Pokemon stats analysis.ipynb

{
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  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from plotly.offline import download_plotlyjs, init_notebook_mode, plot, iplot\n",
    "import plotly.express as px\n",
    "from io import StringIO"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "        <script type=\"text/javascript\">\n",
       "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
       "        if (window.MathJax) {MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
       "        if (typeof require !== 'undefined') {\n",
       "        require.undef(\"plotly\");\n",
       "        requirejs.config({\n",
       "            paths: {\n",
       "                'plotly': ['https://cdn.plot.ly/plotly-latest.min']\n",
       "            }\n",
       "        });\n",
       "        require(['plotly'], function(Plotly) {\n",
       "            window._Plotly = Plotly;\n",
       "        });\n",
       "        }\n",
       "        </script>\n",
       "        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "init_notebook_mode(connected=True)\n",
    "sns.set_style('whitegrid')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "pokemon = pd.read_csv('Pokemon.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>#</th>\n",
       "      <th>Name</th>\n",
       "      <th>Type 1</th>\n",
       "      <th>Type 2</th>\n",
       "      <th>Total</th>\n",
       "      <th>HP</th>\n",
       "      <th>Attack</th>\n",
       "      <th>Defense</th>\n",
       "      <th>Sp. Atk</th>\n",
       "      <th>Sp. Def</th>\n",
       "      <th>Speed</th>\n",
       "      <th>Generation</th>\n",
       "      <th>Legendary</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>Bulbasaur</td>\n",
       "      <td>Grass</td>\n",
       "      <td>Poison</td>\n",
       "      <td>318</td>\n",
       "      <td>45</td>\n",
       "      <td>49</td>\n",
       "      <td>49</td>\n",
       "      <td>65</td>\n",
       "      <td>65</td>\n",
       "      <td>45</td>\n",
       "      <td>1</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>Ivysaur</td>\n",
       "      <td>Grass</td>\n",
       "      <td>Poison</td>\n",
       "      <td>405</td>\n",
       "      <td>60</td>\n",
       "      <td>62</td>\n",
       "      <td>63</td>\n",
       "      <td>80</td>\n",
       "      <td>80</td>\n",
       "      <td>60</td>\n",
       "      <td>1</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>Venusaur</td>\n",
       "      <td>Grass</td>\n",
       "      <td>Poison</td>\n",
       "      <td>525</td>\n",
       "      <td>80</td>\n",
       "      <td>82</td>\n",
       "      <td>83</td>\n",
       "      <td>100</td>\n",
       "      <td>100</td>\n",
       "      <td>80</td>\n",
       "      <td>1</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>VenusaurMega Venusaur</td>\n",
       "      <td>Grass</td>\n",
       "      <td>Poison</td>\n",
       "      <td>625</td>\n",
       "      <td>80</td>\n",
       "      <td>100</td>\n",
       "      <td>123</td>\n",
       "      <td>122</td>\n",
       "      <td>120</td>\n",
       "      <td>80</td>\n",
       "      <td>1</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>Charmander</td>\n",
       "      <td>Fire</td>\n",
       "      <td>NaN</td>\n",
       "      <td>309</td>\n",
       "      <td>39</td>\n",
       "      <td>52</td>\n",
       "      <td>43</td>\n",
       "      <td>60</td>\n",
       "      <td>50</td>\n",
       "      <td>65</td>\n",
       "      <td>1</td>\n",
       "      <td>False</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   #                   Name Type 1  Type 2  Total  HP  Attack  Defense  \\\n",
       "0  1              Bulbasaur  Grass  Poison    318  45      49       49   \n",
       "1  2                Ivysaur  Grass  Poison    405  60      62       63   \n",
       "2  3               Venusaur  Grass  Poison    525  80      82       83   \n",
       "3  3  VenusaurMega Venusaur  Grass  Poison    625  80     100      123   \n",
       "4  4             Charmander   Fire     NaN    309  39      52       43   \n",
       "\n",
       "   Sp. Atk  Sp. Def  Speed  Generation  Legendary  \n",
       "0       65       65     45           1      False  \n",
       "1       80       80     60           1      False  \n",
       "2      100      100     80           1      False  \n",
       "3      122      120     80           1      False  \n",
       "4       60       50     65           1      False  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pokemon.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 800 entries, 0 to 799\n",
      "Data columns (total 13 columns):\n",
      "#             800 non-null int64\n",
      "Name          800 non-null object\n",
      "Type 1        800 non-null object\n",
      "Type 2        414 non-null object\n",
      "Total         800 non-null int64\n",
      "HP            800 non-null int64\n",
      "Attack        800 non-null int64\n",
      "Defense       800 non-null int64\n",
      "Sp. Atk       800 non-null int64\n",
      "Sp. Def       800 non-null int64\n",
      "Speed         800 non-null int64\n",
      "Generation    800 non-null int64\n",
      "Legendary     800 non-null bool\n",
      "dtypes: bool(1), int64(9), object(3)\n",
      "memory usage: 75.9+ KB\n"
     ]
    }
   ],
   "source": [
    "pokemon.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "False    735\n",
       "True      65\n",
       "Name: Legendary, dtype: int64"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pokemon['Legendary'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "False    40\n",
       "True     25\n",
       "Name: Type 2, dtype: int64"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pokemon[pokemon['Legendary']]['Type 2'].isnull().value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "Legend = pd.get_dummies(pokemon['Legendary'],drop_first=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [],
   "source": [
    "pokemon.drop(['#','Legendary'],axis=1,inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [],
   "source": [
    "pokemon = pd.concat([pokemon,Legend],axis=1)\n",
    "pokemon.rename({True:'Legend'},axis=1, inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
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       "    <tr>\n",
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       "      <td>Bulbasaur</td>\n",
       "      <td>Grass</td>\n",
       "      <td>Poison</td>\n",
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       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>VenusaurMega Venusaur</td>\n",
       "      <td>Grass</td>\n",
       "      <td>Poison</td>\n",
       "      <td>625</td>\n",
       "      <td>80</td>\n",
       "      <td>100</td>\n",
       "      <td>123</td>\n",
       "      <td>122</td>\n",
       "      <td>120</td>\n",
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       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>Charmander</td>\n",
       "      <td>Fire</td>\n",
       "      <td>NaN</td>\n",
       "      <td>309</td>\n",
       "      <td>39</td>\n",
       "      <td>52</td>\n",
       "      <td>43</td>\n",
       "      <td>60</td>\n",
       "      <td>50</td>\n",
       "      <td>65</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
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      ],
      "text/plain": [
       "                    Name Type 1  Type 2  Total  HP  Attack  Defense  Sp. Atk  \\\n",
       "0              Bulbasaur  Grass  Poison    318  45      49       49       65   \n",
       "1                Ivysaur  Grass  Poison    405  60      62       63       80   \n",
       "2               Venusaur  Grass  Poison    525  80      82       83      100   \n",
       "3  VenusaurMega Venusaur  Grass  Poison    625  80     100      123      122   \n",
       "4             Charmander   Fire     NaN    309  39      52       43       60   \n",
       "\n",
       "   Sp. Def  Speed  Generation  Legend  \n",
       "0       65     45           1       0  \n",
       "1       80     60           1       0  \n",
       "2      100     80           1       0  \n",
       "3      120     80           1       0  \n",
       "4       50     65           1       0  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pokemon.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/zendz/opt/anaconda3/lib/python3.7/site-packages/statsmodels/nonparametric/kde.py:487: RuntimeWarning:\n",
      "\n",
      "invalid value encountered in true_divide\n",
      "\n",
      "/Users/zendz/opt/anaconda3/lib/python3.7/site-packages/statsmodels/nonparametric/kdetools.py:34: RuntimeWarning:\n",
      "\n",
      "invalid value encountered in double_scalars\n",
      "\n"
     ]
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1304.88x1260 with 56 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#g=sns.pairplot(pokemon[['HP','Attack','Defense','Sp. Atk','Sp. Def','Speed','Legend']],hue='Legend')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x1a24763ad0>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x432 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "corr = pokemon[['HP','Attack','Defense','Sp. Atk','Sp. Def','Speed']].corr()\n",
    "# Generate a mask for the upper triangle\n",
    "mask = np.zeros_like(corr, dtype=np.bool)\n",
    "mask[np.triu_indices_from(mask)] = True\n",
    "plt.figure(figsize=(12,6))\n",
    "sns.heatmap(corr,mask=mask,cmap='magma',annot=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x1a25070150>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x432 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(12,6))\n",
    "sns.barplot(y='Name',x='Total', \n",
    "            data=pokemon.iloc[pokemon['Total'].sort_values(ascending=False)[:10].index], \n",
    "            palette=\"rainbow\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "alignmentgroup": "True",
         "hoverlabel": {
          "namelength": 0
         },
         "hovertemplate": "Legend=1<br>Sp. Atk=%{x}<br>Name=%{y}",
         "legendgroup": "Legend=1",
         "marker": {
          "color": "#636efa"
         },
         "name": "Legend=1",
         "offsetgroup": "Legend=1",
         "orientation": "h",
         "showlegend": true,
         "textposition": "auto",
         "type": "bar",
         "x": [
          194,
          180,
          180,
          180,
          170,
          170
         ],
         "xaxis": "x",
         "y": [
          "MewtwoMega Mewtwo Y",
          "DeoxysAttack Forme",
          "RayquazaMega Rayquaza",
          "KyogrePrimal Kyogre",
          "KyuremWhite Kyurem",
          "HoopaHoopa Unbound"
         ],
         "yaxis": "y"
        },
        {
         "alignmentgroup": "True",
         "hoverlabel": {
          "namelength": 0
         },
         "hovertemplate": "Legend=0<br>Sp. Atk=%{x}<br>Name=%{y}",
         "legendgroup": "Legend=0",
         "marker": {
          "color": "#EF553B"
         },
         "name": "Legend=0",
         "offsetgroup": "Legend=0",
         "orientation": "h",
         "showlegend": true,
         "textposition": "auto",
         "type": "bar",
         "x": [
          175,
          170,
          165,
          165
         ],
         "xaxis": "x",
         "y": [
          "AlakazamMega Alakazam",
          "GengarMega Gengar",
          "AmpharosMega Ampharos",
          "GardevoirMega Gardevoir"
         ],
         "yaxis": "y"
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   ],
   "source": [
    "df = pokemon.iloc[pokemon['Sp. Atk'].sort_values(ascending=False)[:10].index]\n",
    "fig = px.bar(df, x='Sp. Atk', y='Name', orientation='h',color='Legend',\n",
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   "metadata": {},
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   "source": [
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    "fig = px.bar(df, x='Attack', y='Name', orientation='h',color='Generation',\n",
    "            category_orders={'Name': df['Name'].tolist()})\n",
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   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "pokemon1 = 'Pikachu'\n",
    "pokemon2 = 'Raichu'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "def pokeplot(x,y):\n",
    "    f = sns.FacetGrid(pokemon[(pokemon['Generation'].apply(lambda x: x in [1,2]))], hue='Legend', size=8) \\\n",
    "       .map(plt.scatter, x, y, alpha=0.5) \\\n",
    "       .add_legend()\n",
    "    plt.subplots_adjust(top=0.9)\n",
    "    f.fig.suptitle('{} vs. {}'.format(x, y))\n",
    "    f.ax.set_xlim(0,)\n",
    "    f.ax.set_ylim(0,)\n",
    "    \n",
    "    pkm1 = pokemon[pokemon['Name'] == pokemon1]\n",
    "    pkm2 = pokemon[pokemon['Name'] == pokemon2]\n",
    "    \n",
    "    plt.scatter(pkm1[x],pkm1[y],s=100,marker='+', c='#1eff00')\n",
    "    plt.text(pkm1[x]+3,pkm1[y]-6, pokemon1, \n",
    "             fontsize=13, weight='bold', color='#1eff00')\n",
    "    \n",
    "    plt.scatter(pkm2[x],pkm2[y],s=100,marker='x', c='#ff0000')\n",
    "    plt.text(pkm2[x]+3,pkm2[y]-6, pokemon2, \n",
    "             fontsize=13, weight='bold', color='#ff0000')"
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  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/zendz/opt/anaconda3/lib/python3.7/site-packages/seaborn/axisgrid.py:230: UserWarning:\n",
      "\n",
      "The `size` paramter has been renamed to `height`; please update your code.\n",
      "\n"
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\n",
      "text/plain": [
       "<Figure size 617.625x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pokeplot('Attack','Defense')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 617.625x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pokeplot('Speed','HP')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Apply Basic ML\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**1. Go to check the data and clean it**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Generation  Legend\n",
       "1           0         160\n",
       "            1           6\n",
       "2           0         101\n",
       "            1           5\n",
       "3           0         142\n",
       "            1          18\n",
       "4           0         108\n",
       "            1          13\n",
       "5           0         150\n",
       "            1          15\n",
       "6           0          74\n",
       "            1           8\n",
       "Name: Name, dtype: int64"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pokemon.groupby(['Generation','Legend']).count()['Name']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "def type_numbering(string) : \n",
    "    if string == 'Normal' :\n",
    "        return 1\n",
    "    elif string== 'Fire' :\n",
    "        return 2\n",
    "    elif string == 'Fighting' :\n",
    "        return 3\n",
    "    elif string == 'Water' :\n",
    "        return 4\n",
    "    elif string == 'Flying' :\n",
    "        return 5\n",
    "    elif string == 'Grass' :\n",
    "        return 6\n",
    "    elif string == 'Poison' :\n",
    "        return 7\n",
    "    elif string == 'Electric' :\n",
    "        return 8\n",
    "    elif string == 'Ground' :\n",
    "        return 9\n",
    "    elif string == 'Psychic' :\n",
    "        return 10\n",
    "    elif string == 'Rock' :\n",
    "        return 11\n",
    "    elif string == 'Ice' :\n",
    "        return 12\n",
    "    elif string == 'Bug' :\n",
    "        return 13\n",
    "    elif string == 'Dragon' :\n",
    "        return 14\n",
    "    elif string == 'Ghost' :\n",
    "        return 15\n",
    "    elif string == 'Dark' :\n",
    "        return 16\n",
    "    elif string == 'Steel' :\n",
    "        return 17\n",
    "    elif string == 'Fairy' :\n",
    "        return 18\n",
    "    else :\n",
    "        return 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [],
   "source": [
    "pokemon['Type 1'] = pokemon['Type 1'].apply(type_numbering)\n",
    "pokemon['Type 2'] = pokemon['Type 2'].apply(type_numbering)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Name</th>\n",
       "      <th>Type 1</th>\n",
       "      <th>Type 2</th>\n",
       "      <th>Total</th>\n",
       "      <th>HP</th>\n",
       "      <th>Attack</th>\n",
       "      <th>Defense</th>\n",
       "      <th>Sp. Atk</th>\n",
       "      <th>Sp. Def</th>\n",
       "      <th>Speed</th>\n",
       "      <th>Generation</th>\n",
       "      <th>Legend</th>\n",
       "      <th>Scores</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>0</td>\n",
       "      <td>Bulbasaur</td>\n",
       "      <td>6</td>\n",
       "      <td>7</td>\n",
       "      <td>318</td>\n",
       "      <td>45</td>\n",
       "      <td>49</td>\n",
       "      <td>49</td>\n",
       "      <td>65</td>\n",
       "      <td>65</td>\n",
       "      <td>45</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>1</td>\n",
       "      <td>Ivysaur</td>\n",
       "      <td>6</td>\n",
       "      <td>7</td>\n",
       "      <td>405</td>\n",
       "      <td>60</td>\n",
       "      <td>62</td>\n",
       "      <td>63</td>\n",
       "      <td>80</td>\n",
       "      <td>80</td>\n",
       "      <td>60</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>93.989361</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2</td>\n",
       "      <td>Venusaur</td>\n",
       "      <td>6</td>\n",
       "      <td>7</td>\n",
       "      <td>525</td>\n",
       "      <td>80</td>\n",
       "      <td>82</td>\n",
       "      <td>83</td>\n",
       "      <td>100</td>\n",
       "      <td>100</td>\n",
       "      <td>80</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>223.593381</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>VenusaurMega Venusaur</td>\n",
       "      <td>6</td>\n",
       "      <td>7</td>\n",
       "      <td>625</td>\n",
       "      <td>80</td>\n",
       "      <td>100</td>\n",
       "      <td>123</td>\n",
       "      <td>122</td>\n",
       "      <td>120</td>\n",
       "      <td>80</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>333.241654</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>Charmander</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>309</td>\n",
       "      <td>39</td>\n",
       "      <td>52</td>\n",
       "      <td>43</td>\n",
       "      <td>60</td>\n",
       "      <td>50</td>\n",
       "      <td>65</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>29.614186</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                    Name  Type 1  Type 2  Total  HP  Attack  Defense  Sp. Atk  \\\n",
       "0              Bulbasaur       6       7    318  45      49       49       65   \n",
       "1                Ivysaur       6       7    405  60      62       63       80   \n",
       "2               Venusaur       6       7    525  80      82       83      100   \n",
       "3  VenusaurMega Venusaur       6       7    625  80     100      123      122   \n",
       "4             Charmander       2       0    309  39      52       43       60   \n",
       "\n",
       "   Sp. Def  Speed  Generation  Legend      Scores  \n",
       "0       65     45           1       0    0.000000  \n",
       "1       80     60           1       0   93.989361  \n",
       "2      100     80           1       0  223.593381  \n",
       "3      120     80           1       0  333.241654  \n",
       "4       50     65           1       0   29.614186  "
      ]
     },
     "execution_count": 66,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pokemon.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**2. Recommendation system for Pokemon list**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.metrics.pairwise import linear_kernel, cosine_similarity\n",
    "from sklearn.preprocessing import StandardScaler"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [],
   "source": [
    "pokematrix = pokemon.drop('Name',axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 141,
   "metadata": {},
   "outputs": [],
   "source": [
    "def check_type(x,a,b):\n",
    "    pkm_type_1=x['Type 1']\n",
    "    pkm_type_2=x['Type 2']\n",
    "    if (pkm_type_1==a) and (pkm_type_2==b):\n",
    "        return 1\n",
    "    elif (pkm_type_1==a) or (pkm_type_2==b):\n",
    "        return 0.5\n",
    "    else:\n",
    "        return 0"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {},
   "outputs": [],
   "source": [
    "pkm_name = pokemon['Name']\n",
    "indices = pd.Series(pokemon.index, index=pokemon['Name'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "metadata": {},
   "outputs": [],
   "source": [
    "def recommendations_1(pkm):\n",
    "    idx = indices[pkm]\n",
    "    pkm_type1= pokematrix.loc[idx]['Type 1']\n",
    "    pkm_type2= pokematrix.loc[idx]['Type 2']\n",
    "    sim_scores = []\n",
    "    for i in range(pokemon.shape[0]):\n",
    "        sim_scores.append(np.linalg.norm(pokematrix.loc[idx]-pokematrix.loc[i]))\n",
    "    sim_scores = list(enumerate(sim_scores))\n",
    "    sim_scores = sorted(sim_scores, key=lambda x: x[1], reverse=False)\n",
    "    sim_scores = sim_scores[1:31]\n",
    "    pkm_indices = [i[0] for i in sim_scores]\n",
    "    \n",
    "    sim_pkm = pokemon.iloc[pkm_indices].copy()\n",
    "    sim_pkm['sim_type'] = sim_pkm.apply(lambda x: check_type(x,pkm_type1,pkm_type2), axis=1)\n",
    "    sim_pkm = sim_pkm.sort_values('sim_type', ascending=False).head(10)\n",
    "    return sim_pkm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "metadata": {},
   "outputs": [],
   "source": [
    "cosine_sim = cosine_similarity(pokematrix,pokematrix)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {},
   "outputs": [],
   "source": [
    "#cosine_sim[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 143,
   "metadata": {},
   "outputs": [],
   "source": [
    "def recommendations_2(pkm):\n",
    "    idx = indices[pkm]\n",
    "    pkm_type1= pokematrix.loc[idx]['Type 1']\n",
    "    pkm_type2= pokematrix.loc[idx]['Type 2']\n",
    "    sim_scores = list(enumerate(cosine_sim[idx]))\n",
    "    sim_scores = sorted(sim_scores, key=lambda x: x[1], reverse=True)\n",
    "    sim_scores = sim_scores[1:31]\n",
    "    pkm_indices = [i[0] for i in sim_scores]\n",
    "    \n",
    "    sim_pkm = pokemon.iloc[pkm_indices].copy()\n",
    "    sim_pkm['sim_type'] = sim_pkm.apply(lambda x: check_type(x,pkm_type1,pkm_type2), axis=1)\n",
    "    sim_pkm = sim_pkm.sort_values('sim_type', ascending=False).head(10)\n",
    "    return sim_pkm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 144,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Name</th>\n",
       "      <th>Type 1</th>\n",
       "      <th>Type 2</th>\n",
       "      <th>Total</th>\n",
       "      <th>HP</th>\n",
       "      <th>Attack</th>\n",
       "      <th>Defense</th>\n",
       "      <th>Sp. Atk</th>\n",
       "      <th>Sp. Def</th>\n",
       "      <th>Speed</th>\n",
       "      <th>Generation</th>\n",
       "      <th>Legend</th>\n",
       "      <th>sim_type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>171</td>\n",
       "      <td>Typhlosion</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>534</td>\n",
       "      <td>78</td>\n",
       "      <td>84</td>\n",
       "      <td>78</td>\n",
       "      <td>109</td>\n",
       "      <td>85</td>\n",
       "      <td>100</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>64</td>\n",
       "      <td>Arcanine</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>555</td>\n",
       "      <td>90</td>\n",
       "      <td>110</td>\n",
       "      <td>80</td>\n",
       "      <td>100</td>\n",
       "      <td>80</td>\n",
       "      <td>95</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>278</td>\n",
       "      <td>Blaziken</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>530</td>\n",
       "      <td>80</td>\n",
       "      <td>120</td>\n",
       "      <td>70</td>\n",
       "      <td>110</td>\n",
       "      <td>70</td>\n",
       "      <td>80</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>43</td>\n",
       "      <td>Ninetales</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>505</td>\n",
       "      <td>73</td>\n",
       "      <td>76</td>\n",
       "      <td>75</td>\n",
       "      <td>81</td>\n",
       "      <td>100</td>\n",
       "      <td>100</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>520</td>\n",
       "      <td>Yanmega</td>\n",
       "      <td>13</td>\n",
       "      <td>5</td>\n",
       "      <td>515</td>\n",
       "      <td>86</td>\n",
       "      <td>76</td>\n",
       "      <td>86</td>\n",
       "      <td>116</td>\n",
       "      <td>56</td>\n",
       "      <td>95</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>723</td>\n",
       "      <td>Delphox</td>\n",
       "      <td>2</td>\n",
       "      <td>10</td>\n",
       "      <td>534</td>\n",
       "      <td>75</td>\n",
       "      <td>69</td>\n",
       "      <td>72</td>\n",
       "      <td>114</td>\n",
       "      <td>100</td>\n",
       "      <td>104</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>736</td>\n",
       "      <td>Pyroar</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>507</td>\n",
       "      <td>86</td>\n",
       "      <td>68</td>\n",
       "      <td>72</td>\n",
       "      <td>109</td>\n",
       "      <td>66</td>\n",
       "      <td>106</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>518</td>\n",
       "      <td>Magmortar</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>540</td>\n",
       "      <td>75</td>\n",
       "      <td>95</td>\n",
       "      <td>67</td>\n",
       "      <td>125</td>\n",
       "      <td>95</td>\n",
       "      <td>83</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>437</td>\n",
       "      <td>Infernape</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>534</td>\n",
       "      <td>76</td>\n",
       "      <td>104</td>\n",
       "      <td>71</td>\n",
       "      <td>104</td>\n",
       "      <td>71</td>\n",
       "      <td>108</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>130</td>\n",
       "      <td>Starmie</td>\n",
       "      <td>4</td>\n",
       "      <td>10</td>\n",
       "      <td>520</td>\n",
       "      <td>60</td>\n",
       "      <td>75</td>\n",
       "      <td>85</td>\n",
       "      <td>100</td>\n",
       "      <td>85</td>\n",
       "      <td>115</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           Name  Type 1  Type 2  Total  HP  Attack  Defense  Sp. Atk  Sp. Def  \\\n",
       "171  Typhlosion       2       0    534  78      84       78      109       85   \n",
       "64     Arcanine       2       0    555  90     110       80      100       80   \n",
       "278    Blaziken       2       3    530  80     120       70      110       70   \n",
       "43    Ninetales       2       0    505  73      76       75       81      100   \n",
       "520     Yanmega      13       5    515  86      76       86      116       56   \n",
       "723     Delphox       2      10    534  75      69       72      114      100   \n",
       "736      Pyroar       2       1    507  86      68       72      109       66   \n",
       "518   Magmortar       2       0    540  75      95       67      125       95   \n",
       "437   Infernape       2       3    534  76     104       71      104       71   \n",
       "130     Starmie       4      10    520  60      75       85      100       85   \n",
       "\n",
       "     Speed  Generation  Legend  sim_type  \n",
       "171    100           2       0       0.5  \n",
       "64      95           1       0       0.5  \n",
       "278     80           3       0       0.5  \n",
       "43     100           1       0       0.5  \n",
       "520     95           4       0       0.5  \n",
       "723    104           6       0       0.5  \n",
       "736    106           6       0       0.5  \n",
       "518     83           4       0       0.5  \n",
       "437    108           4       0       0.5  \n",
       "130    115           1       0       0.0  "
      ]
     },
     "execution_count": 144,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "recommendations_1('Charizard')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 145,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Name</th>\n",
       "      <th>Type 1</th>\n",
       "      <th>Type 2</th>\n",
       "      <th>Total</th>\n",
       "      <th>HP</th>\n",
       "      <th>Attack</th>\n",
       "      <th>Defense</th>\n",
       "      <th>Sp. Atk</th>\n",
       "      <th>Sp. Def</th>\n",
       "      <th>Speed</th>\n",
       "      <th>Generation</th>\n",
       "      <th>Legend</th>\n",
       "      <th>sim_type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>158</td>\n",
       "      <td>Moltres</td>\n",
       "      <td>2</td>\n",
       "      <td>5</td>\n",
       "      <td>580</td>\n",
       "      <td>90</td>\n",
       "      <td>100</td>\n",
       "      <td>90</td>\n",
       "      <td>125</td>\n",
       "      <td>85</td>\n",
       "      <td>90</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>171</td>\n",
       "      <td>Typhlosion</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>534</td>\n",
       "      <td>78</td>\n",
       "      <td>84</td>\n",
       "      <td>78</td>\n",
       "      <td>109</td>\n",
       "      <td>85</td>\n",
       "      <td>100</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>Charmander</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>309</td>\n",
       "      <td>39</td>\n",
       "      <td>52</td>\n",
       "      <td>43</td>\n",
       "      <td>60</td>\n",
       "      <td>50</td>\n",
       "      <td>65</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>572</td>\n",
       "      <td>Pansear</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>316</td>\n",
       "      <td>50</td>\n",
       "      <td>53</td>\n",
       "      <td>48</td>\n",
       "      <td>53</td>\n",
       "      <td>48</td>\n",
       "      <td>64</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>23</td>\n",
       "      <td>PidgeotMega Pidgeot</td>\n",
       "      <td>1</td>\n",
       "      <td>5</td>\n",
       "      <td>579</td>\n",
       "      <td>83</td>\n",
       "      <td>80</td>\n",
       "      <td>80</td>\n",
       "      <td>135</td>\n",
       "      <td>80</td>\n",
       "      <td>121</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>723</td>\n",
       "      <td>Delphox</td>\n",
       "      <td>2</td>\n",
       "      <td>10</td>\n",
       "      <td>534</td>\n",
       "      <td>75</td>\n",
       "      <td>69</td>\n",
       "      <td>72</td>\n",
       "      <td>114</td>\n",
       "      <td>100</td>\n",
       "      <td>104</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>435</td>\n",
       "      <td>Chimchar</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>309</td>\n",
       "      <td>44</td>\n",
       "      <td>58</td>\n",
       "      <td>44</td>\n",
       "      <td>58</td>\n",
       "      <td>44</td>\n",
       "      <td>61</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>735</td>\n",
       "      <td>Litleo</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>369</td>\n",
       "      <td>62</td>\n",
       "      <td>50</td>\n",
       "      <td>58</td>\n",
       "      <td>73</td>\n",
       "      <td>54</td>\n",
       "      <td>72</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>5</td>\n",
       "      <td>Charmeleon</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>405</td>\n",
       "      <td>58</td>\n",
       "      <td>64</td>\n",
       "      <td>58</td>\n",
       "      <td>80</td>\n",
       "      <td>65</td>\n",
       "      <td>80</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>169</td>\n",
       "      <td>Cyndaquil</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>309</td>\n",
       "      <td>39</td>\n",
       "      <td>52</td>\n",
       "      <td>43</td>\n",
       "      <td>60</td>\n",
       "      <td>50</td>\n",
       "      <td>65</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                    Name  Type 1  Type 2  Total  HP  Attack  Defense  Sp. Atk  \\\n",
       "158              Moltres       2       5    580  90     100       90      125   \n",
       "171           Typhlosion       2       0    534  78      84       78      109   \n",
       "4             Charmander       2       0    309  39      52       43       60   \n",
       "572              Pansear       2       0    316  50      53       48       53   \n",
       "23   PidgeotMega Pidgeot       1       5    579  83      80       80      135   \n",
       "723              Delphox       2      10    534  75      69       72      114   \n",
       "435             Chimchar       2       0    309  44      58       44       58   \n",
       "735               Litleo       2       1    369  62      50       58       73   \n",
       "5             Charmeleon       2       0    405  58      64       58       80   \n",
       "169            Cyndaquil       2       0    309  39      52       43       60   \n",
       "\n",
       "     Sp. Def  Speed  Generation  Legend  sim_type  \n",
       "158       85     90           1       1       1.0  \n",
       "171       85    100           2       0       0.5  \n",
       "4         50     65           1       0       0.5  \n",
       "572       48     64           5       0       0.5  \n",
       "23        80    121           1       0       0.5  \n",
       "723      100    104           6       0       0.5  \n",
       "435       44     61           4       0       0.5  \n",
       "735       54     72           6       0       0.5  \n",
       "5         65     80           1       0       0.5  \n",
       "169       50     65           2       0       0.5  "
      ]
     },
     "execution_count": 145,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "recommendations_2('Charizard')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**3. Predict whether a pokemon is legendary base on stats (Basic ML)**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 124,
   "metadata": {},
   "outputs": [],
   "source": [
    "pokemon.drop('Name',axis=1,inplace=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "2. Create data for training and testing by using Train Test Split"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "metadata": {},
   "outputs": [],
   "source": [
    "X= pokemon.drop('Legend',axis=1)\n",
    "y= pokemon['Legend']\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.3, random_state=90)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "3. Using model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 130,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.metrics import confusion_matrix,classification_report"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Logistic Regression**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 127,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.linear_model import LogisticRegression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 128,
   "metadata": {},
   "outputs": [],
   "source": [
    "logmode = LogisticRegression()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 129,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/zendz/opt/anaconda3/lib/python3.7/site-packages/sklearn/linear_model/logistic.py:432: FutureWarning:\n",
      "\n",
      "Default solver will be changed to 'lbfgs' in 0.22. Specify a solver to silence this warning.\n",
      "\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "LogisticRegression(C=1.0, class_weight=None, dual=False, fit_intercept=True,\n",
       "                   intercept_scaling=1, l1_ratio=None, max_iter=100,\n",
       "                   multi_class='warn', n_jobs=None, penalty='l2',\n",
       "                   random_state=None, solver='warn', tol=0.0001, verbose=0,\n",
       "                   warm_start=False)"
      ]
     },
     "execution_count": 129,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "logmode.fit(X_train,y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 131,
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred = logmode.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 189,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "               Non-Legendary  Legendary\n",
      "Non-Legendary            215          1\n",
      "Legendary                 19          5\n"
     ]
    }
   ],
   "source": [
    "cm = pd.DataFrame(confusion_matrix(y_test,y_pred), \n",
    "                  index = ['Non-Legendary', 'Legendary'], columns = ['Non-Legendary', 'Legendary'])\n",
    "print(cm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 133,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "           0       0.92      1.00      0.96       216\n",
      "           1       0.83      0.21      0.33        24\n",
      "\n",
      "    accuracy                           0.92       240\n",
      "   macro avg       0.88      0.60      0.64       240\n",
      "weighted avg       0.91      0.92      0.89       240\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test,y_pred))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Decision Tree**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 134,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.tree import DecisionTreeClassifier"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 170,
   "metadata": {},
   "outputs": [],
   "source": [
    "dtc = DecisionTreeClassifier(max_depth=5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 172,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DecisionTreeClassifier(class_weight=None, criterion='gini', max_depth=5,\n",
       "                       max_features=None, max_leaf_nodes=None,\n",
       "                       min_impurity_decrease=0.0, min_impurity_split=None,\n",
       "                       min_samples_leaf=1, min_samples_split=2,\n",
       "                       min_weight_fraction_leaf=0.0, presort=False,\n",
       "                       random_state=None, splitter='best')"
      ]
     },
     "execution_count": 172,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dtc.fit(X_train,y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 173,
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred2 = dtc.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 190,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "               Non-Legendary  Legendary\n",
      "Non-Legendary            210          6\n",
      "Legendary                  6         18\n"
     ]
    }
   ],
   "source": [
    "cm = pd.DataFrame(confusion_matrix(y_test,y_pred2), \n",
    "                  index = ['Non-Legendary', 'Legendary'], columns = ['Non-Legendary', 'Legendary'])\n",
    "print(cm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 175,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "           0       0.97      0.97      0.97       216\n",
      "           1       0.75      0.75      0.75        24\n",
      "\n",
      "    accuracy                           0.95       240\n",
      "   macro avg       0.86      0.86      0.86       240\n",
      "weighted avg       0.95      0.95      0.95       240\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test,y_pred2))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Random Forest**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 140,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.ensemble import RandomForestClassifier"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 192,
   "metadata": {},
   "outputs": [],
   "source": [
    "rfc= RandomForestClassifier(max_depth=5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 193,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/zendz/opt/anaconda3/lib/python3.7/site-packages/sklearn/ensemble/forest.py:245: FutureWarning:\n",
      "\n",
      "The default value of n_estimators will change from 10 in version 0.20 to 100 in 0.22.\n",
      "\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "RandomForestClassifier(bootstrap=True, class_weight=None, criterion='gini',\n",
       "                       max_depth=5, max_features='auto', max_leaf_nodes=None,\n",
       "                       min_impurity_decrease=0.0, min_impurity_split=None,\n",
       "                       min_samples_leaf=1, min_samples_split=2,\n",
       "                       min_weight_fraction_leaf=0.0, n_estimators=10,\n",
       "                       n_jobs=None, oob_score=False, random_state=None,\n",
       "                       verbose=0, warm_start=False)"
      ]
     },
     "execution_count": 193,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "rfc.fit(X_train,y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 194,
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred3 = rfc.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 203,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "               Non-Legendary  Legendary\n",
      "Non-Legendary            212          4\n",
      "Legendary                 11         13\n"
     ]
    }
   ],
   "source": [
    "cm = pd.DataFrame(confusion_matrix(y_test,y_pred3), \n",
    "                  index = ['Non-Legendary', 'Legendary'], columns = ['Non-Legendary', 'Legendary'])\n",
    "print(cm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 204,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "           0       0.95      0.98      0.97       216\n",
      "           1       0.76      0.54      0.63        24\n",
      "\n",
      "    accuracy                           0.94       240\n",
      "   macro avg       0.86      0.76      0.80       240\n",
      "weighted avg       0.93      0.94      0.93       240\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test,y_pred3))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Support Vecter Machines**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 146,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.svm import SVC"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 180,
   "metadata": {},
   "outputs": [],
   "source": [
    "svc= SVC()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 181,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/zendz/opt/anaconda3/lib/python3.7/site-packages/sklearn/model_selection/_split.py:1978: FutureWarning:\n",
      "\n",
      "The default value of cv will change from 3 to 5 in version 0.22. Specify it explicitly to silence this warning.\n",
      "\n",
      "[Parallel(n_jobs=1)]: Using backend SequentialBackend with 1 concurrent workers.\n",
      "[Parallel(n_jobs=1)]: Done   1 out of   1 | elapsed:    0.0s remaining:    0.0s\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting 3 folds for each of 25 candidates, totalling 75 fits\n",
      "[CV] C=0.1, gamma=1 ..................................................\n",
      "[CV] ................................... C=0.1, gamma=1, total=   0.0s\n",
      "[CV] C=0.1, gamma=1 ..................................................\n",
      "[CV] ................................... C=0.1, gamma=1, total=   0.0s\n",
      "[CV] C=0.1, gamma=1 ..................................................\n",
      "[CV] ................................... C=0.1, gamma=1, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.1 ................................................\n",
      "[CV] ................................. C=0.1, gamma=0.1, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.1 ................................................\n",
      "[CV] ................................. C=0.1, gamma=0.1, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.1 ................................................\n",
      "[CV] ................................. C=0.1, gamma=0.1, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.01 ...............................................\n",
      "[CV] ................................ C=0.1, gamma=0.01, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.01 ...............................................\n",
      "[CV] ................................ C=0.1, gamma=0.01, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.01 ...............................................\n",
      "[CV] ................................ C=0.1, gamma=0.01, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.001 ..............................................\n",
      "[CV] ............................... C=0.1, gamma=0.001, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.001 ..............................................\n",
      "[CV] ............................... C=0.1, gamma=0.001, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.001 ..............................................\n",
      "[CV] ............................... C=0.1, gamma=0.001, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.0001 .............................................\n",
      "[CV] .............................. C=0.1, gamma=0.0001, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.0001 .............................................\n",
      "[CV] .............................. C=0.1, gamma=0.0001, total=   0.0s\n",
      "[CV] C=0.1, gamma=0.0001 .............................................\n",
      "[CV] .............................. C=0.1, gamma=0.0001, total=   0.0s\n",
      "[CV] C=1, gamma=1 ....................................................\n",
      "[CV] ..................................... C=1, gamma=1, total=   0.0s\n",
      "[CV] C=1, gamma=1 ....................................................\n",
      "[CV] ..................................... C=1, gamma=1, total=   0.0s\n",
      "[CV] C=1, gamma=1 ....................................................\n",
      "[CV] ..................................... C=1, gamma=1, total=   0.0s\n",
      "[CV] C=1, gamma=0.1 ..................................................\n",
      "[CV] ................................... C=1, gamma=0.1, total=   0.0s\n",
      "[CV] C=1, gamma=0.1 ..................................................\n",
      "[CV] ................................... C=1, gamma=0.1, total=   0.0s\n",
      "[CV] C=1, gamma=0.1 ..................................................\n",
      "[CV] ................................... C=1, gamma=0.1, total=   0.0s\n",
      "[CV] C=1, gamma=0.01 .................................................\n",
      "[CV] .................................. C=1, gamma=0.01, total=   0.0s\n",
      "[CV] C=1, gamma=0.01 .................................................\n",
      "[CV] .................................. C=1, gamma=0.01, total=   0.0s\n",
      "[CV] C=1, gamma=0.01 .................................................\n",
      "[CV] .................................. C=1, gamma=0.01, total=   0.0s\n",
      "[CV] C=1, gamma=0.001 ................................................\n",
      "[CV] ................................. C=1, gamma=0.001, total=   0.0s\n",
      "[CV] C=1, gamma=0.001 ................................................\n",
      "[CV] ................................. C=1, gamma=0.001, total=   0.0s\n",
      "[CV] C=1, gamma=0.001 ................................................\n",
      "[CV] ................................. C=1, gamma=0.001, total=   0.0s\n",
      "[CV] C=1, gamma=0.0001 ...............................................\n",
      "[CV] ................................ C=1, gamma=0.0001, total=   0.0s\n",
      "[CV] C=1, gamma=0.0001 ...............................................\n",
      "[CV] ................................ C=1, gamma=0.0001, total=   0.0s\n",
      "[CV] C=1, gamma=0.0001 ...............................................\n",
      "[CV] ................................ C=1, gamma=0.0001, total=   0.0s\n",
      "[CV] C=10, gamma=1 ...................................................\n",
      "[CV] .................................... C=10, gamma=1, total=   0.0s\n",
      "[CV] C=10, gamma=1 ...................................................\n",
      "[CV] .................................... C=10, gamma=1, total=   0.0s\n",
      "[CV] C=10, gamma=1 ...................................................\n",
      "[CV] .................................... C=10, gamma=1, total=   0.0s\n",
      "[CV] C=10, gamma=0.1 .................................................\n",
      "[CV] .................................. C=10, gamma=0.1, total=   0.0s\n",
      "[CV] C=10, gamma=0.1 .................................................\n",
      "[CV] .................................. C=10, gamma=0.1, total=   0.0s\n",
      "[CV] C=10, gamma=0.1 .................................................\n",
      "[CV] .................................. C=10, gamma=0.1, total=   0.0s\n",
      "[CV] C=10, gamma=0.01 ................................................\n",
      "[CV] ................................. C=10, gamma=0.01, total=   0.0s\n",
      "[CV] C=10, gamma=0.01 ................................................\n",
      "[CV] ................................. C=10, gamma=0.01, total=   0.0s\n",
      "[CV] C=10, gamma=0.01 ................................................\n",
      "[CV] ................................. C=10, gamma=0.01, total=   0.0s\n",
      "[CV] C=10, gamma=0.001 ...............................................\n",
      "[CV] ................................ C=10, gamma=0.001, total=   0.0s\n",
      "[CV] C=10, gamma=0.001 ...............................................\n",
      "[CV] ................................ C=10, gamma=0.001, total=   0.0s\n",
      "[CV] C=10, gamma=0.001 ...............................................\n",
      "[CV] ................................ C=10, gamma=0.001, total=   0.0s\n",
      "[CV] C=10, gamma=0.0001 ..............................................\n",
      "[CV] ............................... C=10, gamma=0.0001, total=   0.0s\n",
      "[CV] C=10, gamma=0.0001 ..............................................\n",
      "[CV] ............................... C=10, gamma=0.0001, total=   0.0s\n",
      "[CV] C=10, gamma=0.0001 ..............................................\n",
      "[CV] ............................... C=10, gamma=0.0001, total=   0.0s\n",
      "[CV] C=100, gamma=1 ..................................................\n",
      "[CV] ................................... C=100, gamma=1, total=   0.0s\n",
      "[CV] C=100, gamma=1 ..................................................\n",
      "[CV] ................................... C=100, gamma=1, total=   0.0s\n",
      "[CV] C=100, gamma=1 ..................................................\n",
      "[CV] ................................... C=100, gamma=1, total=   0.0s\n",
      "[CV] C=100, gamma=0.1 ................................................\n",
      "[CV] ................................. C=100, gamma=0.1, total=   0.0s\n",
      "[CV] C=100, gamma=0.1 ................................................\n",
      "[CV] ................................. C=100, gamma=0.1, total=   0.0s\n",
      "[CV] C=100, gamma=0.1 ................................................\n",
      "[CV] ................................. C=100, gamma=0.1, total=   0.0s\n",
      "[CV] C=100, gamma=0.01 ...............................................\n",
      "[CV] ................................ C=100, gamma=0.01, total=   0.0s\n",
      "[CV] C=100, gamma=0.01 ...............................................\n",
      "[CV] ................................ C=100, gamma=0.01, total=   0.0s\n",
      "[CV] C=100, gamma=0.01 ...............................................\n",
      "[CV] ................................ C=100, gamma=0.01, total=   0.0s\n",
      "[CV] C=100, gamma=0.001 ..............................................\n",
      "[CV] ............................... C=100, gamma=0.001, total=   0.0s\n",
      "[CV] C=100, gamma=0.001 ..............................................\n",
      "[CV] ............................... C=100, gamma=0.001, total=   0.0s\n",
      "[CV] C=100, gamma=0.001 ..............................................\n",
      "[CV] ............................... C=100, gamma=0.001, total=   0.0s\n",
      "[CV] C=100, gamma=0.0001 .............................................\n",
      "[CV] .............................. C=100, gamma=0.0001, total=   0.0s\n",
      "[CV] C=100, gamma=0.0001 .............................................\n",
      "[CV] .............................. C=100, gamma=0.0001, total=   0.0s\n",
      "[CV] C=100, gamma=0.0001 .............................................\n",
      "[CV] .............................. C=100, gamma=0.0001, total=   0.0s\n",
      "[CV] C=1000, gamma=1 .................................................\n",
      "[CV] .................................. C=1000, gamma=1, total=   0.0s\n",
      "[CV] C=1000, gamma=1 .................................................\n",
      "[CV] .................................. C=1000, gamma=1, total=   0.0s\n",
      "[CV] C=1000, gamma=1 .................................................\n",
      "[CV] .................................. C=1000, gamma=1, total=   0.0s\n",
      "[CV] C=1000, gamma=0.1 ...............................................\n",
      "[CV] ................................ C=1000, gamma=0.1, total=   0.0s\n",
      "[CV] C=1000, gamma=0.1 ...............................................\n",
      "[CV] ................................ C=1000, gamma=0.1, total=   0.0s\n",
      "[CV] C=1000, gamma=0.1 ...............................................\n",
      "[CV] ................................ C=1000, gamma=0.1, total=   0.0s\n",
      "[CV] C=1000, gamma=0.01 ..............................................\n",
      "[CV] ............................... C=1000, gamma=0.01, total=   0.0s\n",
      "[CV] C=1000, gamma=0.01 ..............................................\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[CV] ............................... C=1000, gamma=0.01, total=   0.0s\n",
      "[CV] C=1000, gamma=0.01 ..............................................\n",
      "[CV] ............................... C=1000, gamma=0.01, total=   0.0s\n",
      "[CV] C=1000, gamma=0.001 .............................................\n",
      "[CV] .............................. C=1000, gamma=0.001, total=   0.0s\n",
      "[CV] C=1000, gamma=0.001 .............................................\n",
      "[CV] .............................. C=1000, gamma=0.001, total=   0.0s\n",
      "[CV] C=1000, gamma=0.001 .............................................\n",
      "[CV] .............................. C=1000, gamma=0.001, total=   0.0s\n",
      "[CV] C=1000, gamma=0.0001 ............................................\n",
      "[CV] ............................. C=1000, gamma=0.0001, total=   0.0s\n",
      "[CV] C=1000, gamma=0.0001 ............................................\n",
      "[CV] ............................. C=1000, gamma=0.0001, total=   0.0s\n",
      "[CV] C=1000, gamma=0.0001 ............................................\n",
      "[CV] ............................. C=1000, gamma=0.0001, total=   0.0s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[Parallel(n_jobs=1)]: Done  75 out of  75 | elapsed:    0.7s finished\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "GridSearchCV(cv='warn', error_score='raise-deprecating',\n",
       "             estimator=SVC(C=1.0, cache_size=200, class_weight=None, coef0=0.0,\n",
       "                           decision_function_shape='ovr', degree=3,\n",
       "                           gamma='auto_deprecated', kernel='rbf', max_iter=-1,\n",
       "                           probability=False, random_state=None, shrinking=True,\n",
       "                           tol=0.001, verbose=False),\n",
       "             iid='warn', n_jobs=None,\n",
       "             param_grid={'C': [0.1, 1, 10, 100, 1000],\n",
       "                         'gamma': [1, 0.1, 0.01, 0.001, 0.0001]},\n",
       "             pre_dispatch='2*n_jobs', refit=True, return_train_score=False,\n",
       "             scoring=None, verbose=2)"
      ]
     },
     "execution_count": 181,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.model_selection import GridSearchCV\n",
    "params = {'C':[0.1, 1, 10, 100, 1000],'gamma':[1, 0.1, .01, .001, .0001]}\n",
    "grid = GridSearchCV(estimator=svc, param_grid=params,refit=True,verbose=2)\n",
    "grid.fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 182,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.9464285714285714\n",
      "{'C': 1, 'gamma': 0.0001}\n"
     ]
    }
   ],
   "source": [
    "print(grid.best_score_)\n",
    "print(grid.best_params_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 183,
   "metadata": {},
   "outputs": [],
   "source": [
    "pred_g = grid.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 202,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "               Non-Legendary  Legendary\n",
      "Non-Legendary            214          2\n",
      "Legendary                 17          7\n"
     ]
    }
   ],
   "source": [
    "cm = pd.DataFrame(confusion_matrix(y_test,pred_g), \n",
    "                  index = ['Non-Legendary', 'Legendary'], columns = ['Non-Legendary', 'Legendary'])\n",
    "print(cm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 201,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "           0       0.93      0.99      0.96       216\n",
      "           1       0.78      0.29      0.42        24\n",
      "\n",
      "    accuracy                           0.92       240\n",
      "   macro avg       0.85      0.64      0.69       240\n",
      "weighted avg       0.91      0.92      0.90       240\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test,pred_g))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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