diff --git a/notebooks/03_ml_basics_minimizer.ipynb b/notebooks/03_ml_basics_minimizer.ipynb
index 21058c9..88fea77 100644
--- a/notebooks/03_ml_basics_minimizer.ipynb
+++ b/notebooks/03_ml_basics_minimizer.ipynb
@@ -15,7 +15,6 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "import tensorflow as tf\n",
     "import numpy as np\n",
     "import matplotlib.pyplot as plt\n",
     "from scipy.optimize import minimize\n",
diff --git a/notebooks/03_ml_basics_minimizer_methods.ipynb b/notebooks/03_ml_basics_minimizer_methods.ipynb
index 8502d7c..b148ffc 100644
--- a/notebooks/03_ml_basics_minimizer_methods.ipynb
+++ b/notebooks/03_ml_basics_minimizer_methods.ipynb
@@ -1,16 +1,13 @@
 {
  "cells": [
   {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "8ab45695",
+   "cell_type": "markdown",
+   "id": "0b7d591a",
    "metadata": {},
-   "outputs": [],
    "source": [
-    "#\n",
-    "# An example of the minimzer usage in tensor flow\n",
-    "# the loss function is plotted and the result in terms of a line\n",
-    "#"
+    "\n",
+    " An example of the minimzer usage in tensorflow\n",
+    " the loss function is plotted and the result in terms of a line\n"
    ]
   },
   {
diff --git a/notebooks/03_ml_basics_simple_neural_network.ipynb b/notebooks/03_ml_basics_simple_neural_network.ipynb
index a7286d3..e125788 100755
--- a/notebooks/03_ml_basics_simple_neural_network.ipynb
+++ b/notebooks/03_ml_basics_simple_neural_network.ipynb
@@ -88,7 +88,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": null,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -177,7 +177,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": null,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -209,7 +209,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": null,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -232,116 +232,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "loss:  1.5092056183794516\n",
-      "loss:  1.4052784494597108\n",
-      "loss:  1.3761345024941465\n",
-      "loss:  1.3630869405843156\n",
-      "loss:  1.3552464258406522\n",
-      "loss:  1.349123229154225\n",
-      "loss:  1.3431256808094927\n",
-      "loss:  1.3362112078682549\n",
-      "loss:  1.3274290190660858\n",
-      "loss:  1.3157172798860284\n",
-      "loss:  1.2997766928634182\n",
-      "loss:  1.2779742323824104\n",
-      "loss:  1.248342224204477\n",
-      "loss:  1.2087304881550036\n",
-      "loss:  1.1568998315568928\n",
-      "loss:  1.0918494643262784\n",
-      "loss:  1.0195590120436018\n",
-      "loss:  0.9457951095568214\n",
-      "loss:  0.8639430268192831\n",
-      "loss:  0.7647525848536025\n",
-      "loss:  0.6601823271635829\n",
-      "loss:  0.5661102798883235\n",
-      "loss:  0.4876160842592251\n",
-      "loss:  0.42308931814025225\n",
-      "loss:  0.3689552054429172\n",
-      "loss:  0.322923845307499\n",
-      "loss:  0.2836730132074807\n",
-      "loss:  0.25021217779446325\n",
-      "loss:  0.2216908592235331\n",
-      "loss:  0.19736061670901392\n",
-      "loss:  0.17656800134779702\n",
-      "loss:  0.15875047386321026\n",
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-      "loss:  0.08556621671860219\n",
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-      "loss:  0.03874319037731412\n",
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-      "loss:  0.03422092223474082\n",
-      "loss:  0.0329143856137121\n",
-      "loss:  0.03169309509897928\n",
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-      "loss:  0.029476758893627206\n",
-      "loss:  0.028468946594046432\n",
-      "loss:  0.027520647001531773\n",
-      "loss:  0.026627031690069865\n",
-      "loss:  0.02578376065800892\n",
-      "loss:  0.02498692397825075\n",
-      "loss:  0.024232991399588854\n",
-      "loss:  0.023518768693064036\n",
-      "loss:  0.022841359737221362\n",
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-      "loss:  0.0160901200225292\n",
-      "loss:  0.015746307545989182\n",
-      "loss:  0.01541562275609709\n",
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-      "loss:  0.014790860800440717\n",
-      "loss:  0.014495512751390105\n",
-      "loss:  0.014210743041828075\n",
-      "loss:  0.013936016633182046\n",
-      "loss:  0.013670833014182088\n",
-      "loss:  0.013414723514545273\n",
-      "loss:  0.013167248861679233\n",
-      "loss:  0.012927996955477793\n",
-      "loss:  0.012696580839129182\n",
-      "loss:  0.012472636846338482\n",
-      "loss:  0.012255822907560525\n",
-      "loss:  0.012045816999741691\n",
-      "loss:  0.011842315725759325\n",
-      "loss:  0.011645033011228996\n",
-      "loss:  0.011453698907655463\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "y_train = y_train.reshape(-1, 1)\n",
     "\n",
@@ -360,30 +253,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "Text(0, 0.5, 'loss')"
-      ]
-     },
-     "execution_count": 5,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "import matplotlib.pyplot as plt\n",
     "plt.plot(nn.loss_history)\n",
@@ -398,30 +270,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<matplotlib.colorbar.Colorbar at 0x7f4c4c86f460>"
-      ]
-     },
-     "execution_count": 6,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 900x700 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "import matplotlib.pyplot as plt\n",
     "from matplotlib.colors import ListedColormap\n",
diff --git a/notebooks/03_ml_basics_simple_neural_network_exercise_solution.ipynb b/notebooks/03_ml_basics_simple_neural_network_exercise_solution.ipynb
index 374cb33..4466510 100755
--- a/notebooks/03_ml_basics_simple_neural_network_exercise_solution.ipynb
+++ b/notebooks/03_ml_basics_simple_neural_network_exercise_solution.ipynb
@@ -16,7 +16,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": null,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -105,7 +105,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": null,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -137,7 +137,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": null,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -160,1034 +160,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "loss:  32.05175899129297\n",
-      "loss:  29.86716098239356\n",
-      "loss:  28.981786198435735\n",
-      "loss:  28.39942518542552\n",
-      "loss:  27.891837075012987\n",
-      "loss:  27.42566796791217\n",
-      "loss:  26.978320531125327\n",
-      "loss:  26.53847100114134\n",
-      "loss:  26.12025393579571\n",
-      "loss:  25.69401785018539\n",
-      "loss:  25.274151260092687\n",
-      "loss:  24.85903935093716\n",
-      "loss:  24.447380514916063\n",
-      "loss:  24.08271811452787\n",
-      "loss:  23.74409692790801\n",
-      "loss:  23.410587153440197\n",
-      "loss:  23.095614316991234\n",
-      "loss:  22.811582980874444\n",
-      "loss:  22.562186110517974\n",
-      "loss:  22.341611505697134\n",
-      "loss:  22.149823474559945\n",
-      "loss:  21.99462033544176\n",
-      "loss:  21.863950432975123\n",
-      "loss:  21.751549353974703\n",
-      "loss:  21.65433405074521\n",
-      "loss:  21.57169956964288\n",
-      "loss:  21.500483479422627\n",
-      "loss:  21.41356378635163\n",
-      "loss:  21.322259454660248\n",
-      "loss:  21.25440530827\n",
-      "loss:  21.19581163027337\n",
-      "loss:  21.14519831677865\n",
-      "loss:  21.10157916272238\n",
-      "loss:  21.066925075212996\n",
-      "loss:  21.038265860840347\n",
-      "loss:  21.013402325464842\n",
-      "loss:  20.991839246920023\n",
-      "loss:  20.973143118399218\n",
-      "loss:  20.95694019164815\n",
-      "loss:  20.942915028101133\n",
-      "loss:  20.930789679265473\n",
-      "loss:  20.920319184564704\n",
-      "loss:  20.911287515934184\n",
-      "loss:  20.903502009745818\n",
-      "loss:  20.896793639960748\n",
-      "loss:  20.89107062345579\n",
-      "loss:  20.886585292545835\n",
-      "loss:  20.882835920520357\n",
-      "loss:  20.879621283087246\n",
-      "loss:  20.87685258018179\n",
-      "loss:  20.874457802008592\n",
-      "loss:  20.87238084125216\n",
-      "loss:  20.8705751851112\n",
-      "loss:  20.86900196906668\n",
-      "loss:  20.867628505360116\n",
-      "loss:  20.86642718191292\n",
-      "loss:  20.865374643186804\n",
-      "loss:  20.864459586492806\n",
-      "loss:  20.86368261671085\n",
-      "loss:  20.86300426203624\n",
-      "loss:  20.862409417676567\n",
-      "loss:  20.86188641167052\n",
-      "loss:  20.86142555297856\n",
-      "loss:  20.861018525429156\n",
-      "loss:  20.860658188275952\n",
-      "loss:  20.860338551213072\n",
-      "loss:  20.860054226426495\n",
-      "loss:  20.85980070123677\n",
-      "loss:  20.859571909913825\n",
-      "loss:  20.859363953620676\n",
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-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
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-      "loss:  20.857941058877852\n",
-      "loss:  20.85794105856668\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "y_train = y_train.reshape(-1, 1)\n",
     "\n",
@@ -1206,30 +181,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "Text(0, 0.5, 'loss')"
-      ]
-     },
-     "execution_count": 5,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "import matplotlib.pyplot as plt\n",
     "plt.plot(nn.loss_history)\n",
@@ -1244,30 +198,9 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": null,
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<matplotlib.colorbar.Colorbar at 0x7fbbb2c4d4c0>"
-      ]
-     },
-     "execution_count": 6,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 900x700 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "import matplotlib.pyplot as plt\n",
     "from matplotlib.colors import ListedColormap\n",
diff --git a/slides/03_ml_intro.odp b/slides/03_ml_intro.odp
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diff --git a/slides/03_ml_intro.pdf b/slides/03_ml_intro.pdf
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