937 -> 0.42407530606282134)\n",
      "validation loss : 0.42407530606282134 (accompanies loss, mean), -0.36891940236091614 (vocal loss, median)\n",
      "\n",
      "epoch : 79\n",
      "---------------------------\n"
     ]
    },
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      "train loss : 0.0009432767090403141\n"
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      "validation loss : 0.3994336924267821 (accompanies loss, mean), -0.10681276768445969 (vocal loss, median)\n",
      "\n",
      "epoch : 80\n",
      "---------------------------\n"
     ]
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    {
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      "train loss : 0.000937663938208108\n"
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      "validation loss : 0.31385095454883466 (accompanies loss, mean), -0.7111887335777283 (vocal loss, median)\n",
      "\n",
      "epoch : 81\n",
      "---------------------------\n"
     ]
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    {
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      "train loss : 0.000930196350228217\n"
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      "validation loss : -0.08298824779593232 (accompanies loss, mean), -0.7159824371337891 (vocal loss, median)\n",
      "\n",
      "epoch : 82\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.0009249204935574512\n"
     ]
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      "validation loss : 0.15805790909289755 (accompanies loss, mean), -0.847737729549408 (vocal loss, median)\n",
      "\n",
      "epoch : 83\n",
      "---------------------------\n"
     ]
    },
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      "train loss : 0.0009233220208171412\n"
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      "validation loss : 0.10763215560286993 (accompanies loss, mean), -0.8755559921264648 (vocal loss, median)\n",
      "\n",
      "epoch : 84\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.0009120339458013831\n"
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      "validation loss : -0.16044671849936143 (accompanies loss, mean), -1.1017208099365234 (vocal loss, median)\n",
      "\n",
      "epoch : 85\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.0009080817948275265\n"
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      "validation loss : 0.03842644792089429 (accompanies loss, mean), -1.12754225730896 (vocal loss, median)\n",
      "\n",
      "epoch : 86\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.0008990310111367936\n"
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      "validation loss : -0.09027075228070598 (accompanies loss, mean), -0.8084127902984619 (vocal loss, median)\n",
      "\n",
      "epoch : 87\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0008848913831056661\n"
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      "validation loss : -0.02643997557417589 (accompanies loss, mean), -0.9140337109565735 (vocal loss, median)\n",
      "\n",
      "epoch : 88\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.0008891561058457212\n"
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      "validation loss : -0.03208847954292789 (accompanies loss, mean), -0.7983350157737732 (vocal loss, median)\n",
      "\n",
      "epoch : 89\n",
      "---------------------------\n"
     ]
    },
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      "train loss : 0.0008790645608559317\n"
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      "validation loss : -0.007819158502648053 (accompanies loss, mean), -0.9889775514602661 (vocal loss, median)\n",
      "\n",
      "epoch : 90\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0008747761315760301\n"
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      "validation loss : -0.12148812692022827 (accompanies loss, mean), -0.9442217946052551 (vocal loss, median)\n",
      "\n",
      "epoch : 91\n",
      "---------------------------\n"
     ]
    },
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      "train loss : 0.0008639064109321002\n"
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      "validation loss : 0.07778195373338384 (accompanies loss, mean), -1.2257274389266968 (vocal loss, median)\n",
      "\n",
      "epoch : 92\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0008597734887846318\n"
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      "validation loss : 0.1218894337433863 (accompanies loss, mean), -1.1591947078704834 (vocal loss, median)\n",
      "\n",
      "epoch : 93\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.000852918143357725\n"
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      "validation loss : 0.043216727878396144 (accompanies loss, mean), -0.9919729828834534 (vocal loss, median)\n",
      "\n",
      "epoch : 94\n",
      "---------------------------\n"
     ]
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      "train loss : 0.0008723741092645284\n"
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      "validation loss : 0.15918305832783475 (accompanies loss, mean), -0.1533203423023224 (vocal loss, median)\n",
      "\n",
      "epoch : 95\n",
      "---------------------------\n"
     ]
    },
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    {
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      "train loss : 0.0008581700219155858\n"
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      "validation loss : 0.17866963515667394 (accompanies loss, mean), -0.5015777349472046 (vocal loss, median)\n",
      "\n",
      "epoch : 96\n",
      "---------------------------\n"
     ]
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    {
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      "train loss : 0.0008417334766711977\n"
     ]
    },
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    {
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      "validation loss : 0.25163309146483087 (accompanies loss, mean), -0.8043810725212097 (vocal loss, median)\n",
      "\n",
      "epoch : 97\n",
      "---------------------------\n"
     ]
    },
    {
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    },
    {
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     "output_type": "stream",
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      "train loss : 0.000834753719324048\n"
     ]
    },
    {
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "validation loss : 0.1689989931698002 (accompanies loss, mean), -0.5511575937271118 (vocal loss, median)\n",
      "\n",
      "epoch : 98\n",
      "---------------------------\n"
     ]
    },
    {
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     "output_type": "stream",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "train loss : 0.0008346555019532858\n"
     ]
    },
    {
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "validation loss : 0.19024588427258543 (accompanies loss, mean), -0.5382983088493347 (vocal loss, median)\n",
      "\n",
      "Early stop. Loading best model...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "test loss : 0.368322434043247 (accompanies loss, mean), -0.48110899329185486 (vocal loss, median)\n",
      "\n"
     ]
    }
   ],
   "source": [
    "epochs = 200\n",
    "for t in range(start_epoch+1, epochs):\n",
    "    print(f\"epoch : {t+1}\\n---------------------------\")\n",
    "    model.train()\n",
    "    train(train_dataloader, model, loss_fn, optimizer)\n",
    "    val(valid_dataloader, model, test_loss_fn)\n",
    "\n",
    "    if early_stop.is_stop():\n",
    "        print(\"Early stop. Loading best model...\")\n",
    "        model.load_state_dict(torch.load('checkpoint/best.pt'))\n",
    "        break\n",
    "\n",
    "    torch.save({\n",
    "        'epoch': t+1,\n",
    "        'model_state_dict': model.state_dict(),\n",
    "        'optimizer_state_dict': optimizer.state_dict(),\n",
    "        'earlystop_bestloss': early_stop.best_loss,\n",
    "        'earlystop_counter': early_stop.counter,\n",
    "        'train_losslist': train_loss_list,\n",
    "        'val_losslist': val_loss_list\n",
    "    }, f'checkpoint/checkpoint_epoch{t+1}')\n",
    "\n",
    "    try:\n",
    "        os.remove(f'checkpoint/checkpoint_epoch{t}')\n",
    "    except OSError:\n",
    "        pass\n",
    "    \n",
    "test(test_dataloader, model, test_loss_fn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f8d291ca9d0>]"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(train_loss_list)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f8d234ff490>]"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(val_loss_list)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "id": "8dzB0UYOQzb4"
   },
   "outputs": [],
   "source": [
    "torch.save(model.state_dict(), \"../model.pth\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "y2HN_gCzsZDC",
    "outputId": "27f10e66-4fd9-4306-db86-1d4f3065e7cd"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<All keys matched successfully>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model_load = WaveUNet().to(device)\n",
    "model_load.load_state_dict(torch.load(\"../model.pth\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "val(valid_dataloader, model_load, test_loss_fn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "metadata": {
    "id": "5rvETVMoq4ue"
   },
   "outputs": [],
   "source": [
    "song_index = 18\n",
    "test_arr = torch.Tensor(test_ds[song_index][0]).to(device)\n",
    "test_arr = torch.unsqueeze(test_arr, 0)\n",
    "\n",
    "model_load.eval()\n",
    "with torch.no_grad():\n",
    "    pred = model_load(test_arr)\n",
    "\n",
    "pred = pred.cpu()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 104,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-16.60931396484375 9.919690132141113 -5.403880596160889 1.3881580829620361\n"
     ]
    }
   ],
   "source": [
    "print(test_loss_fn(pred[0][0], torch.Tensor(test_ds[song_index][1][0]))[0].item(),\n",
    "      test_loss_fn(pred[0][1], torch.Tensor(test_ds[song_index][1][1]))[0].item(),\n",
    "      test_loss_fn(pred[0][2], torch.Tensor(test_ds[song_index][1][2]))[0].item(),\n",
    "      test_loss_fn(pred[0][3], torch.Tensor(test_ds[song_index][1][3]))[0].item())\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 283
    },
    "id": "0yRGTEAPsbxY",
    "outputId": "1a3619d8-f887-4c30-d610-526bfc91ae52"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10, 8))\n",
    "\n",
    "for i in range(4):\n",
    "    plt.subplot(4, 2, i*2+1)\n",
    "    plt.plot(test_ds[song_index][1][i])\n",
    "    plt.subplot(4, 2, i*2+2)\n",
    "    plt.plot(pred[0][i])\n",
    "plt.show()\n",
    "\n",
    "for i in range(4):\n",
    "    soundfile.write(f'./output/test_orign_{i}.wav', test_ds[song_index][1][i], 22050, format='wav')\n",
    "    soundfile.write(f'./output/test_out_{i}.wav', pred[0][i], 22050, format='wav')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x2200 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "songname = 'Tom McKenzie - Directions'\n",
    "song = np.load(f'../dataset/createdmusdb18/test/data_numpy/{songname}.stem.0.mp3.npy')\n",
    "song = torch.Tensor(song.reshape(1, 1, -1)).to(device)\n",
    "song_stem1 = np.load(f'../dataset/createdmusdb18/test/data_numpy/{songname}.stem.1.mp3.npy')\n",
    "song_stem2 = np.load(f'../dataset/createdmusdb18/test/data_numpy/{songname}.stem.2.mp3.npy')\n",
    "song_stem3 = np.load(f'../dataset/createdmusdb18/test/data_numpy/{songname}.stem.3.mp3.npy')\n",
    "song_stem4 = np.load(f'../dataset/createdmusdb18/test/data_numpy/{songname}.stem.4.mp3.npy')\n",
    "song_stems = [song_stem1, song_stem2, song_stem3, song_stem4]\n",
    "\n",
    "model_load.eval()\n",
    "with torch.no_grad():\n",
    "    pred = model_load(song)\n",
    "\n",
    "pred = pred.cpu()\n",
    "\n",
    "plt.figure(figsize=(14, 22))\n",
    "\n",
    "for i in range(4):\n",
    "    plt.subplot(8, 1, i*2+1)\n",
    "    plt.plot(song_stems[i])\n",
    "    plt.subplot(8, 1, i*2+2)\n",
    "    plt.plot(pred[0][i])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 108,
   "metadata": {},
   "outputs": [],
   "source": [
    "for i in range(4):\n",
    "    soundfile.write(f'./output/song_orign_{i}.wav', song_stems[i], 22050, format='wav')\n",
    "    soundfile.write(f'./output/song_out_{i}.wav', pred[0][i], 22050, format='wav')"
   ]
  }
 ],
 "metadata": {
  "accelerator": "GPU",
  "colab": {
   "provenance": []
  },
  "gpuClass": "premium",
  "kernelspec": {
   "display_name": "mlenv",
   "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": "3.8.0"
  },
  "vscode": {
   "interpreter": {
    "hash": "fbeac686187292a2fb2dc452101cb0b2f490f61a772b44920184cdddd43d1f0d"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}