diff --git a/BE2_GAN_and_cGAN.ipynb b/BE2_GAN_and_cGAN.ipynb
index 7243c8909272f2e776695baf70e3aea2aa9b3aef..a51521aeada2c644f5812dd91da0a90e946b03f4 100644
--- a/BE2_GAN_and_cGAN.ipynb
+++ b/BE2_GAN_and_cGAN.ipynb
@@ -1,1233 +1,43370 @@
 {
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "UGwKsKS4GMTN"
-   },
-   "source": [
-    "<h1 ><big><center>MSO 3.4 - Deep Structured Learning</center></big></h1>\n",
-    "\n",
-    "<h2><big><center> BE 2 - GANs and cGAN </center></big></h2>\n",
-    "\n",
-    "<h5><big><center>Adapted from <i>Projet d'Option</i> of : Mhamed Jabri, Martin Chauvin, Ahmed Sahraoui, Zakariae Moustaïne and Taoufik Bouchikhi\n",
-    "\n",
-    "\n",
-    "<p align=\"center\">\n",
-    "<img height=300px src=\"https://cdn-images-1.medium.com/max/1080/0*tJRy5Chmk4XymxwN.png\"/></p>\n",
-    "<p align=\"center\"></p>"
-   ]
+  "cells": [
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "UGwKsKS4GMTN"
+      },
+      "source": [
+        "<h1 ><big><center>MSO 3.4 - Deep Structured Learning</center></big></h1>\n",
+        "\n",
+        "<h2><big><center> BE 2 - GANs and cGAN </center></big></h2>\n",
+        "\n",
+        "<h5><big><center>Adapted from <i>Projet d'Option</i> of : Mhamed Jabri, Martin Chauvin, Ahmed Sahraoui, Zakariae Moustaïne and Taoufik Bouchikhi\n",
+        "\n",
+        "\n",
+        "<p align=\"center\">\n",
+        "<img height=300px src=\"https://cdn-images-1.medium.com/max/1080/0*tJRy5Chmk4XymxwN.png\"/></p>\n",
+        "<p align=\"center\"></p>"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "16aVF81lJuiP"
+      },
+      "source": [
+        "The aim of this assignment is to discover GANs, understand how they are implemented and then explore one specific architecture of GANs that allows us to perform image to image translation (which corresponds to the picture that you can see above this text ! )\n",
+        "\n",
+        "Before starting the exploration of the world of GANs, here's  what students should do and send back for this assignement : \n",
+        "* In the \"tutorial\" parts of this assignement that focus on explaining new concepts, you'll find <font color='red'>**questions**</font>  that aim to test your understanding of those concepts. \n",
+        "* In some of the code cells, you'll have to complete the code and you'll find a \"TO DO\" explaining what you should implement."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "M-WNKvhOP1ED"
+      },
+      "source": [
+        "# Part1: DC-GAN"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "y_r8nMTGQI9a"
+      },
+      "source": [
+        "In this part, we aim to learn and understand the basic concepts of **Generative Adversarial Networks** through a DCGAN and generate new celebrities from the learned network after showing it real celebrities. For this purpose, please study the tutorial here: https://pytorch.org/tutorials/beginner/dcgan_faces_tutorial.html\n"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "jiHCy4_UUBFb"
+      },
+      "source": [
+        "## Work to do\n",
+        "Now we want to generate handwritten digits using the MNIST dataset. It is available within torvision package (https://pytorch.org/vision/stable/generated/torchvision.datasets.MNIST.html#torchvision.datasets.MNIST)\n",
+        "\n",
+        "Please re-train the DCGAN and display some automatically generated handwritten digits.\n",
+        "\n"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "KXYx5MI7WRXM"
+      },
+      "source": [
+        "### Imports"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "sIL7UvYAZx6L"
+      },
+      "outputs": [],
+      "source": [
+        "#TO DO: your code here to adapt the code from the tutorial to experiment on MNIST dataset\n",
+        "\n",
+        "from __future__ import print_function\n",
+        "#%matplotlib inline\n",
+        "import argparse\n",
+        "import os\n",
+        "import random\n",
+        "import torch\n",
+        "import torch.nn as nn\n",
+        "import torch.nn.parallel\n",
+        "import torch.backends.cudnn as cudnn\n",
+        "import torch.optim as optim\n",
+        "import torch.utils.data\n",
+        "import torchvision.datasets as dset\n",
+        "import torchvision.transforms as transforms\n",
+        "import torchvision.utils as vutils\n",
+        "import torchvision\n",
+        "import numpy as np\n",
+        "import matplotlib.pyplot as plt\n",
+        "import matplotlib.animation as animation\n",
+        "from IPython.display import HTML"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "wcsA61bOWRXO"
+      },
+      "source": [
+        "### Global parameters"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "UDachKiZWRXO",
+        "outputId": "91b6d6a7-4c37-486e-def1-5b12a38e888a"
+      },
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Random Seed:  999\n"
+          ]
+        }
+      ],
+      "source": [
+        "# Set random seed for reproducibility\n",
+        "manualSeed = 999\n",
+        "#manualSeed = random.randint(1, 10000) # use if you want new results\n",
+        "print(\"Random Seed: \", manualSeed)\n",
+        "random.seed(manualSeed)\n",
+        "torch.manual_seed(manualSeed)\n",
+        "\n",
+        "# Root directory for dataset\n",
+        "dataroot = \"data/digits\"\n",
+        "\n",
+        "# Number of workers for dataloader\n",
+        "workers = 10\n",
+        "\n",
+        "# Batch size during training\n",
+        "batch_size = 128\n",
+        "\n",
+        "# Spatial size of training images. All images will be resized to this\n",
+        "#   size using a transformer.\n",
+        "image_size = 64\n",
+        "\n",
+        "# Number of channels in the training images. For color images this is 3\n",
+        "nc = 1\n",
+        "\n",
+        "# Size of z latent vector (i.e. size of generator input)\n",
+        "nz = 100\n",
+        "\n",
+        "# Size of feature maps in generator\n",
+        "ngf = 64\n",
+        "\n",
+        "# Size of feature maps in discriminator\n",
+        "ndf = 64\n",
+        "\n",
+        "# Number of training epochs\n",
+        "num_epochs = 5\n",
+        "\n",
+        "# Learning rate for optimizers\n",
+        "lr = 0.0002\n",
+        "\n",
+        "# Beta1 hyperparam for Adam optimizers\n",
+        "beta1 = 0.5\n",
+        "\n",
+        "# Number of GPUs available. Use 0 for CPU mode.\n",
+        "ngpu = 1"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "UPU1V3DPWRXP"
+      },
+      "source": [
+        "### Get data"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "referenced_widgets": [
+            "6d345f3cfa024d04882920d82caa1b42",
+            "9dda7eac96d44ad3b09ec9fb7fa4c898",
+            "17e78eca00a64ca2b199869c8160378d",
+            "17d4132e68534922af2afa20a9183b19",
+            "92c1873000ad452291e60c451fa2e383",
+            "dc2878e88d71434bbd6944190f9d2031",
+            "98452a200a474f1787037d6922229157",
+            "1f02412d827b41e3a7f867ef9740e1ef",
+            "a343527a311f4856b7343d2f23d5becf",
+            "f9ea1fa4614e4aab818eccee6a89c857",
+            "6e7a1ae9ceef415e85b416fec354aef2",
+            "dd8e76ec42dc4a3e93c14dad3c485f81",
+            "2b2f479983d040c49e83d5c17245da93",
+            "b7e0ad296ad84363a0a99b0c087cc062",
+            "84ad0f9577694906b9ac86857ec90ca3",
+            "3dc9bd372f654024893a12c6fd833fe0",
+            "8ca75698c8bb4ef7972c99b4bb62ad06",
+            "4d2b02a7c6f3456f89a87bb69103f28a",
+            "d57da7673fb14e34812c3c92b2a4e88f",
+            "3ca90c6f5cf142ab9de46577d415cadf",
+            "86692dd541bd4308a76e047c0168fdd3",
+            "036653818ced44dfb96a81776748d143",
+            "371222c515d9439e9fe022401d7fe52c",
+            "5590e0ff7e1e4689a5e80a17fb7f7f27",
+            "899a962b734e4c5aa6fb2b601b6bcc5e",
+            "446a8fd35684417380c0dcde1c9a4540",
+            "cc646b87fcc944f9b6268006caebfef8",
+            "c69657ce79d3452cb0caf4635bc2c9ad",
+            "b3729bcc946c4df0be71b271e1e8cc7b",
+            "6ef5ef6d3747448db93e138a5d5117d4",
+            "cbca596eb72d4e999652ad76d146601e",
+            "2f34df78ed0940b7b7673c43ecae404d",
+            "5f4f2bcdb10a453397eb3ab6cbec602e",
+            "2adb993c2d3e413ea655fea1b832bc73",
+            "b3979d0e26d440c09c3d01980d346e2c",
+            "6eafd424d514487dbd5a38c48b6c1901",
+            "c6eb37e50382477eb58f348632295faa",
+            "3c94584b9fe346f2a27e36c5c09c1673",
+            "e6737e9233d643c98c5829bf68c67b43",
+            "fc160556ea8845febc73ae1e613879ba",
+            "381e4f6159e14499abda97db4508cb4c",
+            "6eb4fdd1d75b4d9f810354be657d1202",
+            "010d09db691e466585af2083352c083f",
+            "784779e492e14bb780c783d7bebf0097"
+          ]
+        },
+        "id": "eAFQOdM7WRXQ",
+        "outputId": "ecb4132d-9db0-4588-c929-0fe2d65c18de"
+      },
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Downloading http://yann.lecun.com/exdb/mnist/train-images-idx3-ubyte.gz\n",
+            "Downloading http://yann.lecun.com/exdb/mnist/train-images-idx3-ubyte.gz to data/digits/MNIST/raw/train-images-idx3-ubyte.gz\n"
+          ]
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "  0%|          | 0/9912422 [00:00<?, ?it/s]"
+            ],
+            "application/vnd.jupyter.widget-view+json": {
+              "version_major": 2,
+              "version_minor": 0,
+              "model_id": "6d345f3cfa024d04882920d82caa1b42"
+            }
+          },
+          "metadata": {}
+        },
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Extracting data/digits/MNIST/raw/train-images-idx3-ubyte.gz to data/digits/MNIST/raw\n",
+            "\n",
+            "Downloading http://yann.lecun.com/exdb/mnist/train-labels-idx1-ubyte.gz\n",
+            "Downloading http://yann.lecun.com/exdb/mnist/train-labels-idx1-ubyte.gz to data/digits/MNIST/raw/train-labels-idx1-ubyte.gz\n"
+          ]
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "  0%|          | 0/28881 [00:00<?, ?it/s]"
+            ],
+            "application/vnd.jupyter.widget-view+json": {
+              "version_major": 2,
+              "version_minor": 0,
+              "model_id": "dd8e76ec42dc4a3e93c14dad3c485f81"
+            }
+          },
+          "metadata": {}
+        },
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Extracting data/digits/MNIST/raw/train-labels-idx1-ubyte.gz to data/digits/MNIST/raw\n",
+            "\n",
+            "Downloading http://yann.lecun.com/exdb/mnist/t10k-images-idx3-ubyte.gz\n",
+            "Downloading http://yann.lecun.com/exdb/mnist/t10k-images-idx3-ubyte.gz to data/digits/MNIST/raw/t10k-images-idx3-ubyte.gz\n"
+          ]
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "  0%|          | 0/1648877 [00:00<?, ?it/s]"
+            ],
+            "application/vnd.jupyter.widget-view+json": {
+              "version_major": 2,
+              "version_minor": 0,
+              "model_id": "371222c515d9439e9fe022401d7fe52c"
+            }
+          },
+          "metadata": {}
+        },
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Extracting data/digits/MNIST/raw/t10k-images-idx3-ubyte.gz to data/digits/MNIST/raw\n",
+            "\n",
+            "Downloading http://yann.lecun.com/exdb/mnist/t10k-labels-idx1-ubyte.gz\n",
+            "Downloading http://yann.lecun.com/exdb/mnist/t10k-labels-idx1-ubyte.gz to data/digits/MNIST/raw/t10k-labels-idx1-ubyte.gz\n"
+          ]
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "  0%|          | 0/4542 [00:00<?, ?it/s]"
+            ],
+            "application/vnd.jupyter.widget-view+json": {
+              "version_major": 2,
+              "version_minor": 0,
+              "model_id": "2adb993c2d3e413ea655fea1b832bc73"
+            }
+          },
+          "metadata": {}
+        },
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Extracting data/digits/MNIST/raw/t10k-labels-idx1-ubyte.gz to data/digits/MNIST/raw\n",
+            "\n"
+          ]
+        },
+        {
+          "output_type": "stream",
+          "name": "stderr",
+          "text": [
+            "/usr/local/lib/python3.9/dist-packages/torch/utils/data/dataloader.py:554: UserWarning: This DataLoader will create 10 worker processes in total. Our suggested max number of worker in current system is 2, which is smaller than what this DataLoader is going to create. Please be aware that excessive worker creation might get DataLoader running slow or even freeze, lower the worker number to avoid potential slowness/freeze if necessary.\n",
+            "  warnings.warn(_create_warning_msg(\n"
+          ]
+        },
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "<matplotlib.image.AxesImage at 0x7f0d014c52e0>"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 3
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 800x800 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ],
+      "source": [
+        "# We can use an image folder dataset the way we have it setup.\n",
+        "# Create the dataset\n",
+        "dataset = torchvision.datasets.MNIST(dataroot,download = True, transform=transforms.Compose([\n",
+        "                               transforms.Resize(image_size),\n",
+        "                               transforms.CenterCrop(image_size),\n",
+        "                               transforms.ToTensor(),\n",
+        "                               transforms.Normalize((0.5), (0.5)),\n",
+        "                           ]))\n",
+        "# Create the dataloader\n",
+        "dataloader = torch.utils.data.DataLoader(dataset, batch_size=batch_size,\n",
+        "                                         shuffle=True, num_workers=workers)\n",
+        "\n",
+        "# Decide which device we want to run on\n",
+        "device = torch.device(\"cuda:0\" if (torch.cuda.is_available() and ngpu > 0) else \"cpu\")\n",
+        "\n",
+        "# Plot some training images\n",
+        "# real_batch = next(iter(dataloader))\n",
+        "real_batch = next(iter(dataloader))\n",
+        "plt.figure(figsize=(8,8))\n",
+        "plt.axis(\"off\")\n",
+        "plt.title(\"Training Images\")\n",
+        "plt.imshow(np.transpose(vutils.make_grid(real_batch[0].to(device)[:64], padding=2, normalize=True).cpu(),(1,2,0)))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "### Weight initialisation"
+      ],
+      "metadata": {
+        "id": "GLEfcTPsW1ml"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# custom weights initialization called on netG and netD\n",
+        "def weights_init(m):\n",
+        "    classname = m.__class__.__name__\n",
+        "    if classname.find('Conv') != -1:\n",
+        "        nn.init.normal_(m.weight.data, 0.0, 0.02)\n",
+        "    elif classname.find('BatchNorm') != -1:\n",
+        "        nn.init.normal_(m.weight.data, 1.0, 0.02)\n",
+        "        nn.init.constant_(m.bias.data, 0)"
+      ],
+      "metadata": {
+        "id": "Z3WMnXEDXBYT"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "### Generator"
+      ],
+      "metadata": {
+        "id": "q-5dOrvlXOKN"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# Generator Code\n",
+        "\n",
+        "class Generator(nn.Module):\n",
+        "    def __init__(self, ngpu):\n",
+        "        super(Generator, self).__init__()\n",
+        "        self.ngpu = ngpu\n",
+        "        self.main = nn.Sequential(\n",
+        "            # input is Z, going into a convolution\n",
+        "            nn.ConvTranspose2d( nz, ngf * 8, 4, 1, 0, bias=False),\n",
+        "            nn.BatchNorm2d(ngf * 8),\n",
+        "            nn.ReLU(True),\n",
+        "            # state size. (ngf*8) x 4 x 4\n",
+        "            nn.ConvTranspose2d(ngf * 8, ngf * 4, 4, 2, 1, bias=False),\n",
+        "            nn.BatchNorm2d(ngf * 4),\n",
+        "            nn.ReLU(True),\n",
+        "            # state size. (ngf*4) x 8 x 8\n",
+        "            nn.ConvTranspose2d( ngf * 4, ngf * 2, 4, 2, 1, bias=False),\n",
+        "            nn.BatchNorm2d(ngf * 2),\n",
+        "            nn.ReLU(True),\n",
+        "            # state size. (ngf*2) x 16 x 16\n",
+        "            nn.ConvTranspose2d( ngf * 2, ngf, 4, 2, 1, bias=False),\n",
+        "            nn.BatchNorm2d(ngf),\n",
+        "            nn.ReLU(True),\n",
+        "            # state size. (ngf) x 32 x 32\n",
+        "            nn.ConvTranspose2d( ngf, nc, 4, 2, 1, bias=False),\n",
+        "            nn.Tanh()\n",
+        "            # state size. (nc) x 64 x 64\n",
+        "        )\n",
+        "\n",
+        "    def forward(self, input):\n",
+        "        return self.main(input)"
+      ],
+      "metadata": {
+        "id": "Q9VlvVkcXS4T"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# Create the generator\n",
+        "netG = Generator(ngpu).to(device)\n",
+        "\n",
+        "# Handle multi-gpu if desired\n",
+        "if (device.type == 'cuda') and (ngpu > 1):\n",
+        "    netG = nn.DataParallel(netG, list(range(ngpu)))\n",
+        "\n",
+        "# Apply the weights_init function to randomly initialize all weights\n",
+        "#  to mean=0, stdev=0.02.\n",
+        "netG.apply(weights_init)\n",
+        "\n",
+        "# Print the model\n",
+        "print(netG)"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "_XuZqVQzXbzP",
+        "outputId": "9748c709-c167-4b87-d1a1-9618f50e7e01"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Generator(\n",
+            "  (main): Sequential(\n",
+            "    (0): ConvTranspose2d(100, 512, kernel_size=(4, 4), stride=(1, 1), bias=False)\n",
+            "    (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+            "    (2): ReLU(inplace=True)\n",
+            "    (3): ConvTranspose2d(512, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n",
+            "    (4): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+            "    (5): ReLU(inplace=True)\n",
+            "    (6): ConvTranspose2d(256, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n",
+            "    (7): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+            "    (8): ReLU(inplace=True)\n",
+            "    (9): ConvTranspose2d(128, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n",
+            "    (10): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+            "    (11): ReLU(inplace=True)\n",
+            "    (12): ConvTranspose2d(64, 1, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n",
+            "    (13): Tanh()\n",
+            "  )\n",
+            ")\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "### Discriminator"
+      ],
+      "metadata": {
+        "id": "c0-ki6hIXqKN"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "class Discriminator(nn.Module):\n",
+        "    def __init__(self, ngpu):\n",
+        "        super(Discriminator, self).__init__()\n",
+        "        self.ngpu = ngpu\n",
+        "        self.main = nn.Sequential(\n",
+        "            # input is (nc) x 64 x 64\n",
+        "            nn.Conv2d(nc, ndf, 4, 2, 1, bias=False),\n",
+        "            nn.LeakyReLU(0.2, inplace=True),\n",
+        "            # state size. (ndf) x 32 x 32\n",
+        "            nn.Conv2d(ndf, ndf * 2, 4, 2, 1, bias=False),\n",
+        "            nn.BatchNorm2d(ndf * 2),\n",
+        "            nn.LeakyReLU(0.2, inplace=True),\n",
+        "            # state size. (ndf*2) x 16 x 16\n",
+        "            nn.Conv2d(ndf * 2, ndf * 4, 4, 2, 1, bias=False),\n",
+        "            nn.BatchNorm2d(ndf * 4),\n",
+        "            nn.LeakyReLU(0.2, inplace=True),\n",
+        "            # state size. (ndf*4) x 8 x 8\n",
+        "            nn.Conv2d(ndf * 4, ndf * 8, 4, 2, 1, bias=False),\n",
+        "            nn.BatchNorm2d(ndf * 8),\n",
+        "            nn.LeakyReLU(0.2, inplace=True),\n",
+        "            # state size. (ndf*8) x 4 x 4\n",
+        "            nn.Conv2d(ndf * 8, 1, 4, 1, 0, bias=False),\n",
+        "            nn.Sigmoid()\n",
+        "        )\n",
+        "\n",
+        "    def forward(self, input):\n",
+        "        return self.main(input)"
+      ],
+      "metadata": {
+        "id": "iLSHi2_aXu0N"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# Create the Discriminator\n",
+        "netD = Discriminator(ngpu).to(device)\n",
+        "\n",
+        "# Handle multi-gpu if desired\n",
+        "if (device.type == 'cuda') and (ngpu > 1):\n",
+        "    netD = nn.DataParallel(netD, list(range(ngpu)))\n",
+        "\n",
+        "# Apply the weights_init function to randomly initialize all weights\n",
+        "#  to mean=0, stdev=0.2.\n",
+        "netD.apply(weights_init)\n",
+        "\n",
+        "# Print the model\n",
+        "print(netD)"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "j6isk2mXYbf2",
+        "outputId": "74802eea-dae6-4b52-8c21-d83ca185b25f"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Discriminator(\n",
+            "  (main): Sequential(\n",
+            "    (0): Conv2d(1, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n",
+            "    (1): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+            "    (2): Conv2d(64, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n",
+            "    (3): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+            "    (4): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+            "    (5): Conv2d(128, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n",
+            "    (6): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+            "    (7): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+            "    (8): Conv2d(256, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n",
+            "    (9): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+            "    (10): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+            "    (11): Conv2d(512, 1, kernel_size=(4, 4), stride=(1, 1), bias=False)\n",
+            "    (12): Sigmoid()\n",
+            "  )\n",
+            ")\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "### Loss function and optimizer"
+      ],
+      "metadata": {
+        "id": "__Su2CieYf7E"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# Initialize BCELoss function\n",
+        "criterion = nn.BCELoss()\n",
+        "\n",
+        "# Create batch of latent vectors that we will use to visualize\n",
+        "#  the progression of the generator\n",
+        "fixed_noise = torch.randn(64, nz, 1, 1, device=device)\n",
+        "\n",
+        "# Establish convention for real and fake labels during training\n",
+        "real_label = 1.\n",
+        "fake_label = 0.\n",
+        "\n",
+        "# Setup Adam optimizers for both G and D\n",
+        "optimizerD = optim.Adam(netD.parameters(), lr=lr, betas=(beta1, 0.999))\n",
+        "optimizerG = optim.Adam(netG.parameters(), lr=lr, betas=(beta1, 0.999))"
+      ],
+      "metadata": {
+        "id": "8BLI86TgYiq-"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "### Training loop"
+      ],
+      "metadata": {
+        "id": "4f-iMoM9Ypyd"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# Training Loop\n",
+        "\n",
+        "# Lists to keep track of progress\n",
+        "img_list = []\n",
+        "G_losses = []\n",
+        "D_losses = []\n",
+        "iters = 0\n",
+        "\n",
+        "print(\"Starting Training Loop...\")\n",
+        "# For each epoch\n",
+        "for epoch in range(num_epochs):\n",
+        "    # For each batch in the dataloader\n",
+        "    for i, data in enumerate(dataloader, 0):\n",
+        "\n",
+        "        ############################\n",
+        "        # (1) Update D network: maximize log(D(x)) + log(1 - D(G(z)))\n",
+        "        ###########################\n",
+        "        ## Train with all-real batch\n",
+        "        netD.zero_grad()\n",
+        "        # Format batch\n",
+        "        real_cpu = data[0].to(device)\n",
+        "        b_size = real_cpu.size(0)\n",
+        "        label = torch.full((b_size,), real_label, dtype=torch.float, device=device)\n",
+        "        # Forward pass real batch through D\n",
+        "        output = netD(real_cpu).view(-1)\n",
+        "        # Calculate loss on all-real batch\n",
+        "        errD_real = criterion(output, label)\n",
+        "        # Calculate gradients for D in backward pass\n",
+        "        errD_real.backward()\n",
+        "        D_x = output.mean().item()\n",
+        "\n",
+        "        ## Train with all-fake batch\n",
+        "        # Generate batch of latent vectors\n",
+        "        noise = torch.randn(b_size, nz, 1, 1, device=device)\n",
+        "        # Generate fake image batch with G\n",
+        "        fake = netG(noise)\n",
+        "        label.fill_(fake_label)\n",
+        "        # Classify all fake batch with D\n",
+        "        output = netD(fake.detach()).view(-1)\n",
+        "        # Calculate D's loss on the all-fake batch\n",
+        "        errD_fake = criterion(output, label)\n",
+        "        # Calculate the gradients for this batch, accumulated (summed) with previous gradients\n",
+        "        errD_fake.backward()\n",
+        "        D_G_z1 = output.mean().item()\n",
+        "        # Compute error of D as sum over the fake and the real batches\n",
+        "        errD = errD_real + errD_fake\n",
+        "        # Update D\n",
+        "        optimizerD.step()\n",
+        "\n",
+        "        ############################\n",
+        "        # (2) Update G network: maximize log(D(G(z)))\n",
+        "        ###########################\n",
+        "        netG.zero_grad()\n",
+        "        label.fill_(real_label)  # fake labels are real for generator cost\n",
+        "        # Since we just updated D, perform another forward pass of all-fake batch through D\n",
+        "        output = netD(fake).view(-1)\n",
+        "        # Calculate G's loss based on this output\n",
+        "        errG = criterion(output, label)\n",
+        "        # Calculate gradients for G\n",
+        "        errG.backward()\n",
+        "        D_G_z2 = output.mean().item()\n",
+        "        # Update G\n",
+        "        optimizerG.step()\n",
+        "\n",
+        "        # Output training stats\n",
+        "        if i % 50 == 0:\n",
+        "            print('[%d/%d][%d/%d]\\tLoss_D: %.4f\\tLoss_G: %.4f\\tD(x): %.4f\\tD(G(z)): %.4f / %.4f'\n",
+        "                  % (epoch, num_epochs, i, len(dataloader),\n",
+        "                     errD.item(), errG.item(), D_x, D_G_z1, D_G_z2))\n",
+        "\n",
+        "        # Save Losses for plotting later\n",
+        "        G_losses.append(errG.item())\n",
+        "        D_losses.append(errD.item())\n",
+        "\n",
+        "        # Check how the generator is doing by saving G's output on fixed_noise\n",
+        "        if (iters % 500 == 0) or ((epoch == num_epochs-1) and (i == len(dataloader)-1)):\n",
+        "            with torch.no_grad():\n",
+        "                fake = netG(fixed_noise).detach().cpu()\n",
+        "            img_list.append(vutils.make_grid(fake, padding=2, normalize=True))\n",
+        "\n",
+        "        iters += 1"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "id": "ErksuzVFYrbL",
+        "outputId": "57f3583c-0a04-4c5d-de7b-19264f5410c3"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Starting Training Loop...\n",
+            "[0/5][0/469]\tLoss_D: 1.6647\tLoss_G: 3.5638\tD(x): 0.5276\tD(G(z)): 0.5480 / 0.0425\n",
+            "[0/5][50/469]\tLoss_D: 0.0782\tLoss_G: 11.1368\tD(x): 0.9935\tD(G(z)): 0.0681 / 0.0000\n",
+            "[0/5][100/469]\tLoss_D: 0.0779\tLoss_G: 23.3748\tD(x): 0.9528\tD(G(z)): 0.0000 / 0.0000\n",
+            "[0/5][150/469]\tLoss_D: 0.0838\tLoss_G: 4.6156\tD(x): 0.9586\tD(G(z)): 0.0321 / 0.0134\n",
+            "[0/5][200/469]\tLoss_D: 0.3319\tLoss_G: 3.2561\tD(x): 0.8652\tD(G(z)): 0.1206 / 0.0493\n",
+            "[0/5][250/469]\tLoss_D: 0.2032\tLoss_G: 4.9058\tD(x): 0.9550\tD(G(z)): 0.1300 / 0.0138\n",
+            "[0/5][300/469]\tLoss_D: 0.5108\tLoss_G: 3.0368\tD(x): 0.6594\tD(G(z)): 0.0198 / 0.0795\n",
+            "[0/5][350/469]\tLoss_D: 0.1577\tLoss_G: 2.8410\tD(x): 0.8789\tD(G(z)): 0.0159 / 0.0795\n",
+            "[0/5][400/469]\tLoss_D: 0.7065\tLoss_G: 3.5568\tD(x): 0.8503\tD(G(z)): 0.3572 / 0.0409\n",
+            "[0/5][450/469]\tLoss_D: 0.3012\tLoss_G: 2.6788\tD(x): 0.8641\tD(G(z)): 0.1274 / 0.0903\n",
+            "[1/5][0/469]\tLoss_D: 0.3665\tLoss_G: 3.5032\tD(x): 0.8628\tD(G(z)): 0.1646 / 0.0476\n",
+            "[1/5][50/469]\tLoss_D: 0.1655\tLoss_G: 3.0514\tD(x): 0.9172\tD(G(z)): 0.0715 / 0.0615\n",
+            "[1/5][100/469]\tLoss_D: 0.3211\tLoss_G: 2.4150\tD(x): 0.8314\tD(G(z)): 0.1129 / 0.1115\n",
+            "[1/5][150/469]\tLoss_D: 1.0107\tLoss_G: 3.4336\tD(x): 0.9099\tD(G(z)): 0.5280 / 0.0497\n",
+            "[1/5][200/469]\tLoss_D: 0.4339\tLoss_G: 4.7770\tD(x): 0.9701\tD(G(z)): 0.3100 / 0.0109\n",
+            "[1/5][250/469]\tLoss_D: 0.2837\tLoss_G: 2.5315\tD(x): 0.8515\tD(G(z)): 0.1029 / 0.0969\n",
+            "[1/5][300/469]\tLoss_D: 5.3955\tLoss_G: 0.7052\tD(x): 0.9950\tD(G(z)): 0.9819 / 0.6036\n",
+            "[1/5][350/469]\tLoss_D: 0.4588\tLoss_G: 2.1031\tD(x): 0.8293\tD(G(z)): 0.2095 / 0.1491\n",
+            "[1/5][400/469]\tLoss_D: 0.3203\tLoss_G: 2.3037\tD(x): 0.8129\tD(G(z)): 0.0892 / 0.1270\n",
+            "[1/5][450/469]\tLoss_D: 0.4773\tLoss_G: 2.5265\tD(x): 0.8695\tD(G(z)): 0.2595 / 0.0999\n",
+            "[2/5][0/469]\tLoss_D: 0.3417\tLoss_G: 2.1553\tD(x): 0.8125\tD(G(z)): 0.1056 / 0.1461\n",
+            "[2/5][50/469]\tLoss_D: 0.9679\tLoss_G: 3.2960\tD(x): 0.9298\tD(G(z)): 0.5068 / 0.0540\n",
+            "[2/5][100/469]\tLoss_D: 0.2896\tLoss_G: 2.3182\tD(x): 0.8581\tD(G(z)): 0.1141 / 0.1208\n",
+            "[2/5][150/469]\tLoss_D: 0.3778\tLoss_G: 3.5067\tD(x): 0.9584\tD(G(z)): 0.2640 / 0.0398\n",
+            "[2/5][200/469]\tLoss_D: 0.4455\tLoss_G: 2.3368\tD(x): 0.8486\tD(G(z)): 0.2100 / 0.1312\n",
+            "[2/5][250/469]\tLoss_D: 0.3366\tLoss_G: 3.2141\tD(x): 0.9280\tD(G(z)): 0.2142 / 0.0535\n",
+            "[2/5][300/469]\tLoss_D: 0.2470\tLoss_G: 2.5143\tD(x): 0.8874\tD(G(z)): 0.1058 / 0.1079\n",
+            "[2/5][350/469]\tLoss_D: 0.3415\tLoss_G: 2.1863\tD(x): 0.8555\tD(G(z)): 0.1534 / 0.1365\n",
+            "[2/5][400/469]\tLoss_D: 0.3094\tLoss_G: 4.8206\tD(x): 0.9751\tD(G(z)): 0.2263 / 0.0107\n",
+            "[2/5][450/469]\tLoss_D: 0.3019\tLoss_G: 3.6008\tD(x): 0.9359\tD(G(z)): 0.1959 / 0.0352\n",
+            "[3/5][0/469]\tLoss_D: 0.1171\tLoss_G: 3.4507\tD(x): 0.9321\tD(G(z)): 0.0388 / 0.0436\n",
+            "[3/5][50/469]\tLoss_D: 0.3398\tLoss_G: 4.5026\tD(x): 0.9769\tD(G(z)): 0.2473 / 0.0155\n",
+            "[3/5][100/469]\tLoss_D: 0.6985\tLoss_G: 3.5637\tD(x): 0.8226\tD(G(z)): 0.3460 / 0.0407\n",
+            "[3/5][150/469]\tLoss_D: 0.1803\tLoss_G: 3.2259\tD(x): 0.9003\tD(G(z)): 0.0660 / 0.0560\n",
+            "[3/5][200/469]\tLoss_D: 0.2774\tLoss_G: 3.4586\tD(x): 0.9581\tD(G(z)): 0.1918 / 0.0457\n",
+            "[3/5][250/469]\tLoss_D: 1.2502\tLoss_G: 8.9328\tD(x): 0.9914\tD(G(z)): 0.6454 / 0.0002\n",
+            "[3/5][300/469]\tLoss_D: 0.4245\tLoss_G: 4.6229\tD(x): 0.9304\tD(G(z)): 0.2720 / 0.0135\n",
+            "[3/5][350/469]\tLoss_D: 0.1959\tLoss_G: 4.5893\tD(x): 0.9472\tD(G(z)): 0.1228 / 0.0146\n",
+            "[3/5][400/469]\tLoss_D: 0.0992\tLoss_G: 4.1154\tD(x): 0.9633\tD(G(z)): 0.0570 / 0.0229\n",
+            "[3/5][450/469]\tLoss_D: 0.4438\tLoss_G: 2.7290\tD(x): 0.8294\tD(G(z)): 0.2007 / 0.0846\n",
+            "[4/5][0/469]\tLoss_D: 0.4347\tLoss_G: 4.2154\tD(x): 0.9217\tD(G(z)): 0.2707 / 0.0208\n",
+            "[4/5][50/469]\tLoss_D: 0.1300\tLoss_G: 3.4014\tD(x): 0.9119\tD(G(z)): 0.0261 / 0.0461\n",
+            "[4/5][100/469]\tLoss_D: 0.2338\tLoss_G: 2.7725\tD(x): 0.8856\tD(G(z)): 0.0947 / 0.0862\n",
+            "[4/5][150/469]\tLoss_D: 0.1564\tLoss_G: 3.7369\tD(x): 0.8950\tD(G(z)): 0.0333 / 0.0368\n",
+            "[4/5][200/469]\tLoss_D: 0.1119\tLoss_G: 3.6381\tD(x): 0.9286\tD(G(z)): 0.0333 / 0.0391\n",
+            "[4/5][250/469]\tLoss_D: 0.4327\tLoss_G: 2.0953\tD(x): 0.7107\tD(G(z)): 0.0461 / 0.1683\n",
+            "[4/5][300/469]\tLoss_D: 0.2030\tLoss_G: 3.9652\tD(x): 0.8931\tD(G(z)): 0.0738 / 0.0295\n",
+            "[4/5][350/469]\tLoss_D: 0.1479\tLoss_G: 3.8955\tD(x): 0.9254\tD(G(z)): 0.0592 / 0.0337\n",
+            "[4/5][400/469]\tLoss_D: 1.4133\tLoss_G: 0.5651\tD(x): 0.3207\tD(G(z)): 0.0233 / 0.6449\n",
+            "[4/5][450/469]\tLoss_D: 0.5266\tLoss_G: 3.0443\tD(x): 0.9623\tD(G(z)): 0.3361 / 0.0696\n"
+          ]
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "### Display progression"
+      ],
+      "metadata": {
+        "id": "XL4WpWlfadR9"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "plt.figure(figsize=(10,5))\n",
+        "plt.title(\"Generator and Discriminator Loss During Training\")\n",
+        "plt.plot(G_losses,label=\"G\")\n",
+        "plt.plot(D_losses,label=\"D\")\n",
+        "plt.xlabel(\"iterations\")\n",
+        "plt.ylabel(\"Loss\")\n",
+        "plt.legend()\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 487
+        },
+        "id": "B7adhCk5ahT3",
+        "outputId": "d33d95e6-b9b8-4dc4-e3e8-2d1319e4607a"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 1000x500 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "### Visualisation"
+      ],
+      "metadata": {
+        "id": "9xkiXt_4amYw"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "fig = plt.figure(figsize=(8,8))\n",
+        "plt.axis(\"off\")\n",
+        "ims = [[plt.imshow(np.transpose(i,(1,2,0)), animated=True)] for i in img_list]\n",
+        "ani = animation.ArtistAnimation(fig, ims, interval=1000, repeat_delay=1000, blit=True)\n",
+        "\n",
+        "HTML(ani.to_jshtml())"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 1000
+        },
+        "id": "rQ4hjWh1aviD",
+        "outputId": "dfb2e5ae-b7bf-432a-fc1a-a1cc19b5fb66"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "<IPython.core.display.HTML object>"
+            ],
+            "text/html": [
+              "\n",
+              "<link rel=\"stylesheet\"\n",
+              "href=\"https://maxcdn.bootstrapcdn.com/font-awesome/4.4.0/css/font-awesome.min.css\">\n",
+              "<script language=\"javascript\">\n",
+              "  function isInternetExplorer() {\n",
+              "    ua = navigator.userAgent;\n",
+              "    /* MSIE used to detect old browsers and Trident used to newer ones*/\n",
+              "    return ua.indexOf(\"MSIE \") > -1 || ua.indexOf(\"Trident/\") > -1;\n",
+              "  }\n",
+              "\n",
+              "  /* Define the Animation class */\n",
+              "  function Animation(frames, img_id, slider_id, interval, loop_select_id){\n",
+              "    this.img_id = img_id;\n",
+              "    this.slider_id = slider_id;\n",
+              "    this.loop_select_id = loop_select_id;\n",
+              "    this.interval = interval;\n",
+              "    this.current_frame = 0;\n",
+              "    this.direction = 0;\n",
+              "    this.timer = null;\n",
+              "    this.frames = new Array(frames.length);\n",
+              "\n",
+              "    for (var i=0; i<frames.length; i++)\n",
+              "    {\n",
+              "     this.frames[i] = new Image();\n",
+              "     this.frames[i].src = frames[i];\n",
+              "    }\n",
+              "    var slider = document.getElementById(this.slider_id);\n",
+              "    slider.max = this.frames.length - 1;\n",
+              "    if (isInternetExplorer()) {\n",
+              "        // switch from oninput to onchange because IE <= 11 does not conform\n",
+              "        // with W3C specification. It ignores oninput and onchange behaves\n",
+              "        // like oninput. In contrast, Microsoft Edge behaves correctly.\n",
+              "        slider.setAttribute('onchange', slider.getAttribute('oninput'));\n",
+              "        slider.setAttribute('oninput', null);\n",
+              "    }\n",
+              "    this.set_frame(this.current_frame);\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.get_loop_state = function(){\n",
+              "    var button_group = document[this.loop_select_id].state;\n",
+              "    for (var i = 0; i < button_group.length; i++) {\n",
+              "        var button = button_group[i];\n",
+              "        if (button.checked) {\n",
+              "            return button.value;\n",
+              "        }\n",
+              "    }\n",
+              "    return undefined;\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.set_frame = function(frame){\n",
+              "    this.current_frame = frame;\n",
+              "    document.getElementById(this.img_id).src =\n",
+              "            this.frames[this.current_frame].src;\n",
+              "    document.getElementById(this.slider_id).value = this.current_frame;\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.next_frame = function()\n",
+              "  {\n",
+              "    this.set_frame(Math.min(this.frames.length - 1, this.current_frame + 1));\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.previous_frame = function()\n",
+              "  {\n",
+              "    this.set_frame(Math.max(0, this.current_frame - 1));\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.first_frame = function()\n",
+              "  {\n",
+              "    this.set_frame(0);\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.last_frame = function()\n",
+              "  {\n",
+              "    this.set_frame(this.frames.length - 1);\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.slower = function()\n",
+              "  {\n",
+              "    this.interval /= 0.7;\n",
+              "    if(this.direction > 0){this.play_animation();}\n",
+              "    else if(this.direction < 0){this.reverse_animation();}\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.faster = function()\n",
+              "  {\n",
+              "    this.interval *= 0.7;\n",
+              "    if(this.direction > 0){this.play_animation();}\n",
+              "    else if(this.direction < 0){this.reverse_animation();}\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.anim_step_forward = function()\n",
+              "  {\n",
+              "    this.current_frame += 1;\n",
+              "    if(this.current_frame < this.frames.length){\n",
+              "      this.set_frame(this.current_frame);\n",
+              "    }else{\n",
+              "      var loop_state = this.get_loop_state();\n",
+              "      if(loop_state == \"loop\"){\n",
+              "        this.first_frame();\n",
+              "      }else if(loop_state == \"reflect\"){\n",
+              "        this.last_frame();\n",
+              "        this.reverse_animation();\n",
+              "      }else{\n",
+              "        this.pause_animation();\n",
+              "        this.last_frame();\n",
+              "      }\n",
+              "    }\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.anim_step_reverse = function()\n",
+              "  {\n",
+              "    this.current_frame -= 1;\n",
+              "    if(this.current_frame >= 0){\n",
+              "      this.set_frame(this.current_frame);\n",
+              "    }else{\n",
+              "      var loop_state = this.get_loop_state();\n",
+              "      if(loop_state == \"loop\"){\n",
+              "        this.last_frame();\n",
+              "      }else if(loop_state == \"reflect\"){\n",
+              "        this.first_frame();\n",
+              "        this.play_animation();\n",
+              "      }else{\n",
+              "        this.pause_animation();\n",
+              "        this.first_frame();\n",
+              "      }\n",
+              "    }\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.pause_animation = function()\n",
+              "  {\n",
+              "    this.direction = 0;\n",
+              "    if (this.timer){\n",
+              "      clearInterval(this.timer);\n",
+              "      this.timer = null;\n",
+              "    }\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.play_animation = function()\n",
+              "  {\n",
+              "    this.pause_animation();\n",
+              "    this.direction = 1;\n",
+              "    var t = this;\n",
+              "    if (!this.timer) this.timer = setInterval(function() {\n",
+              "        t.anim_step_forward();\n",
+              "    }, this.interval);\n",
+              "  }\n",
+              "\n",
+              "  Animation.prototype.reverse_animation = function()\n",
+              "  {\n",
+              "    this.pause_animation();\n",
+              "    this.direction = -1;\n",
+              "    var t = this;\n",
+              "    if (!this.timer) this.timer = setInterval(function() {\n",
+              "        t.anim_step_reverse();\n",
+              "    }, this.interval);\n",
+              "  }\n",
+              "</script>\n",
+              "\n",
+              "<style>\n",
+              ".animation {\n",
+              "    display: inline-block;\n",
+              "    text-align: center;\n",
+              "}\n",
+              "input[type=range].anim-slider {\n",
+              "    width: 374px;\n",
+              "    margin-left: auto;\n",
+              "    margin-right: auto;\n",
+              "}\n",
+              ".anim-buttons {\n",
+              "    margin: 8px 0px;\n",
+              "}\n",
+              ".anim-buttons button {\n",
+              "    padding: 0;\n",
+              "    width: 36px;\n",
+              "}\n",
+              ".anim-state label {\n",
+              "    margin-right: 8px;\n",
+              "}\n",
+              ".anim-state input {\n",
+              "    margin: 0;\n",
+              "    vertical-align: middle;\n",
+              "}\n",
+              "</style>\n",
+              "\n",
+              "<div class=\"animation\">\n",
+              "  <img id=\"_anim_img3c02ea188d0540b4a6615e2537b93351\">\n",
+              "  <div class=\"anim-controls\">\n",
+              "    <input id=\"_anim_slider3c02ea188d0540b4a6615e2537b93351\" type=\"range\" class=\"anim-slider\"\n",
+              "           name=\"points\" min=\"0\" max=\"1\" step=\"1\" value=\"0\"\n",
+              "           oninput=\"anim3c02ea188d0540b4a6615e2537b93351.set_frame(parseInt(this.value));\">\n",
+              "    <div class=\"anim-buttons\">\n",
+              "      <button title=\"Decrease speed\" aria-label=\"Decrease speed\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.slower()\">\n",
+              "          <i class=\"fa fa-minus\"></i></button>\n",
+              "      <button title=\"First frame\" aria-label=\"First frame\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.first_frame()\">\n",
+              "        <i class=\"fa fa-fast-backward\"></i></button>\n",
+              "      <button title=\"Previous frame\" aria-label=\"Previous frame\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.previous_frame()\">\n",
+              "          <i class=\"fa fa-step-backward\"></i></button>\n",
+              "      <button title=\"Play backwards\" aria-label=\"Play backwards\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.reverse_animation()\">\n",
+              "          <i class=\"fa fa-play fa-flip-horizontal\"></i></button>\n",
+              "      <button title=\"Pause\" aria-label=\"Pause\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.pause_animation()\">\n",
+              "          <i class=\"fa fa-pause\"></i></button>\n",
+              "      <button title=\"Play\" aria-label=\"Play\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.play_animation()\">\n",
+              "          <i class=\"fa fa-play\"></i></button>\n",
+              "      <button title=\"Next frame\" aria-label=\"Next frame\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.next_frame()\">\n",
+              "          <i class=\"fa fa-step-forward\"></i></button>\n",
+              "      <button title=\"Last frame\" aria-label=\"Last frame\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.last_frame()\">\n",
+              "          <i class=\"fa fa-fast-forward\"></i></button>\n",
+              "      <button title=\"Increase speed\" aria-label=\"Increase speed\" onclick=\"anim3c02ea188d0540b4a6615e2537b93351.faster()\">\n",
+              "          <i class=\"fa fa-plus\"></i></button>\n",
+              "    </div>\n",
+              "    <form title=\"Repetition mode\" aria-label=\"Repetition mode\" action=\"#n\" name=\"_anim_loop_select3c02ea188d0540b4a6615e2537b93351\"\n",
+              "          class=\"anim-state\">\n",
+              "      <input type=\"radio\" name=\"state\" value=\"once\" id=\"_anim_radio1_3c02ea188d0540b4a6615e2537b93351\"\n",
+              "             >\n",
+              "      <label for=\"_anim_radio1_3c02ea188d0540b4a6615e2537b93351\">Once</label>\n",
+              "      <input type=\"radio\" name=\"state\" value=\"loop\" id=\"_anim_radio2_3c02ea188d0540b4a6615e2537b93351\"\n",
+              "             checked>\n",
+              "      <label for=\"_anim_radio2_3c02ea188d0540b4a6615e2537b93351\">Loop</label>\n",
+              "      <input type=\"radio\" name=\"state\" value=\"reflect\" id=\"_anim_radio3_3c02ea188d0540b4a6615e2537b93351\"\n",
+              "             >\n",
+              "      <label for=\"_anim_radio3_3c02ea188d0540b4a6615e2537b93351\">Reflect</label>\n",
+              "    </form>\n",
+              "  </div>\n",
+              "</div>\n",
+              "\n",
+              "\n",
+              "<script language=\"javascript\">\n",
+              "  /* Instantiate the Animation class. */\n",
+              "  /* The IDs given should match those used in the template above. */\n",
+              "  (function() {\n",
+              "    var img_id = \"_anim_img3c02ea188d0540b4a6615e2537b93351\";\n",
+              "    var slider_id = \"_anim_slider3c02ea188d0540b4a6615e2537b93351\";\n",
+              "    var loop_select_id = \"_anim_loop_select3c02ea188d0540b4a6615e2537b93351\";\n",
+              "    var frames = new Array(6);\n",
+              "    \n",
+              "  frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAMgCAYAAADbcAZoAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n",
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+              "AMAYAQQAABgjgAAAAGMEEAAAYIwAAgAAjBFAAACAMQIIAAAwRgABAADGCCAAAMAYAQQAABgjgAAA\\\n",
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+              "jBFAAACAMf8Bcn6daj13GiAAAAAASUVORK5CYII=\\\n",
+              "\"\n",
+              "\n",
+              "\n",
+              "    /* set a timeout to make sure all the above elements are created before\n",
+              "       the object is initialized. */\n",
+              "    setTimeout(function() {\n",
+              "        anim3c02ea188d0540b4a6615e2537b93351 = new Animation(frames, img_id, slider_id, 1000.0,\n",
+              "                                 loop_select_id);\n",
+              "    }, 0);\n",
+              "  })()\n",
+              "</script>\n"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 12
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 800x800 with 1 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "source": [
+        "### Real VS fake"
+      ],
+      "metadata": {
+        "id": "1cKoO1Txa7aE"
+      }
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# Grab a batch of real images from the dataloader\n",
+        "real_batch = next(iter(dataloader))\n",
+        "\n",
+        "# Plot the real images\n",
+        "plt.figure(figsize=(15,15))\n",
+        "plt.subplot(1,2,1)\n",
+        "plt.axis(\"off\")\n",
+        "plt.title(\"Real Images\")\n",
+        "plt.imshow(np.transpose(vutils.make_grid(real_batch[0].to(device)[:64], padding=5, normalize=True).cpu(),(1,2,0)))\n",
+        "\n",
+        "# Plot the fake images from the last epoch\n",
+        "plt.subplot(1,2,2)\n",
+        "plt.axis(\"off\")\n",
+        "plt.title(\"Fake Images\")\n",
+        "plt.imshow(np.transpose(img_list[-1],(1,2,0)))\n",
+        "plt.show()"
+      ],
+      "metadata": {
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 603
+        },
+        "id": "YfOB0czva-zg",
+        "outputId": "c3f20dbb-1166-4738-cbc3-8814c8d1d838"
+      },
+      "execution_count": null,
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stderr",
+          "text": [
+            "/usr/local/lib/python3.9/dist-packages/torch/utils/data/dataloader.py:554: UserWarning: This DataLoader will create 10 worker processes in total. Our suggested max number of worker in current system is 2, which is smaller than what this DataLoader is going to create. Please be aware that excessive worker creation might get DataLoader running slow or even freeze, lower the worker number to avoid potential slowness/freeze if necessary.\n",
+            "  warnings.warn(_create_warning_msg(\n"
+          ]
+        },
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 1500x1500 with 2 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "5fbSgsrE1GqC"
+      },
+      "source": [
+        "# Part2: Conditional GAN (cGAN)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "7SjXNoT7BUey"
+      },
+      "source": [
+        "Let's take the example of the set described in the next picture.\n",
+        "![Map to satellite picture](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/map_streetview.png)\n",
+        "\n",
+        "We have a picture of a map (from Google Maps) and we want to create an image of what the satellite view may look like.\n",
+        "\n",
+        "As we are not only trying to generate a random picture but a mapping between a picture to another one, we can't use the standard GAN architecture. We will then use a cGAN.\n",
+        "\n",
+        "A cGAN is a supervised GAN aiming at mapping a label picture to a real one or a real picture to a label one. As you can see in the diagram below, the discriminator will take as input a pair of images and try to predict if the pair was generated or not. The generator will not only generate an image from noise but will also use an image (label or real) to generate another one (real or label).\n",
+        "![Diagram of how a cGan works](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/cgan_map.png)\n"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "0JRaeHfzl6cO"
+      },
+      "source": [
+        "### Generator\n",
+        "\n",
+        "In the cGAN architecture, the generator chosen is a U-Net.\n",
+        "![U-Net](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/unet.png)\n",
+        "\n",
+        "A U-Net takes as input an image, and outputs another image. \n",
+        "\n",
+        "It can be divided into 2 subparts : an encoder and a decoder. \n",
+        "* The encoder takes the input image and reduces its dimension to encode the main features into a vector. \n",
+        "* The decoder takes this vector and map the features stored into an image.\n",
+        "\n",
+        "A U-Net architecture is different from a classic encoder-decoder in that every layer of the decoder takes as input the previous decoded output as well as the output vector from the encoder layers of the same level. It allows the decoder to map low frequencies information encoded during the descent as well as high frequencies from the original picture. \n",
+        "\n",
+        "![U-Net](https://www.researchgate.net/profile/Baris_Turkbey/publication/315514772/figure/fig2/AS:485824962797569@1492841105670/U-net-architecture-Each-box-corresponds-to-a-multi-channel-features-maps-The-number-of.png)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "xFqMOsoYwzFe"
+      },
+      "source": [
+        "The architecture we will implement is the following (the number in the square is the number of filters used).\n",
+        "![UNet Architecture](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/unet_architecture.png)\n",
+        "\n",
+        "The encoder will take as input a colored picture (3 channels: RGB), it will pass through a series of convolution layers to encode the features of the picture. It will then be decoded by the decoder using transposed convolutional layers. These layers will take as input the previous decoded vector AND the encoded features of the same level. "
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "yzy7y4hmbbX3"
+      },
+      "source": [
+        "Now, let's create or cGAN to generate facades from a template image. For this purpose, we will use the \"Facade\" dataset available at http://cmp.felk.cvut.cz/~tylecr1/facade/.\n"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "Q_jf9H_NDESm"
+      },
+      "source": [
+        "Let's first create a few classes describing the layers we will use in the U-Net."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 1,
+      "metadata": {
+        "id": "uOKvYDyu0w8N"
+      },
+      "outputs": [],
+      "source": [
+        "# Importing all the libraries needed\n",
+        "import matplotlib.pyplot as plt\n",
+        "import imageio\n",
+        "import glob\n",
+        "import random\n",
+        "import os\n",
+        "import numpy as np\n",
+        "import math\n",
+        "import itertools\n",
+        "import time\n",
+        "import datetime\n",
+        "import cv2\n",
+        "from pathlib import Path\n",
+        "from PIL import Image\n",
+        "\n",
+        "from torch.utils.data import Dataset, DataLoader\n",
+        "import torchvision.transforms as transforms\n",
+        "from torchvision.utils import save_image, make_grid\n",
+        "from torchvision import datasets\n",
+        "from torch.autograd import Variable\n",
+        "\n",
+        "import torch.nn as nn\n",
+        "import torch.nn.functional as F\n",
+        "import torch"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 2,
+      "metadata": {
+        "id": "Zk5a6B5hILN2"
+      },
+      "outputs": [],
+      "source": [
+        "# code adapted from https://github.com/milesial/Pytorch-UNet/blob/master/unet/unet_parts.py\n",
+        "\n",
+        "# Input layer\n",
+        "class inconv(nn.Module):\n",
+        "    def __init__(self, in_ch, out_ch):\n",
+        "        super(inconv, self).__init__()\n",
+        "        self.conv = nn.Sequential(\n",
+        "            nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
+        "            nn.LeakyReLU(negative_slope=0.2, inplace=True)\n",
+        "        )\n",
+        "\n",
+        "    def forward(self, x):\n",
+        "        x = self.conv(x)\n",
+        "        return x\n",
+        "\n",
+        "# Encoder layer\n",
+        "class down(nn.Module):\n",
+        "    def __init__(self, in_ch, out_ch):\n",
+        "        super(down, self).__init__()\n",
+        "        self.conv = nn.Sequential(\n",
+        "            nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
+        "            nn.BatchNorm2d(out_ch),\n",
+        "            nn.LeakyReLU(negative_slope=0.2, inplace=True)\n",
+        "        )\n",
+        "\n",
+        "    def forward(self, x):\n",
+        "        x = self.conv(x)\n",
+        "        return x\n",
+        "\n",
+        "# Decoder layer\n",
+        "class up(nn.Module):\n",
+        "    def __init__(self, in_ch, out_ch, dropout=False):\n",
+        "        super(up, self).__init__()\n",
+        "        if dropout :\n",
+        "            self.conv = nn.Sequential(\n",
+        "                nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
+        "                nn.BatchNorm2d(out_ch),\n",
+        "                nn.Dropout(0.5, inplace=True),\n",
+        "                nn.ReLU(inplace=True)\n",
+        "            )\n",
+        "        else:\n",
+        "            self.conv = nn.Sequential(\n",
+        "                nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
+        "                nn.BatchNorm2d(out_ch),\n",
+        "                nn.ReLU(inplace=True)\n",
+        "            )\n",
+        "\n",
+        "    def forward(self, x1, x2):\n",
+        "        x1 = self.conv(x1)\n",
+        "        x = torch.cat([x1, x2], dim=1)\n",
+        "        return x\n",
+        "\n",
+        "# Output layer\n",
+        "class outconv(nn.Module):\n",
+        "    def __init__(self, in_ch, out_ch):\n",
+        "        super(outconv, self).__init__()\n",
+        "        self.conv = nn.Sequential(\n",
+        "              nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
+        "              nn.Tanh()\n",
+        "        )\n",
+        "\n",
+        "    def forward(self, x):\n",
+        "        x = self.conv(x)\n",
+        "        return x"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "1rZ5Qz1mBUe8"
+      },
+      "source": [
+        "Now let's create the U-Net using the helper classes defined previously."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 3,
+      "metadata": {
+        "id": "4Tbp_535EVPW"
+      },
+      "outputs": [],
+      "source": [
+        "class U_Net(nn.Module):\n",
+        "    ''' \n",
+        "    Ck denotes a Convolution-BatchNorm-ReLU layer with k filters.\n",
+        "    CDk denotes a Convolution-BatchNorm-Dropout-ReLU layer with a dropout rate of 50%\n",
+        "    Encoder:\n",
+        "      C64   - C128   - C256   - C512  - C512  - C512 - C512 - C512\n",
+        "    Decoder:\n",
+        "      CD512 - CD1024 - CD1024 - C1024 - C1024 - C512 - C256 - C128\n",
+        "    '''\n",
+        "    def __init__(self, n_channels, n_classes):\n",
+        "        super(U_Net, self).__init__()\n",
+        "        # Encoder\n",
+        "        self.inc = inconv(n_channels, 64) # 64 filters\n",
+        "\n",
+        "        # C64   - C128   - C256   - C512  - C512  - C512 - C512 - C512\n",
+        "        self.down1 = down(64,128)\n",
+        "        self.down2 = down(128,256)\n",
+        "        self.down3 = down(256,512)\n",
+        "        self.down4 = down(512,512)\n",
+        "        self.down5 = down(512,512)\n",
+        "        self.down6 = down(512,512)\n",
+        "        self.down7 = down(512,512)\n",
+        "        \n",
+        "        \n",
+        "        \n",
+        "        # Decoder\n",
+        "        # CD512 - CD1024 - CD1024 - C1024 - C1024 - C512 - C256 - C128\n",
+        "        self.up7 = up(512,512,True)\n",
+        "        self.up6 = up(1024,512,True)\n",
+        "        self.up5 = up(1024,512,True)\n",
+        "        self.up4 = up(1024,512,False)\n",
+        "        self.up3 = up(1024,256,False)\n",
+        "        self.up2 = up(512,128,False)\n",
+        "        self.up1 = up(256,64,False)\n",
+        "        \n",
+        "        \n",
+        "        self.outc = outconv(128, n_classes) # 128 filters\n",
+        "\n",
+        "    def forward(self, x):\n",
+        "        x1 = self.inc(x)\n",
+        "        x2 = self.down1(x1)\n",
+        "        x3 = self.down2(x2)\n",
+        "        x4 = self.down3(x3)\n",
+        "        x5 = self.down4(x4)\n",
+        "        x6 = self.down5(x5)\n",
+        "        x7 = self.down6(x6)\n",
+        "        x8 = self.down7(x7)\n",
+        "        # At this stage x8 is our encoded vector, we will now decode it\n",
+        "        x = self.up7(x8, x7)\n",
+        "        x = self.up6(x, x6)\n",
+        "        x = self.up5(x, x5)\n",
+        "        x = self.up4(x, x4)\n",
+        "        x = self.up3(x, x3)\n",
+        "        x = self.up2(x, x2)\n",
+        "        x = self.up1(x, x1)\n",
+        "        x = self.outc(x)\n",
+        "        return x"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 4,
+      "metadata": {
+        "id": "1hmcejTWJSYY",
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "outputId": "41f7e464-d039-4e25-b598-29b912e30fe7"
+      },
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "U_Net(\n",
+              "  (inc): inconv(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(3, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (down1): down(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(64, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (down2): down(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(128, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (down3): down(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(256, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (down4): down(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (down5): down(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (down6): down(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (down7): down(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (up7): up(\n",
+              "    (conv): Sequential(\n",
+              "      (0): ConvTranspose2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): Dropout(p=0.5, inplace=True)\n",
+              "      (3): ReLU(inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (up6): up(\n",
+              "    (conv): Sequential(\n",
+              "      (0): ConvTranspose2d(1024, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): Dropout(p=0.5, inplace=True)\n",
+              "      (3): ReLU(inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (up5): up(\n",
+              "    (conv): Sequential(\n",
+              "      (0): ConvTranspose2d(1024, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): Dropout(p=0.5, inplace=True)\n",
+              "      (3): ReLU(inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (up4): up(\n",
+              "    (conv): Sequential(\n",
+              "      (0): ConvTranspose2d(1024, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): ReLU(inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (up3): up(\n",
+              "    (conv): Sequential(\n",
+              "      (0): ConvTranspose2d(1024, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): ReLU(inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (up2): up(\n",
+              "    (conv): Sequential(\n",
+              "      (0): ConvTranspose2d(512, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): ReLU(inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (up1): up(\n",
+              "    (conv): Sequential(\n",
+              "      (0): ConvTranspose2d(256, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): ReLU(inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (outc): outconv(\n",
+              "    (conv): Sequential(\n",
+              "      (0): ConvTranspose2d(128, 3, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): Tanh()\n",
+              "    )\n",
+              "  )\n",
+              ")"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 4
+        }
+      ],
+      "source": [
+        "# We take images that have 3 channels (RGB) as input and output an image that also have 3 channels (RGB)\n",
+        "generator=U_Net(3,3)\n",
+        "# Check that the architecture is as expected\n",
+        "generator"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "xIXFtHzcBUfO"
+      },
+      "source": [
+        "You should now have a working U-Net."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "RqD1katYBUfP"
+      },
+      "source": [
+        "<font color='red'>**Question 1**</font>                                                                  \n",
+        "Knowing the input and output images will be 256x256, what will be the dimension of the encoded vector x8  ?\n",
+        "\n",
+        "<font color='green'>Answer:</font> Our network has 8 layers, which each divide dimension by 2 -> the output will be 1x1x512\n",
+        "\n",
+        "<font color='red'>**Question 2**</font>\n",
+        "\n",
+        "As you can see, U-net has an encoder-decoder architecture with skip connections. Explain why it works better than a traditional encoder-decoder.\n",
+        "\n",
+        "<font color='green'>Answer:</font> In our U-Net, we have long skip connections that link the same level of encoder and decoder. Shallow encoder levels have access to details that are lost during the encoding, and that connection allows the information to be transmited during the decoding. Not having them would mean that the network keeps less details about the image, and thus wouldn't work as well"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "cchTp3thBUfR"
+      },
+      "source": [
+        "### Discriminator\n",
+        "\n",
+        "In the cGAN architecture, the chosen discriminator is a Patch GAN. It is a convolutional discriminator which enables to produce a map of the input pictures where each pixel represents a patch of size NxN of the input.\n",
+        "\n",
+        "![patch GAN](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/patchGAN.png)\n",
+        "\n",
+        "The size N is given by the depth of the net. According to this table :\n",
+        "\n",
+        "| Number of layers | N |\n",
+        "| ---- | ---- |\n",
+        "| 1 | 16 |\n",
+        "| 2 | 34 |\n",
+        "| 3 | 70 |\n",
+        "| 4 | 142 |\n",
+        "| 5 | 286 |\n",
+        "| 6 | 574 |\n",
+        "\n",
+        "The number of layers actually means the number of layers with `kernel=(4,4)`, `padding=(1,1)` and `stride=(2,2)`. These layers are followed by 2 layers with `kernel=(4,4)`, `padding=(1,1)` and `stride=(1,1)`.\n",
+        "In our case we are going to create a 70x70 PatchGAN."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "ge6I7M0aBUfT"
+      },
+      "source": [
+        "Let's first create a few helping classes."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 5,
+      "metadata": {
+        "id": "RYqomFO8BUfV"
+      },
+      "outputs": [],
+      "source": [
+        "class conv_block(nn.Module):\n",
+        "    def __init__(self, in_ch, out_ch, use_batchnorm=True, stride=2):\n",
+        "        super(conv_block, self).__init__()\n",
+        "        if use_batchnorm:\n",
+        "            self.conv = nn.Sequential(\n",
+        "                nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=stride),\n",
+        "                nn.BatchNorm2d(out_ch),\n",
+        "                nn.LeakyReLU(negative_slope=0.2, inplace=True)\n",
+        "            )\n",
+        "        else:\n",
+        "            self.conv = nn.Sequential(\n",
+        "                nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=stride),\n",
+        "                nn.LeakyReLU(negative_slope=0.2, inplace=True)\n",
+        "            )\n",
+        "\n",
+        "    def forward(self, x):\n",
+        "        x = self.conv(x)\n",
+        "        return x\n",
+        "    \n",
+        "\n",
+        "class out_block(nn.Module):\n",
+        "    def __init__(self, in_ch, out_ch):\n",
+        "        super(out_block, self).__init__()\n",
+        "        self.conv = nn.Sequential(\n",
+        "            nn.Conv2d(in_ch, 1, kernel_size=4, padding=1, stride=1),\n",
+        "            nn.Sigmoid()\n",
+        "        )\n",
+        "\n",
+        "    def forward(self, x):\n",
+        "        x = self.conv(x)\n",
+        "        return x"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "5m4Dnup4BUfc"
+      },
+      "source": [
+        "Now let's create the Patch GAN discriminator.\n",
+        "As we want a 70x70 Patch GAN, the architecture will be as follows :\n",
+        "```\n",
+        "1. C64  - K4, P1, S2\n",
+        "2. C128 - K4, P1, S2\n",
+        "3. C256 - K4, P1, S2\n",
+        "4. C512 - K4, P1, S1\n",
+        "5. C1   - K4, P1, S1 (output)\n",
+        "```\n",
+        "Where Ck denotes a convolution block with k filters, Kk a kernel of size k, Pk is the padding size and Sk the stride applied.\n",
+        "*Note :* For the first layer, we do not use batchnorm."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "AH6u5a-PBUfg"
+      },
+      "source": [
+        "<font color='red'>**Question 3**</font>                                                                  \n",
+        "Knowing the input and output images will be 256x256, what will be the dimension of the encoded vector x8  ?Knowing input images will be 256x256 with 3 channels each, how many parameters are there to learn ?\n",
+        "\n",
+        "<font color='green'>Answer:</font>\n",
+        "\n",
+        "The formula for calculating the number of parameters in a convolutional layer is (nml+1)xk, where nm is the filter size, l is the number of input features, and k is the number of output features.\n",
+        "\n",
+        "Layer 1 has 64 output features and a filter size of 4x4, so the number of parameters is (4x4x3+1)64 = 3,136.\n",
+        "\n",
+        "Layer 2 has 128, 4x4 -> (4x4x64+1)128 = 131,200.\n",
+        "\n",
+        "Layer 3 has 256, 4x4 -> (4x4x128+1)256 = 524,544.\n",
+        "\n",
+        "Layer 4 has 512, 4x4 -> (4x4x256+1)512 = 2,097,664.\n",
+        "\n",
+        "Layer 5 has 512, 1x1 -> (1x1x512+1) = 8,193."
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 6,
+      "metadata": {
+        "id": "g_9LxNhGBUfi"
+      },
+      "outputs": [],
+      "source": [
+        "class PatchGAN(nn.Module):\n",
+        "    def __init__(self, n_channels, n_classes):\n",
+        "        super(PatchGAN, self).__init__()\n",
+        "        # creation of the 4 first layers\n",
+        "        self.conv1 = conv_block(n_channels,64, False)\n",
+        "        self.conv2 = conv_block(64,128,True)\n",
+        "        self.conv3 = conv_block(128,256, True)\n",
+        "        self.conv4 = conv_block(256,512, True, 1)\n",
+        "        # output layer\n",
+        "        self.out = out_block(512, n_classes)\n",
+        "        \n",
+        "    def forward(self, x1, x2):\n",
+        "        x = torch.cat([x2, x1], dim=1)\n",
+        "        x = self.conv1(x)\n",
+        "        x = self.conv2(x)\n",
+        "        x = self.conv3(x)\n",
+        "        x = self.conv4(x)\n",
+        "        x = self.out(x)\n",
+        "        return x"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 7,
+      "metadata": {
+        "id": "W_sevZRnBUfn",
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "outputId": "e0eea421-b2a9-4264-e235-aa7134790b83"
+      },
+      "outputs": [
+        {
+          "output_type": "execute_result",
+          "data": {
+            "text/plain": [
+              "PatchGAN(\n",
+              "  (conv1): conv_block(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(6, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (conv2): conv_block(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(64, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (conv3): conv_block(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(128, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (conv4): conv_block(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(256, 512, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n",
+              "      (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
+              "      (2): LeakyReLU(negative_slope=0.2, inplace=True)\n",
+              "    )\n",
+              "  )\n",
+              "  (out): out_block(\n",
+              "    (conv): Sequential(\n",
+              "      (0): Conv2d(512, 1, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n",
+              "      (1): Sigmoid()\n",
+              "    )\n",
+              "  )\n",
+              ")"
+            ]
+          },
+          "metadata": {},
+          "execution_count": 7
+        }
+      ],
+      "source": [
+        "# We have 6 input channels as we concatenate 2 images (with 3 channels each)\n",
+        "discriminator = PatchGAN(6,1)\n",
+        "discriminator"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "v_QubOycBUfv"
+      },
+      "source": [
+        "You should now have a working discriminator."
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "DiI2CByRBUfz"
+      },
+      "source": [
+        "### Loss functions\n",
+        "\n",
+        "As we have seen in the choice of the various architectures for this GAN, the issue is to map both low and high frequencies.\n",
+        "To tackle this problem, this GAN rely on the architecture to map the high frequencies (U-Net + PatchGAN) and the loss function to learn low frequencies features. The global loss function will indeed be made of 2 parts :\n",
+        "* the first part to map hight frequencies, will try to optimize the mean squared error of the GAN.\n",
+        "* the second part to map low frequencies, will minimize the $\\mathcal{L}_1$ norm of the generated picture.\n",
+        "\n",
+        "So the loss can be defined as $$ G^* = arg\\ \\underset{G}{min}\\ \\underset{D}{max}\\ \\mathcal{L}_{cGAN}(G,D) + \\lambda \\mathcal{L}_1(G)$$"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 8,
+      "metadata": {
+        "id": "k4G_xewPBUf4"
+      },
+      "outputs": [],
+      "source": [
+        "# Loss functions\n",
+        "criterion_GAN = torch.nn.MSELoss()\n",
+        "criterion_pixelwise = torch.nn.L1Loss()\n",
+        "\n",
+        "# Loss weight of L1 pixel-wise loss between translated image and real image\n",
+        "lambda_pixel = 100"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "c12q2NwkBUf7"
+      },
+      "source": [
+        "### Training and evaluating models "
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 9,
+      "metadata": {
+        "id": "vGKjO0UMBUf9"
+      },
+      "outputs": [],
+      "source": [
+        "# parameters\n",
+        "epoch = 0 #  epoch to start training from\n",
+        "n_epoch = 200  #  number of epochs of training\n",
+        "batch_size =10  #  size of the batches\n",
+        "lr = 0.0002 #  adam: learning rate\n",
+        "b1 =0.5  #  adam: decay of first order momentum of gradient\n",
+        "b2 = 0.999  # adam: decay of first order momentum of gradient\n",
+        "decay_epoch = 100  # epoch from which to start lr decay\n",
+        "img_height = 256  # size of image height\n",
+        "img_width = 256  # size of image width\n",
+        "channels = 3  # number of image channels\n",
+        "sample_interval = 500 # interval between sampling of images from generators\n",
+        "checkpoint_interval = -1 # interval between model checkpoints\n",
+        "cuda = True if torch.cuda.is_available() else False # do you have cuda ?"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "PhPkU7BDYooV"
+      },
+      "source": [
+        "Download the dataset. \n"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 10,
+      "metadata": {
+        "id": "8wyPjAxPYsNF",
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "outputId": "13dea6ed-edd5-435c-8d5d-b7fe7383de47"
+      },
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stderr",
+          "text": [
+            "CMP_facade_DB_base.zip: 34.8MB [00:06, 5.27MB/s]                            \n",
+            "CMP_facade_DB_extended.zip: 19.4MB [00:02, 7.69MB/s]                            \n"
+          ]
+        }
+      ],
+      "source": [
+        "import urllib.request\n",
+        "from tqdm import tqdm\n",
+        "import os\n",
+        "import zipfile\n",
+        "\n",
+        "def download_hook(t):\n",
+        "    \"\"\"Wraps tqdm instance.\n",
+        "    Don't forget to close() or __exit__()\n",
+        "    the tqdm instance once you're done with it (easiest using `with` syntax).\n",
+        "    Example\n",
+        "    -------\n",
+        "    >>> with tqdm(...) as t:\n",
+        "    ...     reporthook = my_hook(t)\n",
+        "    ...     urllib.request.urlretrieve(..., reporthook=reporthook)\n",
+        "    \"\"\"\n",
+        "    last_b = [0]\n",
+        "\n",
+        "    def update_to(b=1, bsize=1, tsize=None):\n",
+        "        \"\"\"\n",
+        "        b  : int, optional\n",
+        "            Number of blocks transferred so far [default: 1].\n",
+        "        bsize  : int, optional\n",
+        "            Size of each block (in tqdm units) [default: 1].\n",
+        "        tsize  : int, optional\n",
+        "            Total size (in tqdm units). If [default: None] remains unchanged.\n",
+        "        \"\"\"\n",
+        "        if tsize is not None:\n",
+        "            t.total = tsize\n",
+        "        t.update((b - last_b[0]) * bsize)\n",
+        "        last_b[0] = b\n",
+        "\n",
+        "    return update_to\n",
+        "\n",
+        "def download(url, save_dir):\n",
+        "    filename = url.split('/')[-1]\n",
+        "    with tqdm(unit = 'B', unit_scale = True, unit_divisor = 1024, miniters = 1, desc = filename) as t:\n",
+        "        urllib.request.urlretrieve(url, filename = os.path.join(save_dir, filename), reporthook = download_hook(t), data = None)\n",
+        "\n",
+        "if __name__ == '__main__':\n",
+        "    # Download ground truth\n",
+        "    if not os.path.exists(\"CMP_facade_DB_base.zip\"):\n",
+        "        download(\"http://cmp.felk.cvut.cz/~tylecr1/facade/CMP_facade_DB_base.zip\", \"./\")\n",
+        "    # Extract in the correct folder\n",
+        "    with zipfile.ZipFile(\"CMP_facade_DB_base.zip\", 'r') as zip_ref:\n",
+        "        zip_ref.extractall(\"./facades\")\n",
+        "        os.rename(\"./facades/base\", \"./facades/train\")\n",
+        "\n",
+        "    # Download ground truth\n",
+        "    if not os.path.exists(\"CMP_facade_DB_extended.zip\"):\n",
+        "        download(\"http://cmp.felk.cvut.cz/~tylecr1/facade/CMP_facade_DB_extended.zip\", \"./\")\n",
+        "    # Extract in the correct folder\n",
+        "    with zipfile.ZipFile(\"CMP_facade_DB_extended.zip\", 'r') as zip_ref:\n",
+        "        zip_ref.extractall(\"./facades\")\n",
+        "        os.rename(\"./facades/extended\", \"./facades/val\")\n"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "6DHT9c0_BUgA"
+      },
+      "source": [
+        "Configure the dataloader"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 11,
+      "metadata": {
+        "id": "rxi_QIpgBUgB",
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "outputId": "c0c84810-1a91-4705-daf8-d76ac7b19400"
+      },
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stderr",
+          "text": [
+            "/usr/local/lib/python3.9/dist-packages/torchvision/transforms/transforms.py:329: UserWarning: Argument 'interpolation' of type int is deprecated since 0.13 and will be removed in 0.15. Please use InterpolationMode enum.\n",
+            "  warnings.warn(\n"
+          ]
+        }
+      ],
+      "source": [
+        "class ImageDataset(Dataset):\n",
+        "    def __init__(self, root, transforms_=None, mode='train'):\n",
+        "        self.transform = transforms.Compose(transforms_)\n",
+        "\n",
+        "        self.files_img = sorted(glob.glob(os.path.join(root, mode) + '/*.jpg'))\n",
+        "        if mode == 'val':\n",
+        "            self.files_img.extend(\n",
+        "                sorted(glob.glob(os.path.join(root, 'val') + '/*.jpg')))\n",
+        "\n",
+        "        self.files_mask = sorted(glob.glob(os.path.join(root, mode) + '/*.png'))\n",
+        "        if mode == 'val':\n",
+        "            self.files_mask.extend(\n",
+        "                sorted(glob.glob(os.path.join(root, 'val') + '/*.png')))\n",
+        "            \n",
+        "        assert len(self.files_img) == len(self.files_mask)\n",
+        "\n",
+        "    def __getitem__(self, index):\n",
+        "\n",
+        "        img = Image.open(self.files_img[index % len(self.files_img)])\n",
+        "        mask = Image.open(self.files_mask[index % len(self.files_img)])\n",
+        "        mask = mask.convert('RGB')\n",
+        "\n",
+        "        img = self.transform(img)\n",
+        "        mask = self.transform(mask)\n",
+        "\n",
+        "        return img, mask\n",
+        "\n",
+        "    def __len__(self):\n",
+        "        return len(self.files_img)\n",
+        "    \n",
+        "# Configure dataloaders\n",
+        "transforms_ = [transforms.Resize((img_height, img_width), Image.BICUBIC),\n",
+        "               transforms.ToTensor()]  # transforms.Normalize((0.5,0.5,0.5), (0.5,0.5,0.5))\n",
+        "\n",
+        "dataloader = DataLoader(ImageDataset(\"facades\", transforms_=transforms_),\n",
+        "                        batch_size=16, shuffle=True)\n",
+        "\n",
+        "val_dataloader = DataLoader(ImageDataset(\"facades\", transforms_=transforms_, mode='val'),\n",
+        "                            batch_size=8, shuffle=False)\n",
+        "\n",
+        "# Tensor type\n",
+        "Tensor = torch.cuda.FloatTensor if cuda else torch.FloatTensor"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "Okb3LU76BUgG"
+      },
+      "source": [
+        "Check the loading works and a few helper functions"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 12,
+      "metadata": {
+        "id": "xuxq4TZRBUgJ"
+      },
+      "outputs": [],
+      "source": [
+        "def plot2x2Array(image, mask):\n",
+        "    f, axarr = plt.subplots(1, 2)\n",
+        "    axarr[0].imshow(image)\n",
+        "    axarr[1].imshow(mask)\n",
+        "\n",
+        "    axarr[0].set_title('Image')\n",
+        "    axarr[1].set_title('Mask')\n",
+        "\n",
+        "\n",
+        "def reverse_transform(image):\n",
+        "    image = image.numpy().transpose((1, 2, 0))\n",
+        "    image = np.clip(image, 0, 1)\n",
+        "    image = (image * 255).astype(np.uint8)\n",
+        "\n",
+        "    return image\n",
+        "\n",
+        "def plot2x3Array(image, mask,predict):\n",
+        "    f, axarr = plt.subplots(1,3,figsize=(15,15))\n",
+        "    axarr[0].imshow(image)\n",
+        "    axarr[1].imshow(mask)\n",
+        "    axarr[2].imshow(predict)\n",
+        "    axarr[0].set_title('input')\n",
+        "    axarr[1].set_title('real')\n",
+        "    axarr[2].set_title('fake')"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 13,
+      "metadata": {
+        "id": "m2NxLrQEBUgM",
+        "colab": {
+          "base_uri": "https://localhost:8080/",
+          "height": 308
+        },
+        "outputId": "e77328f8-b648-40d1-85f4-caf64c73ff58"
+      },
+      "outputs": [
+        {
+          "output_type": "display_data",
+          "data": {
+            "text/plain": [
+              "<Figure size 640x480 with 2 Axes>"
+            ],
+            "image/png": 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\n"
+          },
+          "metadata": {}
+        }
+      ],
+      "source": [
+        "image, mask = next(iter(dataloader))\n",
+        "image = reverse_transform(image[0])\n",
+        "mask = reverse_transform(mask[0])\n",
+        "plot2x2Array(image, mask)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "zAvaxAbxBUgQ"
+      },
+      "source": [
+        "Initialize our GAN"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 14,
+      "metadata": {
+        "id": "dVgF3qfDBUgR"
+      },
+      "outputs": [],
+      "source": [
+        "# Calculate output of image discriminator (PatchGAN)\n",
+        "patch = (1, img_height//2**3-2, img_width//2**3-2)\n",
+        "\n",
+        "if cuda:\n",
+        "    generator = generator.cuda()\n",
+        "    discriminator = discriminator.cuda()\n",
+        "    criterion_GAN.cuda()\n",
+        "    criterion_pixelwise.cuda()\n",
+        "    \n",
+        "# Optimizers\n",
+        "optimizer_G = torch.optim.Adam(generator.parameters(), lr=lr, betas=(b1, b2))\n",
+        "optimizer_D = torch.optim.Adam(discriminator.parameters(), lr=lr, betas=(b1, b2))"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "rN3cbiWaBUgf"
+      },
+      "source": [
+        "Start training"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": 15,
+      "metadata": {
+        "id": "msmQQUX-BUgh"
+      },
+      "outputs": [],
+      "source": [
+        "def save_model(epoch):\n",
+        "    # save your work\n",
+        "    torch.save({\n",
+        "                'epoch': epoch,\n",
+        "                'model_state_dict': generator.state_dict(),\n",
+        "                'optimizer_state_dict': optimizer_G.state_dict(),\n",
+        "                'loss': loss_G,\n",
+        "                }, 'generator_'+str(epoch)+'.pth')\n",
+        "    torch.save({\n",
+        "                'epoch': epoch,\n",
+        "                'model_state_dict': discriminator.state_dict(),\n",
+        "                'optimizer_state_dict': optimizer_D.state_dict(),\n",
+        "                'loss': loss_D,\n",
+        "                }, 'discriminator_'+str(epoch)+'.pth')\n",
+        "    \n",
+        "def weights_init_normal(m):\n",
+        "  classname = m.__class__.__name__\n",
+        "  if classname.find('Conv') != -1:\n",
+        "      torch.nn.init.normal_(m.weight.data, 0.0, 0.02)\n",
+        "  elif classname.find('BatchNorm2d') != -1:\n",
+        "      torch.nn.init.normal_(m.weight.data, 1.0, 0.02)\n",
+        "      torch.nn.init.constant_(m.bias.data, 0.0)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "6UXrZLLNBUgq"
+      },
+      "source": [
+        "<font color='red'>Complete the loss function </font>  in the following training code and train your network:  "
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "7NUuGcQ0SiJw",
+        "colab": {
+          "base_uri": "https://localhost:8080/"
+        },
+        "outputId": "179e0949-54a2-4823-d132-c7c8d531a333"
+      },
+      "outputs": [
+        {
+          "output_type": "stream",
+          "name": "stdout",
+          "text": [
+            "Epoch [    1/  200] | d_loss: 0.3092 | g_loss: 44.8128\n",
+            "Epoch [    2/  200] | d_loss: 0.0876 | g_loss: 17.4690\n",
+            "Epoch [    3/  200] | d_loss: 0.0073 | g_loss: 16.9878\n",
+            "Epoch [    4/  200] | d_loss: 0.0031 | g_loss: 18.6045\n",
+            "Epoch [    5/  200] | d_loss: 0.0017 | g_loss: 17.5641\n",
+            "Epoch [    6/  200] | d_loss: 0.1003 | g_loss: 16.0419\n",
+            "Epoch [    7/  200] | d_loss: 0.0006 | g_loss: 16.2944\n",
+            "Epoch [    8/  200] | d_loss: 0.0013 | g_loss: 15.0302\n",
+            "Epoch [    9/  200] | d_loss: 0.0006 | g_loss: 15.5958\n",
+            "Epoch [   10/  200] | d_loss: 0.0011 | g_loss: 14.6310\n",
+            "Epoch [   11/  200] | d_loss: 0.3163 | g_loss: 14.1711\n",
+            "Epoch [   12/  200] | d_loss: 0.0029 | g_loss: 13.2208\n",
+            "Epoch [   13/  200] | d_loss: 0.0008 | g_loss: 14.2829\n",
+            "Epoch [   14/  200] | d_loss: 0.0009 | g_loss: 13.2609\n",
+            "Epoch [   15/  200] | d_loss: 0.0009 | g_loss: 13.7265\n",
+            "Epoch [   16/  200] | d_loss: 0.0007 | g_loss: 14.0085\n",
+            "Epoch [   17/  200] | d_loss: 0.0005 | g_loss: 12.2643\n",
+            "Epoch [   18/  200] | d_loss: 0.0005 | g_loss: 13.3808\n",
+            "Epoch [   19/  200] | d_loss: 0.0003 | g_loss: 13.0624\n",
+            "Epoch [   20/  200] | d_loss: 0.0008 | g_loss: 12.7490\n",
+            "Epoch [   21/  200] | d_loss: 0.0005 | g_loss: 11.6345\n",
+            "Epoch [   22/  200] | d_loss: 0.0002 | g_loss: 12.2320\n",
+            "Epoch [   23/  200] | d_loss: 0.0003 | g_loss: 12.9063\n",
+            "Epoch [   24/  200] | d_loss: 0.0004 | g_loss: 10.6920\n",
+            "Epoch [   25/  200] | d_loss: 0.0001 | g_loss: 11.6902\n",
+            "Epoch [   26/  200] | d_loss: 0.0009 | g_loss: 10.0709\n",
+            "Epoch [   27/  200] | d_loss: 0.0003 | g_loss: 11.0432\n",
+            "Epoch [   28/  200] | d_loss: 0.3962 | g_loss: 10.4344\n",
+            "Epoch [   29/  200] | d_loss: 0.0047 | g_loss: 10.7507\n",
+            "Epoch [   30/  200] | d_loss: 0.0014 | g_loss: 11.3499\n",
+            "Epoch [   31/  200] | d_loss: 0.0014 | g_loss: 10.1929\n",
+            "Epoch [   32/  200] | d_loss: 0.0009 | g_loss: 11.2788\n",
+            "Epoch [   33/  200] | d_loss: 0.0010 | g_loss: 10.1013\n",
+            "Epoch [   34/  200] | d_loss: 0.0006 | g_loss: 10.3380\n",
+            "Epoch [   35/  200] | d_loss: 0.0006 | g_loss: 9.4161\n",
+            "Epoch [   36/  200] | d_loss: 0.0005 | g_loss: 10.4380\n",
+            "Epoch [   37/  200] | d_loss: 0.0008 | g_loss: 9.8117\n",
+            "Epoch [   38/  200] | d_loss: 0.0002 | g_loss: 10.2650\n",
+            "Epoch [   39/  200] | d_loss: 0.0005 | g_loss: 9.9634\n",
+            "Epoch [   40/  200] | d_loss: 0.0002 | g_loss: 9.4471\n",
+            "Epoch [   41/  200] | d_loss: 0.0004 | g_loss: 10.6831\n",
+            "Epoch [   42/  200] | d_loss: 0.0002 | g_loss: 9.6100\n",
+            "Epoch [   43/  200] | d_loss: 0.0005 | g_loss: 9.6473\n",
+            "Epoch [   44/  200] | d_loss: 0.0003 | g_loss: 10.6192\n",
+            "Epoch [   45/  200] | d_loss: 0.0001 | g_loss: 9.7054\n",
+            "Epoch [   46/  200] | d_loss: 0.0003 | g_loss: 10.1186\n",
+            "Epoch [   47/  200] | d_loss: 0.0001 | g_loss: 9.1431\n",
+            "Epoch [   48/  200] | d_loss: 0.0001 | g_loss: 9.6213\n",
+            "Epoch [   49/  200] | d_loss: 0.0004 | g_loss: 8.7416\n",
+            "Epoch [   50/  200] | d_loss: 0.0002 | g_loss: 9.3837\n",
+            "Epoch [   51/  200] | d_loss: 0.0002 | g_loss: 7.8616\n",
+            "Epoch [   52/  200] | d_loss: 0.0002 | g_loss: 9.2112\n",
+            "Epoch [   53/  200] | d_loss: 0.0001 | g_loss: 9.1465\n",
+            "Epoch [   54/  200] | d_loss: 0.0002 | g_loss: 8.7434\n",
+            "Epoch [   55/  200] | d_loss: 0.0002 | g_loss: 8.2982\n",
+            "Epoch [   56/  200] | d_loss: 0.0001 | g_loss: 8.4572\n",
+            "Epoch [   57/  200] | d_loss: 0.0001 | g_loss: 8.8049\n",
+            "Epoch [   58/  200] | d_loss: 0.0007 | g_loss: 8.9848\n",
+            "Epoch [   59/  200] | d_loss: 0.0001 | g_loss: 8.1243\n",
+            "Epoch [   60/  200] | d_loss: 0.0001 | g_loss: 7.9599\n",
+            "Epoch [   61/  200] | d_loss: 0.0007 | g_loss: 8.2229\n",
+            "Epoch [   62/  200] | d_loss: 0.0002 | g_loss: 8.6167\n",
+            "Epoch [   63/  200] | d_loss: 0.0001 | g_loss: 8.0812\n",
+            "Epoch [   64/  200] | d_loss: 0.0001 | g_loss: 8.5272\n",
+            "Epoch [   65/  200] | d_loss: 0.0003 | g_loss: 7.7972\n",
+            "Epoch [   66/  200] | d_loss: 0.0001 | g_loss: 8.2716\n",
+            "Epoch [   67/  200] | d_loss: 0.0001 | g_loss: 7.9730\n",
+            "Epoch [   68/  200] | d_loss: 0.0010 | g_loss: 8.1366\n",
+            "Epoch [   69/  200] | d_loss: 0.3372 | g_loss: 7.8089\n",
+            "Epoch [   70/  200] | d_loss: 0.2223 | g_loss: 6.8391\n",
+            "Epoch [   71/  200] | d_loss: 0.0416 | g_loss: 7.4460\n",
+            "Epoch [   72/  200] | d_loss: 0.0075 | g_loss: 7.8995\n",
+            "Epoch [   73/  200] | d_loss: 0.0047 | g_loss: 7.6136\n",
+            "Epoch [   74/  200] | d_loss: 0.0062 | g_loss: 7.2174\n",
+            "Epoch [   75/  200] | d_loss: 0.0016 | g_loss: 8.0473\n",
+            "Epoch [   76/  200] | d_loss: 0.0020 | g_loss: 6.9915\n",
+            "Epoch [   77/  200] | d_loss: 0.0010 | g_loss: 7.3824\n",
+            "Epoch [   78/  200] | d_loss: 0.0042 | g_loss: 7.9496\n",
+            "Epoch [   79/  200] | d_loss: 0.0012 | g_loss: 7.9306\n",
+            "Epoch [   80/  200] | d_loss: 0.0008 | g_loss: 7.3961\n",
+            "Epoch [   81/  200] | d_loss: 0.0011 | g_loss: 7.3117\n",
+            "Epoch [   82/  200] | d_loss: 0.0007 | g_loss: 8.1149\n",
+            "Epoch [   83/  200] | d_loss: 0.0005 | g_loss: 7.3172\n",
+            "Epoch [   84/  200] | d_loss: 0.0007 | g_loss: 7.3118\n",
+            "Epoch [   85/  200] | d_loss: 0.0006 | g_loss: 7.5255\n",
+            "Epoch [   86/  200] | d_loss: 0.0007 | g_loss: 7.9298\n",
+            "Epoch [   87/  200] | d_loss: 0.0011 | g_loss: 6.9490\n",
+            "Epoch [   88/  200] | d_loss: 0.0012 | g_loss: 7.2310\n",
+            "Epoch [   89/  200] | d_loss: 0.0108 | g_loss: 6.6865\n",
+            "Epoch [   90/  200] | d_loss: 0.0005 | g_loss: 7.2061\n",
+            "Epoch [   91/  200] | d_loss: 0.0002 | g_loss: 7.2076\n",
+            "Epoch [   92/  200] | d_loss: 0.0005 | g_loss: 6.5176\n",
+            "Epoch [   93/  200] | d_loss: 0.0012 | g_loss: 6.4918\n",
+            "Epoch [   94/  200] | d_loss: 0.0007 | g_loss: 7.2122\n",
+            "Epoch [   95/  200] | d_loss: 0.0003 | g_loss: 7.3896\n",
+            "Epoch [   96/  200] | d_loss: 0.0018 | g_loss: 7.5333\n",
+            "Epoch [   97/  200] | d_loss: 0.0005 | g_loss: 7.1921\n",
+            "Epoch [   98/  200] | d_loss: 0.0004 | g_loss: 6.9015\n",
+            "Epoch [   99/  200] | d_loss: 0.0004 | g_loss: 6.9226\n",
+            "Epoch [  100/  200] | d_loss: 0.0013 | g_loss: 6.5774\n",
+            "Saving model...\n",
+            "Epoch [  101/  200] | d_loss: 0.0001 | g_loss: 7.5226\n",
+            "Epoch [  102/  200] | d_loss: 0.0025 | g_loss: 7.2247\n",
+            "Epoch [  103/  200] | d_loss: 0.0002 | g_loss: 6.6965\n",
+            "Epoch [  104/  200] | d_loss: 0.0015 | g_loss: 6.7565\n",
+            "Epoch [  105/  200] | d_loss: 0.0100 | g_loss: 7.0435\n",
+            "Epoch [  106/  200] | d_loss: 0.0006 | g_loss: 7.0344\n",
+            "Epoch [  107/  200] | d_loss: 0.0003 | g_loss: 6.9134\n",
+            "Epoch [  108/  200] | d_loss: 0.0023 | g_loss: 6.9635\n",
+            "Epoch [  109/  200] | d_loss: 0.0002 | g_loss: 7.3831\n",
+            "Epoch [  110/  200] | d_loss: 0.0004 | g_loss: 6.9310\n",
+            "Epoch [  111/  200] | d_loss: 0.0001 | g_loss: 6.8353\n",
+            "Epoch [  112/  200] | d_loss: 0.0003 | g_loss: 6.6201\n",
+            "Epoch [  113/  200] | d_loss: 0.0001 | g_loss: 6.9371\n",
+            "Epoch [  114/  200] | d_loss: 0.0002 | g_loss: 6.7231\n",
+            "Epoch [  115/  200] | d_loss: 0.0003 | g_loss: 6.8260\n",
+            "Epoch [  116/  200] | d_loss: 0.0001 | g_loss: 6.7772\n",
+            "Epoch [  117/  200] | d_loss: 0.0003 | g_loss: 6.1830\n",
+            "Epoch [  118/  200] | d_loss: 0.0012 | g_loss: 7.3818\n",
+            "Epoch [  119/  200] | d_loss: 0.0007 | g_loss: 6.8782\n",
+            "Epoch [  120/  200] | d_loss: 0.0015 | g_loss: 6.8298\n",
+            "Epoch [  121/  200] | d_loss: 0.0001 | g_loss: 6.5716\n",
+            "Epoch [  122/  200] | d_loss: 0.0002 | g_loss: 6.5020\n",
+            "Epoch [  123/  200] | d_loss: 0.0003 | g_loss: 6.5907\n",
+            "Epoch [  124/  200] | d_loss: 0.0009 | g_loss: 6.7783\n",
+            "Epoch [  125/  200] | d_loss: 0.0008 | g_loss: 6.7199\n",
+            "Epoch [  126/  200] | d_loss: 0.0001 | g_loss: 6.3317\n",
+            "Epoch [  127/  200] | d_loss: 0.0002 | g_loss: 7.2520\n",
+            "Epoch [  128/  200] | d_loss: 0.0014 | g_loss: 6.7556\n",
+            "Epoch [  129/  200] | d_loss: 0.0003 | g_loss: 6.7204\n",
+            "Epoch [  130/  200] | d_loss: 0.0005 | g_loss: 6.2837\n",
+            "Epoch [  131/  200] | d_loss: 0.0002 | g_loss: 6.6873\n",
+            "Epoch [  132/  200] | d_loss: 0.0002 | g_loss: 5.9493\n",
+            "Epoch [  133/  200] | d_loss: 0.0003 | g_loss: 6.0263\n",
+            "Epoch [  134/  200] | d_loss: 0.0005 | g_loss: 6.4635\n",
+            "Epoch [  135/  200] | d_loss: 0.0001 | g_loss: 6.0740\n",
+            "Epoch [  136/  200] | d_loss: 0.0001 | g_loss: 6.0542\n"
+          ]
+        }
+      ],
+      "source": [
+        "# ----------\n",
+        "#  Training\n",
+        "# ----------\n",
+        "\n",
+        "losses = []\n",
+        "num_epochs = 200\n",
+        "\n",
+        "# Initialize weights\n",
+        "generator.apply(weights_init_normal)\n",
+        "discriminator.apply(weights_init_normal)\n",
+        "epoch_D = 0\n",
+        "epoch_G = 0\n",
+        "\n",
+        "# train the network\n",
+        "discriminator.train()\n",
+        "generator.train()\n",
+        "print_every = 400\n",
+        "\n",
+        "for epoch in range(epoch_G, num_epochs):\n",
+        "    for i, batch in enumerate(dataloader):\n",
+        "\n",
+        "        # Model inputs\n",
+        "        real_A = Variable(batch[0].type(Tensor))\n",
+        "        real_B = Variable(batch[1].type(Tensor))\n",
+        "\n",
+        "        # Adversarial ground truths\n",
+        "        valid = Variable(Tensor(np.ones((real_B.size(0), *patch))), requires_grad=False)\n",
+        "        fake = Variable(Tensor(np.zeros((real_B.size(0), *patch))), requires_grad=False)\n",
+        "\n",
+        "        # ------------------\n",
+        "        #  Train Generators\n",
+        "        # ------------------\n",
+        "\n",
+        "        optimizer_G.zero_grad()\n",
+        "\n",
+        "        # GAN loss\n",
+        "        fake_A = generator(real_B)\n",
+        "        output = discriminator(fake_A.detach(), real_B)\n",
+        "        GAN_Loss = criterion_GAN(output, valid)\n",
+        "        \n",
+        "\n",
+        "        # Pixel-wise loss\n",
+        "        Pixel_loss = criterion_pixelwise(real_A, fake_A)\n",
+        "\n",
+        "        # Total loss\n",
+        "        loss_G = GAN_Loss + Pixel_loss * lambda_pixel\n",
+        "\n",
+        "        loss_G.backward()\n",
+        "\n",
+        "        optimizer_G.step()\n",
+        "\n",
+        "        # ---------------------\n",
+        "        #  Train Discriminator\n",
+        "        # ---------------------\n",
+        "\n",
+        "        optimizer_D.zero_grad()\n",
+        "\n",
+        "        # Real loss\n",
+        "        pred_real = discriminator(real_A, real_B)\n",
+        "        loss_real = criterion_GAN(pred_real, valid)\n",
+        "\n",
+        "        # Fake loss\n",
+        "        pred_fake = discriminator(fake_A.detach(), real_B)\n",
+        "        loss_fake = criterion_GAN(pred_fake, fake)\n",
+        "\n",
+        "        # Total loss\n",
+        "        loss_D = 0.5 * (loss_real + loss_fake)\n",
+        "\n",
+        "        loss_D.backward()\n",
+        "        optimizer_D.step()\n",
+        "        \n",
+        "        # Print some loss stats\n",
+        "        if i % print_every == 0:\n",
+        "            # print discriminator and generator loss\n",
+        "            print('Epoch [{:5d}/{:5d}] | d_loss: {:6.4f} | g_loss: {:6.4f}'.format(\n",
+        "                    1 + epoch, num_epochs, loss_D.item(), loss_G.item()))\n",
+        "    ## AFTER EACH EPOCH##\n",
+        "    # append discriminator loss and generator loss\n",
+        "    losses.append((loss_D.item(), loss_G.item()))\n",
+        "    if (epoch + 1)  % 100 == 0:\n",
+        "        print('Saving model...')\n",
+        "        save_model(epoch+1)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "Ed-ZbuVWBUgu"
+      },
+      "source": [
+        "Observation of the loss along the training"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "nOLW054DTLpg"
+      },
+      "outputs": [],
+      "source": [
+        "fig, ax = plt.subplots()\n",
+        "losses = np.array(losses)\n",
+        "plt.plot(losses.T[0], label='Discriminator')\n",
+        "plt.plot(losses.T[1], label='Generator')\n",
+        "plt.title(\"Training Losses\")\n",
+        "plt.legend()\n"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "S58kJj9HBUgV"
+      },
+      "source": [
+        "If the training takes too much time, you can use a pretrained model in the meantime, to evaluate its performance.\n",
+        "\n",
+        "It is available at : https://partage.liris.cnrs.fr/index.php/s/xwEFmxn9ANeq4zY"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "i0TC5qK3BUg4"
+      },
+      "source": [
+        "### Evaluate your cGAN"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "fYBRR6NYBUg6"
+      },
+      "outputs": [],
+      "source": [
+        "def load_model(epoch=200):\n",
+        "    if 'generator_'+str(epoch)+'.pth' in os.listdir() and 'discriminator_'+str(epoch)+'.pth' in os.listdir():\n",
+        "        if cuda:\n",
+        "            checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth')\n",
+        "        else:\n",
+        "            checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth', map_location='cpu')\n",
+        "        generator.load_state_dict(checkpoint_generator['model_state_dict'])\n",
+        "        optimizer_G.load_state_dict(checkpoint_generator['optimizer_state_dict'])\n",
+        "        epoch_G = checkpoint_generator['epoch']\n",
+        "        loss_G = checkpoint_generator['loss']\n",
+        "\n",
+        "        if cuda:\n",
+        "            checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth')\n",
+        "        else:\n",
+        "            checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth', map_location='cpu')\n",
+        "        discriminator.load_state_dict(checkpoint_discriminator['model_state_dict'])\n",
+        "        optimizer_D.load_state_dict(checkpoint_discriminator['optimizer_state_dict'])\n",
+        "        epoch_D = checkpoint_discriminator['epoch']\n",
+        "        loss_D = checkpoint_discriminator['loss']\n",
+        "    else:\n",
+        "        print('There isn\\' a training available with this number of epochs')"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "4V0DwQomBUg9"
+      },
+      "outputs": [],
+      "source": [
+        "load_model(epoch=200)\n",
+        "\n",
+        "# switching mode\n",
+        "generator.eval()"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "gyvmvkIvBUhB"
+      },
+      "outputs": [],
+      "source": [
+        "# show a sample evaluation image on the training base\n",
+        "image, mask = next(iter(dataloader))\n",
+        "output = generator(mask.type(Tensor))\n",
+        "output = output.view(16, 3, 256, 256)\n",
+        "output = output.cpu().detach()\n",
+        "for i in range(8):\n",
+        "    image_plot = reverse_transform(image[i])\n",
+        "    output_plot = reverse_transform(output[i])\n",
+        "    mask_plot = reverse_transform(mask[i])\n",
+        "    plot2x3Array(mask_plot,image_plot,output_plot)"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "nqvrxBoGBUhD"
+      },
+      "outputs": [],
+      "source": [
+        "# show a sample evaluation image on the validation dataset\n",
+        "image, mask = next(iter(val_dataloader))\n",
+        "output = generator(mask.type(Tensor))\n",
+        "output = output.view(8, 3, 256, 256)\n",
+        "output = output.cpu().detach()\n",
+        "for i in range(8):\n",
+        "    image_plot = reverse_transform(image[i])\n",
+        "    output_plot = reverse_transform(output[i])\n",
+        "    mask_plot = reverse_transform(mask[i])\n",
+        "    plot2x3Array(mask_plot,image_plot,output_plot)"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "qkFVjRsOBUhG"
+      },
+      "source": [
+        "<font color='red'>**Question 4**</font>                                                                  \n",
+        "Compare results for 100 and 200 epochs"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "k85Cl5_UDWyv"
+      },
+      "outputs": [],
+      "source": [
+        "# TO DO : Your code here to load and evaluate with a few samples\n",
+        "#         a model after 100 epochs\n",
+        "def plot2x4Array(image, mask,predict1,predict2):\n",
+        "   f, axarr = plt.subplots(1,4,figsize=(20,20))\n",
+        "   axarr[0].imshow(image)\n",
+        "   axarr[1].imshow(mask)\n",
+        "   axarr[2].imshow(predict1)\n",
+        "   axarr[3].imshow(predict2)\n",
+        "   axarr[0].set_title('input')\n",
+        "   axarr[1].set_title('real')\n",
+        "   axarr[2].set_title('after 100 epochs')\n",
+        "   axarr[3].set_title('after 200 epochs')\n"
+      ]
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "load_model(epoch=100)\n",
+        "\n",
+        "# switching mode\n",
+        "generator.eval()"
+      ],
+      "metadata": {
+        "id": "xAIVS_zPHjxQ"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        " # test on the validation dataset for the model trained during 100 epochs\n",
+        "image, mask = next(iter(val_dataloader))\n",
+        "output_1 = generator(mask.type(Tensor))\n",
+        "output_1 = output_1.view(8, 3, 256, 256)\n",
+        "output_1 = output_1.cpu().detach()"
+      ],
+      "metadata": {
+        "id": "5li17KqgHqPu"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "load_model(epoch=200)\n",
+        "\n",
+        "# switching mode\n",
+        "generator.eval()"
+      ],
+      "metadata": {
+        "id": "Ze7R4NJXHtEf"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "source": [
+        "# test on the validation dataset for the model trained during 200 epochs and show the differences\n",
+        "image, mask = next(iter(val_dataloader))\n",
+        "output_2 = generator(mask.type(Tensor))\n",
+        "output_2 = output_2.view(8, 3, 256, 256)\n",
+        "output_2 = output_2.cpu().detach()\n",
+        "for i in range(5):\n",
+        "    image_plot = reverse_transform(image[i])\n",
+        "    output_plot_1 = reverse_transform(output_1[i])\n",
+        "    output_plot_2 = reverse_transform(output_2[i])\n",
+        "    mask_plot = reverse_transform(mask[i])\n",
+        "    plot2x4Array(mask_plot,image_plot,output_plot_1,output_plot_2)"
+      ],
+      "metadata": {
+        "id": "sh0_mTl3HxS_"
+      },
+      "execution_count": null,
+      "outputs": []
+    },
+    {
+      "cell_type": "code",
+      "execution_count": null,
+      "metadata": {
+        "id": "_GbMIfRXBUhH"
+      },
+      "outputs": [],
+      "source": [
+        "# And finally :\n",
+        "if cuda:\n",
+        "    torch.cuda.empty_cache()"
+      ]
+    },
+    {
+      "cell_type": "markdown",
+      "metadata": {
+        "id": "rVxSSPJgK60P"
+      },
+      "source": [
+        "# How to submit your Work ?\n",
+        "\n",
+        "This work must be done individually. The expected output is a repository named gan-cgan on https://gitlab.ec-lyon.fr. It must contain your notebook (or python files) and a README.md file that explains briefly the successive steps of the project. The last commit is due before 11:59 pm on Wednesday, March 29, 2023. Subsequent commits will not be considered."
+      ]
+    }
+  ],
+  "metadata": {
+    "colab": {
+      "provenance": [],
+      "collapsed_sections": [
+        "jiHCy4_UUBFb"
+      ]
+    },
+    "kernelspec": {
+      "display_name": "Python 3 (ipykernel)",
+      "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": "3.8.8"
+    },
+    "accelerator": "GPU",
+    "gpuClass": "standard",
+    "widgets": {
+      "application/vnd.jupyter.widget-state+json": {}
+    }
   },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "16aVF81lJuiP"
-   },
-   "source": [
-    "The aim of this assignment is to discover GANs, understand how they are implemented and then explore one specific architecture of GANs that allows us to perform image to image translation (which corresponds to the picture that you can see above this text ! )\n",
-    "\n",
-    "Before starting the exploration of the world of GANs, here's  what students should do and send back for this assignement : \n",
-    "* In the \"tutorial\" parts of this assignement that focus on explaining new concepts, you'll find <font color='red'>**questions**</font>  that aim to test your understanding of those concepts. \n",
-    "* In some of the code cells, you'll have to complete the code and you'll find a \"TO DO\" explaining what you should implement."
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "M-WNKvhOP1ED"
-   },
-   "source": [
-    "# Part1: DC-GAN"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "y_r8nMTGQI9a"
-   },
-   "source": [
-    "In this part, we aim to learn and understand the basic concepts of **Generative Adversarial Networks** through a DCGAN and generate new celebrities from the learned network after showing it real celebrities. For this purpose, please study the tutorial here: https://pytorch.org/tutorials/beginner/dcgan_faces_tutorial.html\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "jiHCy4_UUBFb"
-   },
-   "source": [
-    "##Work to do\n",
-    "Now we want to generate handwritten digits using the MNIST dataset. It is available within torvision package (https://pytorch.org/vision/stable/generated/torchvision.datasets.MNIST.html#torchvision.datasets.MNIST)\n",
-    "\n",
-    "Please re-train the DCGAN and display some automatically generated handwritten digits.\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "sIL7UvYAZx6L"
-   },
-   "outputs": [],
-   "source": [
-    "#TO DO: your code here to adapt the code from the tutorial to experiment on MNIST dataset"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "5fbSgsrE1GqC"
-   },
-   "source": [
-    "# Part2: Conditional GAN (cGAN)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "7SjXNoT7BUey"
-   },
-   "source": [
-    "Let's take the example of the set described in the next picture.\n",
-    "![Map to satellite picture](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/map_streetview.png)\n",
-    "\n",
-    "We have a picture of a map (from Google Maps) and we want to create an image of what the satellite view may look like.\n",
-    "\n",
-    "As we are not only trying to generate a random picture but a mapping between a picture to another one, we can't use the standard GAN architecture. We will then use a cGAN.\n",
-    "\n",
-    "A cGAN is a supervised GAN aiming at mapping a label picture to a real one or a real picture to a label one. As you can see in the diagram below, the discriminator will take as input a pair of images and try to predict if the pair was generated or not. The generator will not only generate an image from noise but will also use an image (label or real) to generate another one (real or label).\n",
-    "![Diagram of how a cGan works](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/cgan_map.png)\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "0JRaeHfzl6cO"
-   },
-   "source": [
-    "### Generator\n",
-    "\n",
-    "In the cGAN architecture, the generator chosen is a U-Net.\n",
-    "![U-Net](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/unet.png)\n",
-    "\n",
-    "A U-Net takes as input an image, and outputs another image. \n",
-    "\n",
-    "It can be divided into 2 subparts : an encoder and a decoder. \n",
-    "* The encoder takes the input image and reduces its dimension to encode the main features into a vector. \n",
-    "* The decoder takes this vector and map the features stored into an image.\n",
-    "\n",
-    "A U-Net architecture is different from a classic encoder-decoder in that every layer of the decoder takes as input the previous decoded output as well as the output vector from the encoder layers of the same level. It allows the decoder to map low frequencies information encoded during the descent as well as high frequencies from the original picture. \n",
-    "\n",
-    "![U-Net](https://www.researchgate.net/profile/Baris_Turkbey/publication/315514772/figure/fig2/AS:485824962797569@1492841105670/U-net-architecture-Each-box-corresponds-to-a-multi-channel-features-maps-The-number-of.png)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "xFqMOsoYwzFe"
-   },
-   "source": [
-    "The architecture we will implement is the following (the number in the square is the number of filters used).\n",
-    "![UNet Architecture](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/unet_architecture.png)\n",
-    "\n",
-    "The encoder will take as input a colored picture (3 channels: RGB), it will pass through a series of convolution layers to encode the features of the picture. It will then be decoded by the decoder using transposed convolutional layers. These layers will take as input the previous decoded vector AND the encoded features of the same level. "
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "yzy7y4hmbbX3"
-   },
-   "source": [
-    "Now, let's create or cGAN to generate facades from a template image. For this purpose, we will use the \"Facade\" dataset available at http://cmp.felk.cvut.cz/~tylecr1/facade/.\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "Q_jf9H_NDESm"
-   },
-   "source": [
-    "Let's first create a few classes describing the layers we will use in the U-Net."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "uOKvYDyu0w8N"
-   },
-   "outputs": [],
-   "source": [
-    "# Importing all the libraries needed\n",
-    "import matplotlib.pyplot as plt\n",
-    "import imageio\n",
-    "import glob\n",
-    "import random\n",
-    "import os\n",
-    "import numpy as np\n",
-    "import math\n",
-    "import itertools\n",
-    "import time\n",
-    "import datetime\n",
-    "import cv2\n",
-    "from pathlib import Path\n",
-    "from PIL import Image\n",
-    "\n",
-    "from torch.utils.data import Dataset, DataLoader\n",
-    "import torchvision.transforms as transforms\n",
-    "from torchvision.utils import save_image, make_grid\n",
-    "from torchvision import datasets\n",
-    "from torch.autograd import Variable\n",
-    "\n",
-    "import torch.nn as nn\n",
-    "import torch.nn.functional as F\n",
-    "import torch"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "Zk5a6B5hILN2"
-   },
-   "outputs": [],
-   "source": [
-    "# code adapted from https://github.com/milesial/Pytorch-UNet/blob/master/unet/unet_parts.py\n",
-    "\n",
-    "# Input layer\n",
-    "class inconv(nn.Module):\n",
-    "    def __init__(self, in_ch, out_ch):\n",
-    "        super(inconv, self).__init__()\n",
-    "        self.conv = nn.Sequential(\n",
-    "            nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
-    "            nn.LeakyReLU(negative_slope=0.2, inplace=True)\n",
-    "        )\n",
-    "\n",
-    "    def forward(self, x):\n",
-    "        x = self.conv(x)\n",
-    "        return x\n",
-    "\n",
-    "# Encoder layer\n",
-    "class down(nn.Module):\n",
-    "    def __init__(self, in_ch, out_ch):\n",
-    "        super(down, self).__init__()\n",
-    "        self.conv = nn.Sequential(\n",
-    "            nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
-    "            nn.BatchNorm2d(out_ch),\n",
-    "            nn.LeakyReLU(negative_slope=0.2, inplace=True)\n",
-    "        )\n",
-    "\n",
-    "    def forward(self, x):\n",
-    "        x = self.conv(x)\n",
-    "        return x\n",
-    "\n",
-    "# Decoder layer\n",
-    "class up(nn.Module):\n",
-    "    def __init__(self, in_ch, out_ch, dropout=False):\n",
-    "        super(up, self).__init__()\n",
-    "        if dropout :\n",
-    "            self.conv = nn.Sequential(\n",
-    "                nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
-    "                nn.BatchNorm2d(out_ch),\n",
-    "                nn.Dropout(0.5, inplace=True),\n",
-    "                nn.ReLU(inplace=True)\n",
-    "            )\n",
-    "        else:\n",
-    "            self.conv = nn.Sequential(\n",
-    "                nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
-    "                nn.BatchNorm2d(out_ch),\n",
-    "                nn.ReLU(inplace=True)\n",
-    "            )\n",
-    "\n",
-    "    def forward(self, x1, x2):\n",
-    "        x1 = self.conv(x1)\n",
-    "        x = torch.cat([x1, x2], dim=1)\n",
-    "        return x\n",
-    "\n",
-    "# Output layer\n",
-    "class outconv(nn.Module):\n",
-    "    def __init__(self, in_ch, out_ch):\n",
-    "        super(outconv, self).__init__()\n",
-    "        self.conv = nn.Sequential(\n",
-    "              nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n",
-    "              nn.Tanh()\n",
-    "        )\n",
-    "\n",
-    "    def forward(self, x):\n",
-    "        x = self.conv(x)\n",
-    "        return x"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "1rZ5Qz1mBUe8"
-   },
-   "source": [
-    "Now let's create the U-Net using the helper classes defined previously."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "4Tbp_535EVPW"
-   },
-   "outputs": [],
-   "source": [
-    " class U_Net(nn.Module):\n",
-    "    ''' \n",
-    "    Ck denotes a Convolution-BatchNorm-ReLU layer with k filters.\n",
-    "    CDk denotes a Convolution-BatchNorm-Dropout-ReLU layer with a dropout rate of 50%\n",
-    "    Encoder:\n",
-    "      C64   - C128   - C256   - C512  - C512  - C512 - C512 - C512\n",
-    "    Decoder:\n",
-    "      CD512 - CD1024 - CD1024 - C1024 - C1024 - C512 - C256 - C128\n",
-    "    '''\n",
-    "    def __init__(self, n_channels, n_classes):\n",
-    "        super(U_Net, self).__init__()\n",
-    "        # Encoder\n",
-    "        self.inc = inconv(n_channels, 64) # 64 filters\n",
-    "        # TO DO :\n",
-    "        # Create the 7 encoder layers called \"down1\" to \"down7\" following this sequence\n",
-    "        # C64   - C128   - C256   - C512  - C512  - C512 - C512 - C512\n",
-    "        # The first one has already been implemented\n",
-    "        \n",
-    "        \n",
-    "        # Decoder\n",
-    "        # TO DO :\n",
-    "        # Create the 7 decoder layers called up1 to up7 following this sequence :\n",
-    "        # CD512 - CD1024 - CD1024 - C1024 - C1024 - C512 - C256 - C128\n",
-    "        # The last layer has already been defined\n",
-    "        \n",
-    "        \n",
-    "        self.outc = outconv(128, n_classes) # 128 filters\n",
-    "\n",
-    "    def forward(self, x):\n",
-    "        x1 = self.inc(x)\n",
-    "        x2 = self.down1(x1)\n",
-    "        x3 = self.down2(x2)\n",
-    "        x4 = self.down3(x3)\n",
-    "        x5 = self.down4(x4)\n",
-    "        x6 = self.down5(x5)\n",
-    "        x7 = self.down6(x6)\n",
-    "        x8 = self.down7(x7)\n",
-    "        # At this stage x8 is our encoded vector, we will now decode it\n",
-    "        x = self.up7(x8, x7)\n",
-    "        x = self.up6(x, x6)\n",
-    "        x = self.up5(x, x5)\n",
-    "        x = self.up4(x, x4)\n",
-    "        x = self.up3(x, x3)\n",
-    "        x = self.up2(x, x2)\n",
-    "        x = self.up1(x, x1)\n",
-    "        x = self.outc(x)\n",
-    "        return x"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "1hmcejTWJSYY"
-   },
-   "outputs": [],
-   "source": [
-    "# We take images that have 3 channels (RGB) as input and output an image that also have 3 channels (RGB)\n",
-    "generator=U_Net(3,3)\n",
-    "# Check that the architecture is as expected\n",
-    "generator"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "xIXFtHzcBUfO"
-   },
-   "source": [
-    "You should now have a working U-Net."
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "RqD1katYBUfP"
-   },
-   "source": [
-    "<font color='red'>**Question 1**</font>                                                                  \n",
-    "Knowing the input and output images will be 256x256, what will be the dimension of the encoded vector x8  ?\n",
-    "\n",
-    "<font color='red'>**Question 2**</font>                                                                  \n",
-    "As you can see, U-net has an encoder-decoder architecture with skip connections. Explain why it works better than a traditional encoder-decoder."
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "cchTp3thBUfR"
-   },
-   "source": [
-    "### Discriminator\n",
-    "\n",
-    "In the cGAN architecture, the chosen discriminator is a Patch GAN. It is a convolutional discriminator which enables to produce a map of the input pictures where each pixel represents a patch of size NxN of the input.\n",
-    "\n",
-    "![patch GAN](https://raw.githubusercontent.com/Neyri/Projet-cGAN/master/BE/img/patchGAN.png)\n",
-    "\n",
-    "The size N is given by the depth of the net. According to this table :\n",
-    "\n",
-    "| Number of layers | N |\n",
-    "| ---- | ---- |\n",
-    "| 1 | 16 |\n",
-    "| 2 | 34 |\n",
-    "| 3 | 70 |\n",
-    "| 4 | 142 |\n",
-    "| 5 | 286 |\n",
-    "| 6 | 574 |\n",
-    "\n",
-    "The number of layers actually means the number of layers with `kernel=(4,4)`, `padding=(1,1)` and `stride=(2,2)`. These layers are followed by 2 layers with `kernel=(4,4)`, `padding=(1,1)` and `stride=(1,1)`.\n",
-    "In our case we are going to create a 70x70 PatchGAN."
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "ge6I7M0aBUfT"
-   },
-   "source": [
-    "Let's first create a few helping classes."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "RYqomFO8BUfV"
-   },
-   "outputs": [],
-   "source": [
-    "class conv_block(nn.Module):\n",
-    "    def __init__(self, in_ch, out_ch, use_batchnorm=True, stride=2):\n",
-    "        super(conv_block, self).__init__()\n",
-    "        if use_batchnorm:\n",
-    "            self.conv = nn.Sequential(\n",
-    "                nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=stride),\n",
-    "                nn.BatchNorm2d(out_ch),\n",
-    "                nn.LeakyReLU(negative_slope=0.2, inplace=True)\n",
-    "            )\n",
-    "        else:\n",
-    "            self.conv = nn.Sequential(\n",
-    "                nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=stride),\n",
-    "                nn.LeakyReLU(negative_slope=0.2, inplace=True)\n",
-    "            )\n",
-    "\n",
-    "    def forward(self, x):\n",
-    "        x = self.conv(x)\n",
-    "        return x\n",
-    "    \n",
-    "\n",
-    "class out_block(nn.Module):\n",
-    "    def __init__(self, in_ch, out_ch):\n",
-    "        super(out_block, self).__init__()\n",
-    "        self.conv = nn.Sequential(\n",
-    "            nn.Conv2d(in_ch, 1, kernel_size=4, padding=1, stride=1),\n",
-    "            nn.Sigmoid()\n",
-    "        )\n",
-    "\n",
-    "    def forward(self, x):\n",
-    "        x = self.conv(x)\n",
-    "        return x"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "5m4Dnup4BUfc"
-   },
-   "source": [
-    "Now let's create the Patch GAN discriminator.\n",
-    "As we want a 70x70 Patch GAN, the architecture will be as follows :\n",
-    "```\n",
-    "1. C64  - K4, P1, S2\n",
-    "2. C128 - K4, P1, S2\n",
-    "3. C256 - K4, P1, S2\n",
-    "4. C512 - K4, P1, S1\n",
-    "5. C1   - K4, P1, S1 (output)\n",
-    "```\n",
-    "Where Ck denotes a convolution block with k filters, Kk a kernel of size k, Pk is the padding size and Sk the stride applied.\n",
-    "*Note :* For the first layer, we do not use batchnorm."
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "AH6u5a-PBUfg"
-   },
-   "source": [
-    "<font color='red'>**Question 3**</font>                                                                  \n",
-    "Knowing the input and output images will be 256x256, what will be the dimension of the encoded vector x8  ?Knowing input images will be 256x256 with 3 channels each, how many parameters are there to learn ?"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "g_9LxNhGBUfi"
-   },
-   "outputs": [],
-   "source": [
-    "class PatchGAN(nn.Module):\n",
-    "    def __init__(self, n_channels, n_classes):\n",
-    "        super(PatchGAN, self).__init__()\n",
-    "        # TODO :\n",
-    "        # create the 4 first layers named conv1 to conv4\n",
-    "        self.conv1 =\n",
-    "        self.conv2 =\n",
-    "        self.conv3 =\n",
-    "        self.conv4 =\n",
-    "        # output layer\n",
-    "        self.out = out_block(512, n_classes)\n",
-    "        \n",
-    "    def forward(self, x1, x2):\n",
-    "        x = torch.cat([x2, x1], dim=1)\n",
-    "        x = self.conv1(x)\n",
-    "        x = self.conv2(x)\n",
-    "        x = self.conv3(x)\n",
-    "        x = self.conv4(x)\n",
-    "        x = self.out(x)\n",
-    "        return x"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "W_sevZRnBUfn"
-   },
-   "outputs": [],
-   "source": [
-    "# We have 6 input channels as we concatenate 2 images (with 3 channels each)\n",
-    "discriminator = PatchGAN(6,1)\n",
-    "discriminator"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "v_QubOycBUfv"
-   },
-   "source": [
-    "You should now have a working discriminator."
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "DiI2CByRBUfz"
-   },
-   "source": [
-    "### Loss functions\n",
-    "\n",
-    "As we have seen in the choice of the various architectures for this GAN, the issue is to map both low and high frequencies.\n",
-    "To tackle this problem, this GAN rely on the architecture to map the high frequencies (U-Net + PatchGAN) and the loss function to learn low frequencies features. The global loss function will indeed be made of 2 parts :\n",
-    "* the first part to map hight frequencies, will try to optimize the mean squared error of the GAN.\n",
-    "* the second part to map low frequencies, will minimize the $\\mathcal{L}_1$ norm of the generated picture.\n",
-    "\n",
-    "So the loss can be defined as $$ G^* = arg\\ \\underset{G}{min}\\ \\underset{D}{max}\\ \\mathcal{L}_{cGAN}(G,D) + \\lambda \\mathcal{L}_1(G)$$"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "k4G_xewPBUf4"
-   },
-   "outputs": [],
-   "source": [
-    "# Loss functions\n",
-    "criterion_GAN = torch.nn.MSELoss()\n",
-    "criterion_pixelwise = torch.nn.L1Loss()\n",
-    "\n",
-    "# Loss weight of L1 pixel-wise loss between translated image and real image\n",
-    "lambda_pixel = 100"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "c12q2NwkBUf7"
-   },
-   "source": [
-    "### Training and evaluating models "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "vGKjO0UMBUf9"
-   },
-   "outputs": [],
-   "source": [
-    "# parameters\n",
-    "epoch = 0 #  epoch to start training from\n",
-    "n_epoch = 200  #  number of epochs of training\n",
-    "batch_size =10  #  size of the batches\n",
-    "lr = 0.0002 #  adam: learning rate\n",
-    "b1 =0.5  #  adam: decay of first order momentum of gradient\n",
-    "b2 = 0.999  # adam: decay of first order momentum of gradient\n",
-    "decay_epoch = 100  # epoch from which to start lr decay\n",
-    "img_height = 256  # size of image height\n",
-    "img_width = 256  # size of image width\n",
-    "channels = 3  # number of image channels\n",
-    "sample_interval = 500 # interval between sampling of images from generators\n",
-    "checkpoint_interval = -1 # interval between model checkpoints\n",
-    "cuda = True if torch.cuda.is_available() else False # do you have cuda ?"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "PhPkU7BDYooV"
-   },
-   "source": [
-    "Download the dataset. \n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "8wyPjAxPYsNF"
-   },
-   "outputs": [],
-   "source": [
-    "import urllib.request\n",
-    "from tqdm import tqdm\n",
-    "import os\n",
-    "import zipfile\n",
-    "\n",
-    "def download_hook(t):\n",
-    "    \"\"\"Wraps tqdm instance.\n",
-    "    Don't forget to close() or __exit__()\n",
-    "    the tqdm instance once you're done with it (easiest using `with` syntax).\n",
-    "    Example\n",
-    "    -------\n",
-    "    >>> with tqdm(...) as t:\n",
-    "    ...     reporthook = my_hook(t)\n",
-    "    ...     urllib.request.urlretrieve(..., reporthook=reporthook)\n",
-    "    \"\"\"\n",
-    "    last_b = [0]\n",
-    "\n",
-    "    def update_to(b=1, bsize=1, tsize=None):\n",
-    "        \"\"\"\n",
-    "        b  : int, optional\n",
-    "            Number of blocks transferred so far [default: 1].\n",
-    "        bsize  : int, optional\n",
-    "            Size of each block (in tqdm units) [default: 1].\n",
-    "        tsize  : int, optional\n",
-    "            Total size (in tqdm units). If [default: None] remains unchanged.\n",
-    "        \"\"\"\n",
-    "        if tsize is not None:\n",
-    "            t.total = tsize\n",
-    "        t.update((b - last_b[0]) * bsize)\n",
-    "        last_b[0] = b\n",
-    "\n",
-    "    return update_to\n",
-    "\n",
-    "def download(url, save_dir):\n",
-    "    filename = url.split('/')[-1]\n",
-    "    with tqdm(unit = 'B', unit_scale = True, unit_divisor = 1024, miniters = 1, desc = filename) as t:\n",
-    "        urllib.request.urlretrieve(url, filename = os.path.join(save_dir, filename), reporthook = download_hook(t), data = None)\n",
-    "\n",
-    "if __name__ == '__main__':\n",
-    "    # Download ground truth\n",
-    "    if not os.path.exists(\"CMP_facade_DB_base.zip\"):\n",
-    "        download(\"http://cmp.felk.cvut.cz/~tylecr1/facade/CMP_facade_DB_base.zip\", \"./\")\n",
-    "    # Extract in the correct folder\n",
-    "    with zipfile.ZipFile(\"CMP_facade_DB_base.zip\", 'r') as zip_ref:\n",
-    "        zip_ref.extractall(\"./facades\")\n",
-    "        os.rename(\"./facades/base\", \"./facades/train\")\n",
-    "\n",
-    "    # Download ground truth\n",
-    "    if not os.path.exists(\"CMP_facade_DB_extended.zip\"):\n",
-    "        download(\"http://cmp.felk.cvut.cz/~tylecr1/facade/CMP_facade_DB_extended.zip\", \"./\")\n",
-    "    # Extract in the correct folder\n",
-    "    with zipfile.ZipFile(\"CMP_facade_DB_extended.zip\", 'r') as zip_ref:\n",
-    "        zip_ref.extractall(\"./facades\")\n",
-    "        os.rename(\"./facades/extended\", \"./facades/val\")\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "6DHT9c0_BUgA"
-   },
-   "source": [
-    "Configure the dataloader"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "rxi_QIpgBUgB"
-   },
-   "outputs": [],
-   "source": [
-    "class ImageDataset(Dataset):\n",
-    "    def __init__(self, root, transforms_=None, mode='train'):\n",
-    "        self.transform = transforms.Compose(transforms_)\n",
-    "\n",
-    "        self.files_img = sorted(glob.glob(os.path.join(root, mode) + '/*.jpg'))\n",
-    "        if mode == 'val':\n",
-    "            self.files_img.extend(\n",
-    "                sorted(glob.glob(os.path.join(root, 'val') + '/*.jpg')))\n",
-    "\n",
-    "        self.files_mask = sorted(glob.glob(os.path.join(root, mode) + '/*.png'))\n",
-    "        if mode == 'val':\n",
-    "            self.files_mask.extend(\n",
-    "                sorted(glob.glob(os.path.join(root, 'val') + '/*.png')))\n",
-    "            \n",
-    "        assert len(self.files_img) == len(self.files_mask)\n",
-    "\n",
-    "    def __getitem__(self, index):\n",
-    "\n",
-    "        img = Image.open(self.files_img[index % len(self.files_img)])\n",
-    "        mask = Image.open(self.files_mask[index % len(self.files_img)])\n",
-    "        mask = mask.convert('RGB')\n",
-    "\n",
-    "        img = self.transform(img)\n",
-    "        mask = self.transform(mask)\n",
-    "\n",
-    "        return img, mask\n",
-    "\n",
-    "    def __len__(self):\n",
-    "        return len(self.files_img)\n",
-    "    \n",
-    "# Configure dataloaders\n",
-    "transforms_ = [transforms.Resize((img_height, img_width), Image.BICUBIC),\n",
-    "               transforms.ToTensor()]  # transforms.Normalize((0.5,0.5,0.5), (0.5,0.5,0.5))\n",
-    "\n",
-    "dataloader = DataLoader(ImageDataset(\"facades\", transforms_=transforms_),\n",
-    "                        batch_size=16, shuffle=True)\n",
-    "\n",
-    "val_dataloader = DataLoader(ImageDataset(\"facades\", transforms_=transforms_, mode='val'),\n",
-    "                            batch_size=8, shuffle=False)\n",
-    "\n",
-    "# Tensor type\n",
-    "Tensor = torch.cuda.FloatTensor if cuda else torch.FloatTensor"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "Okb3LU76BUgG"
-   },
-   "source": [
-    "Check the loading works and a few helper functions"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "xuxq4TZRBUgJ"
-   },
-   "outputs": [],
-   "source": [
-    "def plot2x2Array(image, mask):\n",
-    "    f, axarr = plt.subplots(1, 2)\n",
-    "    axarr[0].imshow(image)\n",
-    "    axarr[1].imshow(mask)\n",
-    "\n",
-    "    axarr[0].set_title('Image')\n",
-    "    axarr[1].set_title('Mask')\n",
-    "\n",
-    "\n",
-    "def reverse_transform(image):\n",
-    "    image = image.numpy().transpose((1, 2, 0))\n",
-    "    image = np.clip(image, 0, 1)\n",
-    "    image = (image * 255).astype(np.uint8)\n",
-    "\n",
-    "    return image\n",
-    "\n",
-    "def plot2x3Array(image, mask,predict):\n",
-    "    f, axarr = plt.subplots(1,3,figsize=(15,15))\n",
-    "    axarr[0].imshow(image)\n",
-    "    axarr[1].imshow(mask)\n",
-    "    axarr[2].imshow(predict)\n",
-    "    axarr[0].set_title('input')\n",
-    "    axarr[1].set_title('real')\n",
-    "    axarr[2].set_title('fake')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "m2NxLrQEBUgM"
-   },
-   "outputs": [],
-   "source": [
-    "image, mask = next(iter(dataloader))\n",
-    "image = reverse_transform(image[0])\n",
-    "mask = reverse_transform(mask[0])\n",
-    "plot2x2Array(image, mask)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "zAvaxAbxBUgQ"
-   },
-   "source": [
-    "Initialize our GAN"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "dVgF3qfDBUgR"
-   },
-   "outputs": [],
-   "source": [
-    "# Calculate output of image discriminator (PatchGAN)\n",
-    "patch = (1, img_height//2**3-2, img_width//2**3-2)\n",
-    "\n",
-    "if cuda:\n",
-    "    generator = generator.cuda()\n",
-    "    discriminator = discriminator.cuda()\n",
-    "    criterion_GAN.cuda()\n",
-    "    criterion_pixelwise.cuda()\n",
-    "    \n",
-    "# Optimizers\n",
-    "optimizer_G = torch.optim.Adam(generator.parameters(), lr=lr, betas=(b1, b2))\n",
-    "optimizer_D = torch.optim.Adam(discriminator.parameters(), lr=lr, betas=(b1, b2))"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "rN3cbiWaBUgf"
-   },
-   "source": [
-    "Start training"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "msmQQUX-BUgh"
-   },
-   "outputs": [],
-   "source": [
-    "def save_model(epoch):\n",
-    "    # save your work\n",
-    "    torch.save({\n",
-    "                'epoch': epoch,\n",
-    "                'model_state_dict': generator.state_dict(),\n",
-    "                'optimizer_state_dict': optimizer_G.state_dict(),\n",
-    "                'loss': loss_G,\n",
-    "                }, 'generator_'+str(epoch)+'.pth')\n",
-    "    torch.save({\n",
-    "                'epoch': epoch,\n",
-    "                'model_state_dict': discriminator.state_dict(),\n",
-    "                'optimizer_state_dict': optimizer_D.state_dict(),\n",
-    "                'loss': loss_D,\n",
-    "                }, 'discriminator_'+str(epoch)+'.pth')\n",
-    "    \n",
-    "def weights_init_normal(m):\n",
-    "  classname = m.__class__.__name__\n",
-    "  if classname.find('Conv') != -1:\n",
-    "      torch.nn.init.normal_(m.weight.data, 0.0, 0.02)\n",
-    "  elif classname.find('BatchNorm2d') != -1:\n",
-    "      torch.nn.init.normal_(m.weight.data, 1.0, 0.02)\n",
-    "      torch.nn.init.constant_(m.bias.data, 0.0)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "6UXrZLLNBUgq"
-   },
-   "source": [
-    "<font color='red'>Complete the loss function </font>  in the following training code and train your network:  "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "7NUuGcQ0SiJw"
-   },
-   "outputs": [],
-   "source": [
-    "# ----------\n",
-    "#  Training\n",
-    "# ----------\n",
-    "\n",
-    "losses = []\n",
-    "num_epochs = 200\n",
-    "\n",
-    "# Initialize weights\n",
-    "generator.apply(weights_init_normal)\n",
-    "discriminator.apply(weights_init_normal)\n",
-    "epoch_D = 0\n",
-    "epoch_G = 0\n",
-    "\n",
-    "# train the network\n",
-    "discriminator.train()\n",
-    "generator.train()\n",
-    "print_every = 400\n",
-    "\n",
-    "for epoch in range(epoch_G, num_epochs):\n",
-    "    for i, batch in enumerate(dataloader):\n",
-    "\n",
-    "        # Model inputs\n",
-    "        real_A = Variable(batch[0].type(Tensor))\n",
-    "        real_B = Variable(batch[1].type(Tensor))\n",
-    "\n",
-    "        # Adversarial ground truths\n",
-    "        valid = Variable(Tensor(np.ones((real_B.size(0), *patch))), requires_grad=False)\n",
-    "        fake = Variable(Tensor(np.zeros((real_B.size(0), *patch))), requires_grad=False)\n",
-    "\n",
-    "        # ------------------\n",
-    "        #  Train Generators\n",
-    "        # ------------------\n",
-    "\n",
-    "        optimizer_G.zero_grad()\n",
-    "\n",
-    "        # GAN loss\n",
-    "        # TO DO: Put here your GAN loss\n",
-    "\n",
-    "        # Pixel-wise loss\n",
-    "        # TO DO: Put here your pixel loss\n",
-    "\n",
-    "        # Total loss\n",
-    "        # TO DO: Put here your total loss\n",
-    "\n",
-    "        loss_G.backward()\n",
-    "\n",
-    "        optimizer_G.step()\n",
-    "\n",
-    "        # ---------------------\n",
-    "        #  Train Discriminator\n",
-    "        # ---------------------\n",
-    "\n",
-    "        optimizer_D.zero_grad()\n",
-    "\n",
-    "        # Real loss\n",
-    "        pred_real = discriminator(real_A, real_B)\n",
-    "        loss_real = criterion_GAN(pred_real, valid)\n",
-    "\n",
-    "        # Fake loss\n",
-    "        pred_fake = discriminator(fake_A.detach(), real_B)\n",
-    "        loss_fake = criterion_GAN(pred_fake, fake)\n",
-    "\n",
-    "        # Total loss\n",
-    "        loss_D = 0.5 * (loss_real + loss_fake)\n",
-    "\n",
-    "        loss_D.backward()\n",
-    "        optimizer_D.step()\n",
-    "        \n",
-    "        # Print some loss stats\n",
-    "        if i % print_every == 0:\n",
-    "            # print discriminator and generator loss\n",
-    "            print('Epoch [{:5d}/{:5d}] | d_loss: {:6.4f} | g_loss: {:6.4f}'.format(\n",
-    "                    epoch+1, num_epochs, loss_D.item(), loss_G.item()))\n",
-    "    ## AFTER EACH EPOCH##\n",
-    "    # append discriminator loss and generator loss\n",
-    "    losses.append((loss_D.item(), loss_G.item()))\n",
-    "    if epoch % 100 == 0:\n",
-    "        print('Saving model...')\n",
-    "        save_model(epoch)\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "Ed-ZbuVWBUgu"
-   },
-   "source": [
-    "Observation of the loss along the training"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "nOLW054DTLpg"
-   },
-   "outputs": [],
-   "source": [
-    "fig, ax = plt.subplots()\n",
-    "losses = np.array(losses)\n",
-    "plt.plot(losses.T[0], label='Discriminator')\n",
-    "plt.plot(losses.T[1], label='Generator')\n",
-    "plt.title(\"Training Losses\")\n",
-    "plt.legend()\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "S58kJj9HBUgV"
-   },
-   "source": [
-    "If the training takes too much time, you can use a pretrained model in the meantime, to evaluate its performance.\n",
-    "\n",
-    "It is available at : https://partage.liris.cnrs.fr/index.php/s/xwEFmxn9ANeq4zY"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "i0TC5qK3BUg4"
-   },
-   "source": [
-    "### Evaluate your cGAN"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "fYBRR6NYBUg6"
-   },
-   "outputs": [],
-   "source": [
-    "def load_model(epoch=200):\n",
-    "    if 'generator_'+str(epoch)+'.pth' in os.listdir() and 'discriminator_'+str(epoch)+'.pth' in os.listdir():\n",
-    "        if cuda:\n",
-    "            checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth')\n",
-    "        else:\n",
-    "            checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth', map_location='cpu')\n",
-    "        generator.load_state_dict(checkpoint_generator['model_state_dict'])\n",
-    "        optimizer_G.load_state_dict(checkpoint_generator['optimizer_state_dict'])\n",
-    "        epoch_G = checkpoint_generator['epoch']\n",
-    "        loss_G = checkpoint_generator['loss']\n",
-    "\n",
-    "        if cuda:\n",
-    "            checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth')\n",
-    "        else:\n",
-    "            checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth', map_location='cpu')\n",
-    "        discriminator.load_state_dict(checkpoint_discriminator['model_state_dict'])\n",
-    "        optimizer_D.load_state_dict(checkpoint_discriminator['optimizer_state_dict'])\n",
-    "        epoch_D = checkpoint_discriminator['epoch']\n",
-    "        loss_D = checkpoint_discriminator['loss']\n",
-    "    else:\n",
-    "        print('There isn\\' a training available with this number of epochs')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "4V0DwQomBUg9"
-   },
-   "outputs": [],
-   "source": [
-    "load_model(epoch=200)\n",
-    "\n",
-    "# switching mode\n",
-    "generator.eval()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "gyvmvkIvBUhB"
-   },
-   "outputs": [],
-   "source": [
-    "# show a sample evaluation image on the training base\n",
-    "image, mask = next(iter(dataloader))\n",
-    "output = generator(mask.type(Tensor))\n",
-    "output = output.view(16, 3, 256, 256)\n",
-    "output = output.cpu().detach()\n",
-    "for i in range(8):\n",
-    "    image_plot = reverse_transform(image[i])\n",
-    "    output_plot = reverse_transform(output[i])\n",
-    "    mask_plot = reverse_transform(mask[i])\n",
-    "    plot2x3Array(mask_plot,image_plot,output_plot)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "nqvrxBoGBUhD"
-   },
-   "outputs": [],
-   "source": [
-    "# show a sample evaluation image on the validation dataset\n",
-    "image, mask = next(iter(val_dataloader))\n",
-    "output = generator(mask.type(Tensor))\n",
-    "output = output.view(8, 3, 256, 256)\n",
-    "output = output.cpu().detach()\n",
-    "for i in range(8):\n",
-    "    image_plot = reverse_transform(image[i])\n",
-    "    output_plot = reverse_transform(output[i])\n",
-    "    mask_plot = reverse_transform(mask[i])\n",
-    "    plot2x3Array(mask_plot,image_plot,output_plot)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "qkFVjRsOBUhG"
-   },
-   "source": [
-    "<font color='red'>**Question 4**</font>                                                                  \n",
-    "Compare results for 100 and 200 epochs"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "k85Cl5_UDWyv"
-   },
-   "outputs": [],
-   "source": [
-    "# TO DO : Your code here to load and evaluate with a few samples\n",
-    "#         a model after 100 epochs\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "colab": {},
-    "colab_type": "code",
-    "id": "_GbMIfRXBUhH"
-   },
-   "outputs": [],
-   "source": [
-    "# And finally :\n",
-    "if cuda:\n",
-    "    torch.cuda.empty_cache()"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {
-    "colab_type": "text",
-    "id": "rVxSSPJgK60P"
-   },
-   "source": [
-    "# How to submit your Work ?\n",
-    "\n",
-    "This work must be done individually. The expected output is a repository named gan-cgan on https://gitlab.ec-lyon.fr. It must contain your notebook (or python files) and a README.md file that explains briefly the successive steps of the project. The last commit is due before 11:59 pm on Wednesday, March 29, 2023. Subsequent commits will not be considered."
-   ]
-  }
- ],
- "metadata": {
-  "colab": {
-   "collapsed_sections": [],
-   "name": "BE2 - GAN and cGAN.ipynb",
-   "provenance": []
-  },
-  "kernelspec": {
-   "display_name": "Python 3 (ipykernel)",
-   "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": "3.8.8"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 1
-}
+  "nbformat": 4,
+  "nbformat_minor": 0
+}
\ No newline at end of file
diff --git a/README.md b/README.md
deleted file mode 100644
index 57884980d12716147ef767baaee44c3afe0e851a..0000000000000000000000000000000000000000
--- a/README.md
+++ /dev/null
@@ -1,7 +0,0 @@
-# GAN & cGAN tutorial.
-
-We recommand to use the notebook (.ipynb) but the Python script (.py) is also provided if more convenient for you.
-
-# How to submit your Work ?
-
-This work must be done individually. The expected output is a repository named gan-cgan on https://gitlab.ec-lyon.fr. It must contain your notebook (or python files) and a README.md file that explains briefly the successive steps of the project. The last commit is due before 11:59 pm on Wednesday, March 29, 2023. Subsequent commits will not be considered.
\ No newline at end of file
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