diff --git a/TD2 Deep Learning.ipynb b/TD2 Deep Learning.ipynb
index 8ce1f6f6c9ecc59368ee4b16096c24de78ef3cde..0286677ab831939bb63d5794b56cf71e434dcc2c 100644
--- a/TD2 Deep Learning.ipynb	
+++ b/TD2 Deep Learning.ipynb	
@@ -42,7 +42,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 100,
    "id": "b1950f0a",
    "metadata": {},
    "outputs": [],
@@ -85,7 +85,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 101,
    "id": "6e18f2fd",
    "metadata": {},
    "outputs": [
@@ -119,7 +119,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 102,
    "id": "462666a2",
    "metadata": {},
    "outputs": [
@@ -201,7 +201,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 103,
    "id": "317bf070",
    "metadata": {},
    "outputs": [
@@ -264,7 +264,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 104,
    "id": "4b53f229",
    "metadata": {},
    "outputs": [],
@@ -344,7 +344,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 105,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -362,18 +362,370 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 106,
    "metadata": {},
    "outputs": [
     {
-     "ename": "NameError",
-     "evalue": "name 'n_epochs' is not defined",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[1;31mNameError\u001b[0m                                 Traceback (most recent call last)",
-      "\u001b[1;32mc:\\Users\\barry\\OneDrive\\Bureau\\4A\\Deep Learning et IA\\BE\\mod_4_6-td2\\TD2 Deep Learning.ipynb Cell 18\u001b[0m line \u001b[0;36m1\n\u001b[1;32m----> <a href='vscode-notebook-cell:/c%3A/Users/barry/OneDrive/Bureau/4A/Deep%20Learning%20et%20IA/BE/mod_4_6-td2/TD2%20Deep%20Learning.ipynb#X21sZmlsZQ%3D%3D?line=0'>1</a>\u001b[0m train_loss_list, val_loss_list \u001b[39m=\u001b[39m train_model(model, train_loader, valid_loader, n_epochs, criterion, optimizer, \u001b[39m\"\u001b[39m\u001b[39mmodel_cifar.pt\u001b[39m\u001b[39m\"\u001b[39m)\n",
-      "\u001b[1;31mNameError\u001b[0m: name 'n_epochs' is not defined"
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:21<00:00, 92.82it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 0 \tTraining Loss: 44.031838 \tValidation Loss: 38.784807\n",
+      "Validation loss decreased (inf --> 38.784807).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 98.77it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 1 \tTraining Loss: 35.028351 \tValidation Loss: 31.890797\n",
+      "Validation loss decreased (38.784807 --> 31.890797).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 96.05it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 2 \tTraining Loss: 30.547415 \tValidation Loss: 29.944217\n",
+      "Validation loss decreased (31.890797 --> 29.944217).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 98.47it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 3 \tTraining Loss: 28.249284 \tValidation Loss: 27.667041\n",
+      "Validation loss decreased (29.944217 --> 27.667041).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 98.64it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 4 \tTraining Loss: 26.573700 \tValidation Loss: 26.643678\n",
+      "Validation loss decreased (27.667041 --> 26.643678).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 97.65it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 5 \tTraining Loss: 25.215038 \tValidation Loss: 25.629428\n",
+      "Validation loss decreased (26.643678 --> 25.629428).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 98.48it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 6 \tTraining Loss: 24.055539 \tValidation Loss: 24.025516\n",
+      "Validation loss decreased (25.629428 --> 24.025516).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 99.19it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 7 \tTraining Loss: 23.023333 \tValidation Loss: 23.668080\n",
+      "Validation loss decreased (24.025516 --> 23.668080).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 98.20it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 8 \tTraining Loss: 22.135291 \tValidation Loss: 23.499628\n",
+      "Validation loss decreased (23.668080 --> 23.499628).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:26<00:00, 74.27it/s]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 9 \tTraining Loss: 21.309445 \tValidation Loss: 23.022542\n",
+      "Validation loss decreased (23.499628 --> 23.022542).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:22<00:00, 90.46it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 10 \tTraining Loss: 20.568368 \tValidation Loss: 22.526131\n",
+      "Validation loss decreased (23.022542 --> 22.526131).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:21<00:00, 91.12it/s]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 11 \tTraining Loss: 19.852889 \tValidation Loss: 22.481375\n",
+      "Validation loss decreased (22.526131 --> 22.481375).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:22<00:00, 89.95it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 12 \tTraining Loss: 19.187257 \tValidation Loss: 22.811129\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 95.85it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 13 \tTraining Loss: 18.523849 \tValidation Loss: 22.581653\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:21<00:00, 94.30it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 14 \tTraining Loss: 17.944234 \tValidation Loss: 22.283740\n",
+      "Validation loss decreased (22.481375 --> 22.283740).  Saving model ...\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:20<00:00, 99.80it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 15 \tTraining Loss: 17.335617 \tValidation Loss: 22.578896\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:19<00:00, 100.80it/s]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 16 \tTraining Loss: 16.695836 \tValidation Loss: 22.900320\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:21<00:00, 91.60it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 17 \tTraining Loss: 16.218171 \tValidation Loss: 22.383845\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:23<00:00, 86.28it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 18 \tTraining Loss: 15.685239 \tValidation Loss: 23.041737\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:24<00:00, 80.36it/s]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 19 \tTraining Loss: 15.105767 \tValidation Loss: 22.470007\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:23<00:00, 85.82it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 20 \tTraining Loss: 14.657041 \tValidation Loss: 23.552170\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:22<00:00, 90.47it/s]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 21 \tTraining Loss: 14.179751 \tValidation Loss: 23.854748\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:22<00:00, 89.41it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 22 \tTraining Loss: 13.665845 \tValidation Loss: 24.223079\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:21<00:00, 92.74it/s] \n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 23 \tTraining Loss: 13.208723 \tValidation Loss: 24.627327\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2000/2000 [00:21<00:00, 92.64it/s]\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Epoch: 24 \tTraining Loss: 12.765966 \tValidation Loss: 24.305445\n"
      ]
     }
    ],
@@ -398,13 +750,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 107,
    "id": "d39df818",
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -416,7 +768,7 @@
    "source": [
     "from utils.plot_performance import plot_performance\n",
     "\n",
-    "plot_performance(train_loss_list, val_loss_list, \"Performance of Model 1\")"
+    "plot_performance(train_loss_list, val_loss_list, \"Performance of Model 1\", \"figures/model1_loss.png\")"
    ]
   },
   {
@@ -429,7 +781,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 108,
    "id": "e93efdfc",
    "metadata": {},
    "outputs": [],
@@ -503,27 +855,27 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 109,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Test Loss: 21.827884\n",
+      "Test Loss: 22.388170\n",
       "\n",
-      "Test Accuracy of   airplane: 65% (657/1000)\n",
-      "Test Accuracy of automobile: 76% (764/1000)\n",
-      "Test Accuracy of       bird: 42% (429/1000)\n",
-      "Test Accuracy of        cat: 53% (533/1000)\n",
-      "Test Accuracy of       deer: 49% (493/1000)\n",
-      "Test Accuracy of        dog: 49% (496/1000)\n",
-      "Test Accuracy of       frog: 75% (750/1000)\n",
-      "Test Accuracy of      horse: 70% (701/1000)\n",
-      "Test Accuracy of       ship: 76% (764/1000)\n",
-      "Test Accuracy of      truck: 69% (699/1000)\n",
+      "Test Accuracy of   airplane: 60% (605/1000)\n",
+      "Test Accuracy of automobile: 73% (731/1000)\n",
+      "Test Accuracy of       bird: 60% (609/1000)\n",
+      "Test Accuracy of        cat: 48% (480/1000)\n",
+      "Test Accuracy of       deer: 44% (441/1000)\n",
+      "Test Accuracy of        dog: 47% (472/1000)\n",
+      "Test Accuracy of       frog: 71% (715/1000)\n",
+      "Test Accuracy of      horse: 74% (741/1000)\n",
+      "Test Accuracy of       ship: 72% (721/1000)\n",
+      "Test Accuracy of      truck: 65% (654/1000)\n",
       "\n",
-      "Test Accuracy (Overall): 62% (6286/10000)\n"
+      "Test Accuracy (Overall): 61% (6169/10000)\n"
      ]
     }
    ],
@@ -561,7 +913,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 110,
    "metadata": {},
    "outputs": [
     {
@@ -620,371 +972,374 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 111,
    "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "100%|██████████| 2000/2000 [00:19<00:00, 102.57it/s]\n"
+      "100%|██████████| 2000/2000 [00:21<00:00, 91.06it/s] \n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Epoch: 0 \tTraining Loss: 45.038682 \tValidation Loss: 40.855663\n",
-      "Validation loss decreased (inf --> 40.855663).  Saving model ...\n"
+      "Epoch: 0 \tTraining Loss: 45.876104 \tValidation Loss: 44.581402\n",
+      "Validation loss decreased (inf --> 44.581402).  Saving model ...\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "100%|██████████| 2000/2000 [00:19<00:00, 103.86it/s]\n"
+      "100%|██████████| 2000/2000 [00:21<00:00, 92.56it/s] \n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Epoch: 1 \tTraining Loss: 37.392096 \tValidation Loss: 33.177340\n",
-      "Validation loss decreased (40.855663 --> 33.177340).  Saving model ...\n"
+      "Epoch: 1 \tTraining Loss: 39.169504 \tValidation Loss: 34.425219\n",
+      "Validation loss decreased (44.581402 --> 34.425219).  Saving model ...\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "100%|██████████| 2000/2000 [00:19<00:00, 103.09it/s]\n"
+      "100%|██████████| 2000/2000 [00:21<00:00, 93.46it/s] \n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Epoch: 2 \tTraining Loss: 32.189190 \tValidation Loss: 30.037064\n",
-      "Validation loss decreased (33.177340 --> 30.037064).  Saving model ...\n"
+      "Epoch: 2 \tTraining Loss: 32.984975 \tValidation Loss: 29.748100\n",
+      "Validation loss decreased (34.425219 --> 29.748100).  Saving model ...\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "100%|██████████| 2000/2000 [00:18<00:00, 105.32it/s]\n"
+      "100%|██████████| 2000/2000 [00:21<00:00, 93.14it/s] \n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Epoch: 3 \tTraining Loss: 29.603902 \tValidation Loss: 27.632881\n",
-      "Validation loss decreased (30.037064 --> 27.632881).  Saving model ...\n"
+      "Epoch: 3 \tTraining Loss: 29.437095 \tValidation Loss: 27.512252\n",
+      "Validation loss decreased (29.748100 --> 27.512252).  Saving model ...\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "100%|██████████| 2000/2000 [00:19<00:00, 104.13it/s]\n"
+      "100%|██████████| 2000/2000 [00:22<00:00, 90.85it/s] \n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Epoch: 4 \tTraining Loss: 27.547381 \tValidation Loss: 25.456959\n",
-      "Validation loss decreased (27.632881 --> 25.456959).  Saving model ...\n"
+      "Epoch: 4 \tTraining Loss: 27.166456 \tValidation Loss: 25.416206\n",
+      "Validation loss decreased (27.512252 --> 25.416206).  Saving model ...\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "100%|██████████| 2000/2000 [00:19<00:00, 103.75it/s]\n"
+      "100%|██████████| 2000/2000 [00:22<00:00, 88.27it/s] \n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Epoch: 5 \tTraining Loss: 25.732577 \tValidation Loss: 24.507417\n",
-      "Validation loss decreased (25.456959 --> 24.507417).  Saving model ...\n"
+      "Epoch: 5 \tTraining Loss: 25.045086 \tValidation Loss: 23.471434\n",
+      "Validation loss decreased (25.416206 --> 23.471434).  Saving model ...\n"
      ]
     },
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "100%|██████████| 2000/2000 [00:18<00:00, 105.62it/s]\n"
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-      "Epoch: 21 \tTraining Loss: 8.418383 \tValidation Loss: 16.094646\n"
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-      "Epoch: 22 \tTraining Loss: 7.736634 \tValidation Loss: 16.225547\n"
+      "Epoch: 22 \tTraining Loss: 7.444736 \tValidation Loss: 16.612544\n"
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-      "Epoch: 23 \tTraining Loss: 7.026332 \tValidation Loss: 17.450395\n"
+      "Epoch: 23 \tTraining Loss: 6.840329 \tValidation Loss: 17.550168\n"
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-      "Epoch: 24 \tTraining Loss: 6.460706 \tValidation Loss: 17.846328\n"
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    ],
@@ -1001,12 +1356,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 114,
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -1016,12 +1371,12 @@
     }
    ],
    "source": [
-    "plot_performance(train_loss_list2, val_loss_list2, \"Performance of Model 2\")"
+    "plot_performance(train_loss_list2, val_loss_list2, \"Performance of Model 2\", \"figures/model2_loss.png\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 115,
    "metadata": {},
    "outputs": [
     {
@@ -1031,19 +1386,19 @@
       "\n",
       "\n",
       "Overall Accuracy:\n",
-      "Model 1: 62% (6286/10000) \t Model 2: 72% (7235/10000) --> +9.49%\n",
+      "Model 1: 61% (6169/10000) \t Model 2: 72% (7268/10000) --> +10.99%\n",
       "\n",
       "Accuracy by class:\n",
-      "  airplane \t Model 1: 65% (657/1000) \t Model 2: 80% (809/1000) --> +15.2%\n",
-      "automobile \t Model 1: 76% (764/1000) \t Model 2: 88% (880/1000) --> +11.6%\n",
-      "      bird \t Model 1: 42% (429/1000) \t Model 2: 64% (641/1000) --> +21.2%\n",
-      "       cat \t Model 1: 53% (533/1000) \t Model 2: 56% (568/1000) --> + 3.5%\n",
-      "      deer \t Model 1: 49% (493/1000) \t Model 2: 65% (652/1000) --> +15.9%\n",
-      "       dog \t Model 1: 49% (496/1000) \t Model 2: 54% (546/1000) --> + 5.0%\n",
-      "      frog \t Model 1: 75% (750/1000) \t Model 2: 81% (814/1000) --> + 6.4%\n",
-      "     horse \t Model 1: 70% (701/1000) \t Model 2: 79% (791/1000) --> + 9.0%\n",
-      "      ship \t Model 1: 76% (764/1000) \t Model 2: 81% (819/1000) --> + 5.5%\n",
-      "     truck \t Model 1: 69% (699/1000) \t Model 2: 71% (715/1000) --> + 1.6%\n"
+      "  airplane \t Model 1: 60% (605/1000) \t Model 2: 75% (758/1000) --> +15.3%\n",
+      "automobile \t Model 1: 73% (731/1000) \t Model 2: 82% (825/1000) --> + 9.4%\n",
+      "      bird \t Model 1: 60% (609/1000) \t Model 2: 63% (636/1000) --> + 2.7%\n",
+      "       cat \t Model 1: 48% (480/1000) \t Model 2: 63% (636/1000) --> +15.6%\n",
+      "      deer \t Model 1: 44% (441/1000) \t Model 2: 64% (643/1000) --> +20.2%\n",
+      "       dog \t Model 1: 47% (472/1000) \t Model 2: 55% (553/1000) --> + 8.1%\n",
+      "      frog \t Model 1: 71% (715/1000) \t Model 2: 81% (811/1000) --> + 9.6%\n",
+      "     horse \t Model 1: 74% (741/1000) \t Model 2: 73% (732/1000) --> -0.9%\n",
+      "      ship \t Model 1: 72% (721/1000) \t Model 2: 84% (845/1000) --> +12.4%\n",
+      "     truck \t Model 1: 65% (654/1000) \t Model 2: 82% (829/1000) --> +17.5%\n"
      ]
     }
    ],
@@ -1069,8 +1424,8 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "On a une meilleure accuracy avec ce deuxième modèle: 72% contre 62%.\n",
-    "L'accuracy de chaque classe augmente. Cela va de +1.6% pour la classe truck, jusqu'à +21.2% pour la classe bird, dont l'accuracy était particulièrement faible avec le premier modèle (41%)."
+    "On a une meilleure accuracy avec ce deuxième modèle: 72% contre 61%.\n",
+    "L'accuracy de chaque classe augmente. Cela va de -0.9% pour la classe horse, jusqu'à +20.2% pour la classe deer, dont l'accuracy était particulièrement faible avec le premier modèle (44%)."
    ]
   },
   {
@@ -1113,7 +1468,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 20,
+   "execution_count": 116,
    "metadata": {},
    "outputs": [
     {
@@ -1150,7 +1505,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 117,
    "metadata": {},
    "outputs": [
     {
@@ -1158,19 +1513,19 @@
      "output_type": "stream",
      "text": [
       "Overall Accuracy:\n",
-      "model2: 72% (7235/10000) \t quantized_model2: 72% (7221/10000) --> -0.14%\n",
+      "model2: 72% (7268/10000) \t quantized_model2: 72% (7273/10000) --> +0.05%\n",
       "\n",
       "Accuracy by class:\n",
-      "  airplane \t model2: 80% (809/1000) \t quantized_model2: 80% (808/1000) --> -0.1%\n",
-      "automobile \t model2: 88% (880/1000) \t quantized_model2: 87% (879/1000) --> -0.1%\n",
-      "      bird \t model2: 64% (641/1000) \t quantized_model2: 64% (641/1000) -->  0.0%\n",
-      "       cat \t model2: 56% (568/1000) \t quantized_model2: 56% (564/1000) --> -0.4%\n",
-      "      deer \t model2: 65% (652/1000) \t quantized_model2: 65% (652/1000) -->  0.0%\n",
-      "       dog \t model2: 54% (546/1000) \t quantized_model2: 54% (546/1000) -->  0.0%\n",
-      "      frog \t model2: 81% (814/1000) \t quantized_model2: 81% (812/1000) --> -0.2%\n",
-      "     horse \t model2: 79% (791/1000) \t quantized_model2: 78% (789/1000) --> -0.2%\n",
-      "      ship \t model2: 81% (819/1000) \t quantized_model2: 81% (814/1000) --> -0.5%\n",
-      "     truck \t model2: 71% (715/1000) \t quantized_model2: 71% (716/1000) --> + 0.1%\n"
+      "  airplane \t model2: 75% (758/1000) \t quantized_model2: 75% (757/1000) --> -0.1%\n",
+      "automobile \t model2: 82% (825/1000) \t quantized_model2: 82% (823/1000) --> -0.2%\n",
+      "      bird \t model2: 63% (636/1000) \t quantized_model2: 64% (640/1000) --> + 0.4%\n",
+      "       cat \t model2: 63% (636/1000) \t quantized_model2: 64% (642/1000) --> + 0.6%\n",
+      "      deer \t model2: 64% (643/1000) \t quantized_model2: 64% (642/1000) --> -0.1%\n",
+      "       dog \t model2: 55% (553/1000) \t quantized_model2: 55% (553/1000) -->  0.0%\n",
+      "      frog \t model2: 81% (811/1000) \t quantized_model2: 80% (808/1000) --> -0.3%\n",
+      "     horse \t model2: 73% (732/1000) \t quantized_model2: 73% (732/1000) -->  0.0%\n",
+      "      ship \t model2: 84% (845/1000) \t quantized_model2: 84% (846/1000) --> + 0.1%\n",
+      "     truck \t model2: 82% (829/1000) \t quantized_model2: 83% (830/1000) --> + 0.1%\n"
      ]
     }
    ],
@@ -1207,7 +1562,7 @@
    "source": [
     "Le modèle quantized est plus petit que le modèle non quantized d'un facteur 3.5. \n",
     "\n",
-    "L'accuracy est légèremment plus faible pour le modèle quantized (-0.14%), mais c'est négligeable par rapport à la réduction de taille du modèle."
+    "L'accuracy est sensiblement la même. Elle a augmenté de 0.05% ce coup là, et avait diminué de 0.14% lors d'un entrainement précédent. Dans tous les cas, c'est négligeable par rapport à la réduction de taille du modèle."
    ]
   },
   {
@@ -1231,7 +1586,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 118,
    "id": "b4d13080",
    "metadata": {},
    "outputs": [
@@ -1311,7 +1666,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 119,
    "metadata": {},
    "outputs": [
     {
@@ -1371,19 +1726,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 120,
    "metadata": {},
    "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "c:\\Users\\barry\\anaconda3\\Lib\\site-packages\\torchvision\\models\\_utils.py:208: UserWarning: The parameter 'pretrained' is deprecated since 0.13 and may be removed in the future, please use 'weights' instead.\n",
-      "  warnings.warn(\n",
-      "c:\\Users\\barry\\anaconda3\\Lib\\site-packages\\torchvision\\models\\_utils.py:223: UserWarning: Arguments other than a weight enum or `None` for 'weights' are deprecated since 0.13 and may be removed in the future. The current behavior is equivalent to passing `weights=ResNet50_Weights.IMAGENET1K_V1`. You can also use `weights=ResNet50_Weights.DEFAULT` to get the most up-to-date weights.\n",
-      "  warnings.warn(msg)\n"
-     ]
-    },
     {
      "name": "stdout",
      "output_type": "stream",
@@ -1406,6 +1751,13 @@
     "print(\"Compression ratio (unquantized to int8): \", float(s1)/float(s2))"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Le ratio de compression avec la quantification est faible, donc soit le modèle est déjà quantifié, soit il n'y a qu'une petite partie du modèle qui est quantifiée."
+   ]
+  },
   {
    "cell_type": "markdown",
    "metadata": {},
@@ -1415,7 +1767,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 121,
    "metadata": {},
    "outputs": [
     {
@@ -1452,7 +1804,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
+   "execution_count": 122,
    "metadata": {},
    "outputs": [
     {
@@ -1513,13 +1865,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 86,
+   "execution_count": 123,
    "id": "be2d31f5",
    "metadata": {},
    "outputs": [
     {
      "data": {
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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -1616,7 +1968,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 87,
+   "execution_count": 124,
    "id": "572d824c",
    "metadata": {},
    "outputs": [],
@@ -1794,15 +2146,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 88,
+   "execution_count": 125,
    "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "c:\\Users\\barry\\anaconda3\\Lib\\site-packages\\torchvision\\models\\_utils.py:208: UserWarning: The parameter 'pretrained' is deprecated since 0.13 and may be removed in the future, please use 'weights' instead.\n",
-      "  warnings.warn(\n",
       "c:\\Users\\barry\\anaconda3\\Lib\\site-packages\\torchvision\\models\\_utils.py:223: UserWarning: Arguments other than a weight enum or `None` for 'weights' are deprecated since 0.13 and may be removed in the future. The current behavior is equivalent to passing `weights=ResNet18_Weights.IMAGENET1K_V1`. You can also use `weights=ResNet18_Weights.DEFAULT` to get the most up-to-date weights.\n",
       "  warnings.warn(msg)\n"
      ]
@@ -1827,56 +2177,56 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "train Loss: 0.5163 Acc: 0.7254\n",
-      "val Loss: 0.2338 Acc: 0.9342\n",
+      "train Loss: 0.6286 Acc: 0.6598\n",
+      "val Loss: 0.3764 Acc: 0.8158\n",
       "\n",
       "Epoch 2/10\n",
       "----------\n",
-      "train Loss: 0.5390 Acc: 0.7418\n",
-      "val Loss: 0.3705 Acc: 0.8947\n",
+      "train Loss: 0.5330 Acc: 0.7336\n",
+      "val Loss: 0.2210 Acc: 0.9211\n",
       "\n",
       "Epoch 3/10\n",
       "----------\n",
-      "train Loss: 0.5885 Acc: 0.7500\n",
-      "val Loss: 0.3185 Acc: 0.9079\n",
+      "train Loss: 0.3269 Acc: 0.8770\n",
+      "val Loss: 0.1740 Acc: 0.9474\n",
       "\n",
       "Epoch 4/10\n",
       "----------\n",
-      "train Loss: 0.6412 Acc: 0.7500\n",
-      "val Loss: 0.2661 Acc: 0.8947\n",
+      "train Loss: 0.7637 Acc: 0.7049\n",
+      "val Loss: 0.2162 Acc: 0.9342\n",
       "\n",
       "Epoch 5/10\n",
       "----------\n",
-      "train Loss: 0.3248 Acc: 0.8443\n",
-      "val Loss: 0.3609 Acc: 0.8553\n",
+      "train Loss: 0.4689 Acc: 0.8074\n",
+      "val Loss: 0.1880 Acc: 0.9474\n",
       "\n",
       "Epoch 6/10\n",
       "----------\n",
-      "train Loss: 0.3957 Acc: 0.8320\n",
-      "val Loss: 0.3617 Acc: 0.8816\n",
+      "train Loss: 0.4931 Acc: 0.7828\n",
+      "val Loss: 0.1886 Acc: 0.9342\n",
       "\n",
       "Epoch 7/10\n",
       "----------\n",
-      "train Loss: 0.4010 Acc: 0.8156\n",
-      "val Loss: 0.2547 Acc: 0.9342\n",
+      "train Loss: 0.3247 Acc: 0.8443\n",
+      "val Loss: 0.1917 Acc: 0.9737\n",
       "\n",
       "Epoch 8/10\n",
       "----------\n",
-      "train Loss: 0.4060 Acc: 0.8361\n",
-      "val Loss: 0.2530 Acc: 0.9211\n",
+      "train Loss: 0.4003 Acc: 0.8443\n",
+      "val Loss: 0.1712 Acc: 0.9474\n",
       "\n",
       "Epoch 9/10\n",
       "----------\n",
-      "train Loss: 0.3200 Acc: 0.8607\n",
-      "val Loss: 0.2399 Acc: 0.9342\n",
+      "train Loss: 0.3720 Acc: 0.8443\n",
+      "val Loss: 0.1642 Acc: 0.9474\n",
       "\n",
       "Epoch 10/10\n",
       "----------\n",
-      "train Loss: 0.2754 Acc: 0.8893\n",
-      "val Loss: 0.2543 Acc: 0.9079\n",
+      "train Loss: 0.3834 Acc: 0.8074\n",
+      "val Loss: 0.1711 Acc: 0.9474\n",
       "\n",
-      "Training complete in 1m 45s\n",
-      "Best val Acc: 0.934211\n"
+      "Training complete in 2m 0s\n",
+      "Best val Acc: 0.973684\n"
      ]
     }
    ],
@@ -1921,7 +2271,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 89,
+   "execution_count": 126,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -1983,17 +2333,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 90,
+   "execution_count": 127,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Test Accuracy of       ants: 97% (39/40)\n",
-      "Test Accuracy of       bees: 94% (34/36)\n",
+      "Test Accuracy of       ants: 100% (31/31)\n",
+      "Test Accuracy of       bees: 91% (41/45)\n",
       "\n",
-      "Test Accuracy (Overall): 96% (73/76)\n"
+      "Test Accuracy (Overall): 94% (72/76)\n"
      ]
     }
    ],
@@ -2010,7 +2360,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 91,
+   "execution_count": 128,
    "metadata": {},
    "outputs": [
     {
@@ -2019,56 +2369,56 @@
      "text": [
       "Epoch 1/10\n",
       "----------\n",
-      "train Loss: 0.6818 Acc: 0.5656\n",
-      "val Loss: 0.6078 Acc: 0.8947\n",
+      "train Loss: 0.6941 Acc: 0.5164\n",
+      "val Loss: 0.6464 Acc: 0.8289\n",
       "\n",
       "Epoch 2/10\n",
       "----------\n",
-      "train Loss: 0.6477 Acc: 0.6516\n",
-      "val Loss: 0.5307 Acc: 0.8684\n",
+      "train Loss: 0.6610 Acc: 0.6270\n",
+      "val Loss: 0.5819 Acc: 0.9211\n",
       "\n",
       "Epoch 3/10\n",
       "----------\n",
-      "train Loss: 0.6289 Acc: 0.6639\n",
-      "val Loss: 0.4367 Acc: 0.9211\n",
+      "train Loss: 0.6271 Acc: 0.6844\n",
+      "val Loss: 0.4867 Acc: 0.9605\n",
       "\n",
       "Epoch 4/10\n",
       "----------\n",
-      "train Loss: 0.5950 Acc: 0.6762\n",
-      "val Loss: 0.4069 Acc: 0.9342\n",
+      "train Loss: 0.5919 Acc: 0.6844\n",
+      "val Loss: 0.3884 Acc: 0.9342\n",
       "\n",
       "Epoch 5/10\n",
       "----------\n",
-      "train Loss: 0.5238 Acc: 0.7295\n",
-      "val Loss: 0.3025 Acc: 0.9342\n",
+      "train Loss: 0.5134 Acc: 0.7746\n",
+      "val Loss: 0.2881 Acc: 0.9342\n",
       "\n",
       "Epoch 6/10\n",
       "----------\n",
-      "train Loss: 0.5225 Acc: 0.7787\n",
-      "val Loss: 0.2675 Acc: 0.9342\n",
+      "train Loss: 0.4863 Acc: 0.7418\n",
+      "val Loss: 0.2545 Acc: 0.9474\n",
       "\n",
       "Epoch 7/10\n",
       "----------\n",
-      "train Loss: 0.4207 Acc: 0.8156\n",
-      "val Loss: 0.2737 Acc: 0.9474\n",
+      "train Loss: 0.4713 Acc: 0.7787\n",
+      "val Loss: 0.2348 Acc: 0.9605\n",
       "\n",
       "Epoch 8/10\n",
       "----------\n",
-      "train Loss: 0.4205 Acc: 0.8156\n",
-      "val Loss: 0.2533 Acc: 0.9474\n",
+      "train Loss: 0.4399 Acc: 0.7746\n",
+      "val Loss: 0.2299 Acc: 0.9605\n",
       "\n",
       "Epoch 9/10\n",
       "----------\n",
-      "train Loss: 0.4241 Acc: 0.8238\n",
-      "val Loss: 0.2570 Acc: 0.9342\n",
+      "train Loss: 0.4656 Acc: 0.8033\n",
+      "val Loss: 0.2286 Acc: 0.9737\n",
       "\n",
       "Epoch 10/10\n",
       "----------\n",
-      "train Loss: 0.4181 Acc: 0.8115\n",
-      "val Loss: 0.2489 Acc: 0.9342\n",
+      "train Loss: 0.4051 Acc: 0.8074\n",
+      "val Loss: 0.2069 Acc: 0.9605\n",
       "\n",
-      "Training complete in 2m 23s\n",
-      "Best val Acc: 0.947368\n"
+      "Training complete in 2m 28s\n",
+      "Best val Acc: 0.973684\n"
      ]
     }
    ],
@@ -2107,26 +2457,26 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 92,
+   "execution_count": 129,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Test Accuracy of       ants: 97% (38/39)\n",
-      "Test Accuracy of       bees: 94% (35/37)\n",
+      "Test Accuracy of       ants: 96% (30/31)\n",
+      "Test Accuracy of       bees: 93% (42/45)\n",
       "\n",
-      "Test Accuracy (Overall): 96% (73/76)\n"
+      "Test Accuracy (Overall): 94% (72/76)\n"
      ]
     },
     {
      "data": {
       "text/plain": [
-       "([38.0, 35.0], [39.0, 37.0])"
+       "([30.0, 42.0], [31.0, 45.0])"
       ]
      },
-     "execution_count": 92,
+     "execution_count": 129,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -2139,7 +2489,11 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "Les résultats sont les mêmes que pour le modèle précédent, sur le même jeu de test."
+    "Les résultats sont relativement similaire au modèle précédent sur le même jeu de test.\n",
+    "\n",
+    "L'accuracy globale est la même (94%), on note juste une différence sur l'accuracy de chaque classe.\n",
+    "\n",
+    "Le jeu de donné est relativement petit car j'ai séparé le jeu de validation en 2 pour avoir un jeu de test donc il y a une part de hasard dans les résultats."
    ]
   },
   {
@@ -2151,7 +2505,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 98,
+   "execution_count": 130,
    "metadata": {},
    "outputs": [
     {
@@ -2176,7 +2530,37 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "Il n'y a quasiment aucune différence. Le modèle doit probablement déjà être en int8, sauf peut-être la dernière couche que l'on vient de modifier."
+    "Il n'y a quasiment aucune différence car on quantize probablement seulement la dernière couche du modèle, qui est très petite par rapport au reste du modèle."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 131,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "model:  unquantized  \t Size (KB): 45437.104\n",
+      "model:  int8  \t Size (KB): 44946.962\n",
+      "Compression ratio (unquantized to int8):  1.0109048971986139\n"
+     ]
+    }
+   ],
+   "source": [
+    "quantized_resnet18_2 = torch.quantization.quantize_dynamic(resnet18_2, dtype=torch.qint8)\n",
+    "s1 = print_size_of_model(resnet18_2, \"unquantized\")\n",
+    "s2 = print_size_of_model(quantized_resnet18_2, \"int8\")\n",
+    "\n",
+    "print(\"Compression ratio (unquantized to int8): \", float(s1)/float(s2))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Pour le 2e modèle avec les 2 couches supplémentaires le ratio de compression est légèrement plus élevé que pour l'autre modèle car il y a 3 couches en sorties qui sont entrainée par transfer learning."
    ]
   },
   {
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